Initializing AMReX (26.09-142-g600fceecbd36)... MPI initialized with 4 MPI processes MPI initialized with thread support level 0 AMReX (26.09-142-g600fceecbd36) initialized Successfully read inputs file ... ERF git hash: 131368c3b-dirty AMReX git hash: 26.09-142-g600fceecb Problem name (from inputs file) is: "Density Current" Level 0 is land Level 1 is land Using constant kinematic diffusion coefficients momentum : 75 m^2/s temperature : 75 m^2/s scalar : 0 m^2/s Thermal stratification based on gradient of potential temperature Thermal stratification based on gradient of potential temperature Turning off native vertical implicit solve flag because anelastic at level 1 with RK2 scheme. Maximum simulation length based on stop_time: 900 s (elapsed) Adding stop time 900 to start_time 0 Null land surface model! SOLVER CHOICE: At level 0 : compressible with implicit substepping At level 1 : anelastic with no substepping, using the RK2 integrator and fixed density vert_implicit_fac at level 0 : 1 1 0 (theta = 1, moisture = 1, tke = 1, momenta = 1)vert_implicit_fac at level 1 : 0 0 0 use_coriolis : 0 use_gravity : 1 Moisture Model: None Terrain Type: None Buildings Type: None Mesh Type: ConstantDz ABL Driver Type: None Coupling Type: One-way Radiation Model: None Gradp_type : 0 Buoyancy_type at level 0 : 2 Buoyancy_type at level 1 : 3 Advection Choices: dycore_horiz_adv_type : Upwind_3rd dycore_vert_adv_type : Upwind_3rd dryscal_horiz_adv_type : Upwind_3rd dryscal_vert_adv_type : Upwind_3rd moistscal_horiz_adv_type : WENO3 moistscal_vert_adv_type : WENO3 Diffusion choices: rho0_trans : 1 alpha_T : 75 alpha_C : 0 dynamic_viscosity : 75 Sponge choices: Rayleigh damping : None w damping : 0 (coeff = -1 * dz/dt**2) Turbulence Settings at level 0 Using DNS model at level 0 Turbulence Settings at level 1 Using DNS model at level 1 WRF lateral boundary density forcing: disabled WRF lateral boundary cloud-water/cloud-ice forcing: disabled Refinement ratio at level 1 set to be 2 1 2 Creating new distribution map on level: 0 BA FROM SCRATCH AT LEVEL 0 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (31,0,31) (0,0,0)) ((32,0,0) (63,0,31) (0,0,0)) ((64,0,0) (95,0,31) (0,0,0)) ((96,0,0) (127,0,31) (0,0,0)) ) Problem name "density current" does not add any velocity perturbations. Creating new distribution map on level: 1 BA FROM SCRATCH AT LEVEL 1 (BoxArray maxbox(3) m_ref->m_hash_sig(0) ((0,0,0) (15,0,63) (0,0,0)) ((16,0,0) (31,0,63) (0,0,0)) ((32,0,0) (47,0,63) (0,0,0)) ) Building the 3D FFT solver to be used on domain ((0,0,0) (47,0,63) (0,0,0)) Problem name "density current" does not add any velocity perturbations. Projecting initial velocity field at level 1 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0 0 and volume-weighted sum 0 Subtracting 0 from rhs in subdomain 0 Sum after subtraction 0 in subdomain 0 Max/L2 norm of divergence after solve at level 1 : 0 0 and volume-weighted sum 0 Based on cfl of one Compressible dt at level 0 would be: 1.730975113 (terrain aware) 1.730975113 (terrain unaware) Anelastic dt at level 0 would be undefined Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2882620166 (terrain aware) 0.2882620166 (terrain unaware) Anelastic dt at level 1 would be undefined Fixed dt at level 1 is: 2 smallest grid spacing at level 1 = 100 dt at level 1 = 2 Viscous CFL is 0.0075 Max value of |p_hse - p_eos| is 7.275957614e-11, less than the tolerance 9.886983977e-09 Min/max value of dp0/dx are zero Min/max value of dp0/dy are zero Min/max value of dp0/dz + rho0*|g| are less than 1e-08 Min/max value of -dp'/dz + buoyancy are -0.4841505551 0.0003076027535 with min at face (0,0,15) with max at face (10,0,24) 3DPlotfile write time = 0.006452493 seconds. Coarse STEP 1 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.730975113 (terrain aware) 1.730975113 (terrain unaware) Anelastic dt at level 0 would be undefined Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2882620166 (terrain aware) 0.2882620166 (terrain unaware) Anelastic dt at level 1 would be undefined Fixed dt at level 1 is: 2 [Level 0 step 1] ADVANCE from elapsed time = 0 to 2 with dt = 2 Making slow rhs at time 0 for fast variables advancing from 0 to 0.6666666666667 Fast time integration at level 0 from 0 to 0.6666666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 0 to 0.6666666666667 with dt = 0.6666666666667 using RHS created at 0 Making slow rhs at time 0.6666666666667 for fast variables advancing from 0 to 1 Fast time integration at level 0 from 0 to 0.5 with dt = 0.5 Fast time integration at level 0 from 0.5 to 1 with dt = 0.5 Time integration of scalars at level 0 from 0 to 1 with dt = 1 using RHS created at 0.6666666666667 Making slow rhs at time 1 for fast variables advancing from 0 to 2 Fast time integration at level 0 from 0 to 0.5 with dt = 0.5 Fast time integration at level 0 from 0.5 to 1 with dt = 0.5 Fast time integration at level 0 from 1 to 1.5 with dt = 0.5 Fast time integration at level 0 from 1.5 to 2 with dt = 0.5 Time integration of scalars at level 0 from 0 to 2 with dt = 2 using RHS created at 1 Done with advance_dycore at level 0 [Level 0 step 1] Advanced 4096 cells [Level 1 step 1] ADVANCE from elapsed time = 0 to 2 with dt = 2 Making slow rhs at time 0 for fast variables advancing from 0 to 2 No-substepping time integration at level 1 to 2 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007801853572 0.01355526275 and volume-weighted sum -0.007215538417 Subtracting -2.348808079e-12 from rhs in subdomain 0 Sum after subtraction -7.470457371e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007801853548 MLMG: Initial residual (resid0) = 0.0007801853548 MLMG: Final Iter. 7 resid, resid/bnorm = 1.858413333e-11, 2.382015147e-08 MLMG: Timers: Solve = 0.001998875 Iter = 0.001702322 Bottom = 0.000190398 Time in solve 0.002396514 Max/L2 norm of divergence after solve at level 1 : 2.093294143e-11 1.534953128e-10 and volume-weighted sum -0.007215538534 Time integration of scalars at level 1 from 0 to 2 with dt = 2 using RHS created at 0 Making slow rhs at time 2 for fast variables advancing from 0 to 2 No-substepping time integration at level 1 to 2 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.822633039e-07 5.607133846e-06 and volume-weighted sum -0.007215538534 Subtracting -2.348808117e-12 from rhs in subdomain 0 Sum after subtraction 1.18415206e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.822609551e-07 MLMG: Initial residual (resid0) = 4.822609551e-07 MLMG: Final Iter. 4 resid, resid/bnorm = 1.669167046e-11, 3.461128312e-05 MLMG: Timers: Solve = 0.001239798 Iter = 0.001018985 Bottom = 0.00011265 Time in solve 0.001577876 Max/L2 norm of divergence after solve at level 1 : 1.434286233e-11 1.488810062e-10 and volume-weighted sum -0.007215538534 Time integration of scalars at level 1 from 0 to 2 with dt = 2 using RHS created at 2 Done with advance_dycore at level 1 [Level 1 step 1] Advanced 3072 cells Coarse STEP 1 ends. TIME = 2 DT = 2 Timestep time = 0.023261506 seconds. Coarse STEP 2 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.730974749 (terrain aware) 1.730974749 (terrain unaware) Anelastic dt at level 0 would be: 215.1676246 (terrain aware) 215.1676246 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.288186352 (terrain aware) 0.288186352 (terrain unaware) Anelastic dt at level 1 would be: 329.845258 (terrain aware) 329.845258 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 2] ADVANCE from elapsed time = 2 to 4 with dt = 2 Making slow rhs at time 2 for fast variables advancing from 2 to 2.666666666667 Fast time integration at level 0 from 2 to 2.666666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 2 to 2.666666666667 with dt = 0.6666666666667 using RHS created at 2 Making slow rhs at time 2.666666666667 for fast variables advancing from 2 to 3 Fast time integration at level 0 from 2 to 2.5 with dt = 0.5 Fast time integration at level 0 from 2.5 to 3 with dt = 0.5 Time integration of scalars at level 0 from 2 to 3 with dt = 1 using RHS created at 2.666666666667 Making slow rhs at time 3 for fast variables advancing from 2 to 4 Fast time integration at level 0 from 2 to 2.5 with dt = 0.5 Fast time integration at level 0 from 2.5 to 3 with dt = 0.5 Fast time integration at level 0 from 3 to 3.5 with dt = 0.5 Fast time integration at level 0 from 3.5 to 4 with dt = 0.5 Time integration of scalars at level 0 from 2 to 4 with dt = 2 using RHS created at 3 Done with advance_dycore at level 0 [Level 0 step 2] Advanced 4096 cells [Level 1 step 2] ADVANCE from elapsed time = 2 to 4 with dt = 2 Making slow rhs at time 2 for fast variables advancing from 2 to 4 No-substepping time integration at level 1 to 4 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.40361049e-06 1.370732654e-05 and volume-weighted sum -24.39328087 Subtracting -7.940521115e-09 from rhs in subdomain 0 Sum after subtraction 1.107919095e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.395669969e-06 MLMG: Initial residual (resid0) = 4.395669969e-06 MLMG: Final Iter. 4 resid, resid/bnorm = 2.989584723e-11, 6.801203784e-06 MLMG: Timers: Solve = 0.001254172 Iter = 0.00102451 Bottom = 0.000115801 Time in solve 0.001590933 Max/L2 norm of divergence after solve at level 1 : 7.967129986e-09 4.401083744e-07 and volume-weighted sum -24.39328087 Time integration of scalars at level 1 from 2 to 4 with dt = 2 using RHS created at 2 Making slow rhs at time 4 for fast variables advancing from 2 to 4 No-substepping time integration at level 1 to 4 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.995307093e-07 8.503020365e-06 and volume-weighted sum -24.39328087 Subtracting -7.940521115e-09 from rhs in subdomain 0 Sum after subtraction 8.402566837e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.915901882e-07 MLMG: Initial residual (resid0) = 5.915901882e-07 MLMG: Final Iter. 4 resid, resid/bnorm = 2.952642901e-11, 4.991027505e-05 MLMG: Timers: Solve = 0.001232877 Iter = 0.001019472 Bottom = 0.0001163 Time in solve 0.001594176 Max/L2 norm of divergence after solve at level 1 : 7.968087997e-09 4.401083767e-07 and volume-weighted sum -24.39328087 Time integration of scalars at level 1 from 2 to 4 with dt = 2 using RHS created at 4 Done with advance_dycore at level 1 [Level 1 step 2] Advanced 3072 cells Coarse STEP 2 ends. TIME = 4 DT = 2 Timestep time = 0.02205153 seconds. Coarse STEP 3 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.730929809 (terrain aware) 1.730929809 (terrain unaware) Anelastic dt at level 0 would be: 133.3921108 (terrain aware) 133.3921108 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2881107093 (terrain aware) 0.2881107093 (terrain unaware) Anelastic dt at level 1 would be: 164.9532878 (terrain aware) 164.9532878 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 3] ADVANCE from elapsed time = 4 to 6 with dt = 2 Making slow rhs at time 4 for fast variables advancing from 4 to 4.666666666667 Fast time integration at level 0 from 4 to 4.666666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 4 to 4.666666666667 with dt = 0.6666666666667 using RHS created at 4 Making slow rhs at time 4.666666666667 for fast variables advancing from 4 to 5 Fast time integration at level 0 from 4 to 4.5 with dt = 0.5 Fast time integration at level 0 from 4.5 to 5 with dt = 0.5 Time integration of scalars at level 0 from 4 to 5 with dt = 1 using RHS created at 4.666666666667 Making slow rhs at time 5 for fast variables advancing from 4 to 6 Fast time integration at level 0 from 4 to 4.5 with dt = 0.5 Fast time integration at level 0 from 4.5 to 5 with dt = 0.5 Fast time integration at level 0 from 5 to 5.5 with dt = 0.5 Fast time integration at level 0 from 5.5 to 6 with dt = 0.5 Time integration of scalars at level 0 from 4 to 6 with dt = 2 using RHS created at 5 Done with advance_dycore at level 0 [Level 0 step 3] Advanced 4096 cells [Level 1 step 3] ADVANCE from elapsed time = 4 to 6 with dt = 2 Making slow rhs at time 4 for fast variables advancing from 4 to 6 No-substepping time integration at level 1 to 6 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.222989411e-05 0.0002905273113 and volume-weighted sum 95.93930868 Subtracting 3.123024371e-08 from rhs in subdomain 0 Sum after subtraction 3.903127821e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.219866386e-05 MLMG: Initial residual (resid0) = 7.219866386e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.635793921e-11, 7.805953213e-07 MLMG: Timers: Solve = 0.001466784 Iter = 0.00124264 Bottom = 0.000155618 Time in solve 0.001812678 Max/L2 norm of divergence after solve at level 1 : 3.125920887e-08 1.730955816e-06 and volume-weighted sum 95.93930868 Time integration of scalars at level 1 from 4 to 6 with dt = 2 using RHS created at 4 Making slow rhs at time 6 for fast variables advancing from 4 to 6 No-substepping time integration at level 1 to 6 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.671347834e-07 1.35227147e-05 and volume-weighted sum 95.93930868 Subtracting 3.123024371e-08 from rhs in subdomain 0 Sum after subtraction -5.556536134e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.359045397e-07 MLMG: Initial residual (resid0) = 7.359045397e-07 MLMG: Final Iter. 4 resid, resid/bnorm = 4.904408814e-11, 6.664463324e-05 MLMG: Timers: Solve = 0.001241584 Iter = 0.001021689 Bottom = 0.000117555 Time in solve 0.001583801 Max/L2 norm of divergence after solve at level 1 : 3.127190423e-08 1.730955819e-06 and volume-weighted sum 95.93930868 Time integration of scalars at level 1 from 4 to 6 with dt = 2 using RHS created at 6 Done with advance_dycore at level 1 [Level 1 step 3] Advanced 3072 cells Coarse STEP 3 ends. TIME = 6 DT = 2 Timestep time = 0.022031456 seconds. Coarse STEP 4 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.730369987 (terrain aware) 1.730369987 (terrain unaware) Anelastic dt at level 0 would be: 116.117017 (terrain aware) 116.117017 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2880346226 (terrain aware) 0.2880346226 (terrain unaware) Anelastic dt at level 1 would be: 109.9288046 (terrain aware) 109.9288046 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 4] ADVANCE from elapsed time = 6 to 8 with dt = 2 Making slow rhs at time 6 for fast variables advancing from 6 to 6.666666666667 Fast time integration at level 0 from 6 to 6.666666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 6 to 6.666666666667 with dt = 0.6666666666667 using RHS created at 6 Making slow rhs at time 6.666666666667 for fast variables advancing from 6 to 7 Fast time integration at level 0 from 6 to 6.5 with dt = 0.5 Fast time integration at level 0 from 6.5 to 7 with dt = 0.5 Time integration of scalars at level 0 from 6 to 7 with dt = 1 using RHS created at 6.666666666667 Making slow rhs at time 7 for fast variables advancing from 6 to 8 Fast time integration at level 0 from 6 to 6.5 with dt = 0.5 Fast time integration at level 0 from 6.5 to 7 with dt = 0.5 Fast time integration at level 0 from 7 to 7.5 with dt = 0.5 Fast time integration at level 0 from 7.5 to 8 with dt = 0.5 Time integration of scalars at level 0 from 6 to 8 with dt = 2 using RHS created at 7 Done with advance_dycore at level 0 [Level 0 step 4] Advanced 4096 cells [Level 1 step 4] ADVANCE from elapsed time = 6 to 8 with dt = 2 Making slow rhs at time 6 for fast variables advancing from 6 to 8 No-substepping time integration at level 1 to 8 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002056994554 0.0009582405105 and volume-weighted sum 983.8824171 Subtracting 3.202742243e-07 from rhs in subdomain 0 Sum after subtraction -3.794707604e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002053791812 MLMG: Initial residual (resid0) = 0.0002053791812 MLMG: Final Iter. 6 resid, resid/bnorm = 1.431728487e-11, 6.971147116e-08 MLMG: Timers: Solve = 0.001702971 Iter = 0.00146429 Bottom = 0.000169314 Time in solve 0.002040753 Max/L2 norm of divergence after solve at level 1 : 3.202885416e-07 1.775139932e-05 and volume-weighted sum 983.8824171 Time integration of scalars at level 1 from 6 to 8 with dt = 2 using RHS created at 6 Making slow rhs at time 8 for fast variables advancing from 6 to 8 No-substepping time integration at level 1 to 8 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.405126088e-06 2.592730667e-05 and volume-weighted sum 983.8824171 Subtracting 3.202742243e-07 from rhs in subdomain 0 Sum after subtraction 2.798596858e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.084851863e-06 MLMG: Initial residual (resid0) = 1.084851863e-06 MLMG: Final Iter. 4 resid, resid/bnorm = 7.123571869e-11, 6.566400547e-05 MLMG: Timers: Solve = 0.001612581 Iter = 0.001129935 Bottom = 0.000119446 Time in solve 0.001959953 Max/L2 norm of divergence after solve at level 1 : 3.203256594e-07 1.775139933e-05 and volume-weighted sum 983.8824171 Time integration of scalars at level 1 from 6 to 8 with dt = 2 using RHS created at 8 Done with advance_dycore at level 1 [Level 1 step 4] Advanced 3072 cells Coarse STEP 4 ends. TIME = 8 DT = 2 Timestep time = 0.023238692 seconds. Coarse STEP 5 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.728457309 (terrain aware) 1.728457309 (terrain unaware) Anelastic dt at level 0 would be: 105.8059946 (terrain aware) 105.8059946 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2879560685 (terrain aware) 0.2879560685 (terrain unaware) Anelastic dt at level 1 would be: 82.26007951 (terrain aware) 82.26007951 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 5] ADVANCE from elapsed time = 8 to 10 with dt = 2 Making slow rhs at time 8 for fast variables advancing from 8 to 8.666666666667 Fast time integration at level 0 from 8 to 8.666666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 8 to 8.666666666667 with dt = 0.6666666666667 using RHS created at 8 Making slow rhs at time 8.666666666667 for fast variables advancing from 8 to 9 Fast time integration at level 0 from 8 to 8.5 with dt = 0.5 Fast time integration at level 0 from 8.5 to 9 with dt = 0.5 Time integration of scalars at level 0 from 8 to 9 with dt = 1 using RHS created at 8.666666666667 Making slow rhs at time 9 for fast variables advancing from 8 to 10 Fast time integration at level 0 from 8 to 8.5 with dt = 0.5 Fast time integration at level 0 from 8.5 to 9 with dt = 0.5 Fast time integration at level 0 from 9 to 9.5 with dt = 0.5 Fast time integration at level 0 from 9.5 to 10 with dt = 0.5 Time integration of scalars at level 0 from 8 to 10 with dt = 2 using RHS created at 9 Done with advance_dycore at level 0 [Level 0 step 5] Advanced 4096 cells [Level 1 step 5] ADVANCE from elapsed time = 8 to 10 with dt = 2 Making slow rhs at time 8 for fast variables advancing from 8 to 10 No-substepping time integration at level 1 to 10 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003275323374 0.001671051282 and volume-weighted sum 3433.547997 Subtracting 1.117691405e-06 from rhs in subdomain 0 Sum after subtraction 1.040834086e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000326414646 MLMG: Initial residual (resid0) = 0.000326414646 MLMG: Final Iter. 6 resid, resid/bnorm = 3.157275361e-11, 9.672590979e-08 MLMG: Timers: Solve = 0.00195743 Iter = 0.001465954 Bottom = 0.000164791 Time in solve 0.002306217 Max/L2 norm of divergence after solve at level 1 : 1.117722978e-06 6.194874564e-05 and volume-weighted sum 3433.547997 Time integration of scalars at level 1 from 8 to 10 with dt = 2 using RHS created at 8 Making slow rhs at time 10 for fast variables advancing from 8 to 10 No-substepping time integration at level 1 to 10 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.557526253e-06 6.669234259e-05 and volume-weighted sum 3433.547997 Subtracting 1.117691405e-06 from rhs in subdomain 0 Sum after subtraction -2.114194236e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.439834848e-06 MLMG: Initial residual (resid0) = 1.439834848e-06 MLMG: Final Iter. 4 resid, resid/bnorm = 9.379071197e-11, 6.513990971e-05 MLMG: Timers: Solve = 0.001283478 Iter = 0.001065673 Bottom = 0.000120431 Time in solve 0.001627324 Max/L2 norm of divergence after solve at level 1 : 1.117753728e-06 6.194874564e-05 and volume-weighted sum 3433.547997 Time integration of scalars at level 1 from 8 to 10 with dt = 2 using RHS created at 10 Done with advance_dycore at level 1 [Level 1 step 5] Advanced 3072 cells Coarse STEP 5 ends. TIME = 10 DT = 2 Timestep time = 0.022740244 seconds. Coarse STEP 6 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.725163277 (terrain aware) 1.725163277 (terrain unaware) Anelastic dt at level 0 would be: 95.15746726 (terrain aware) 95.15746726 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2878717872 (terrain aware) 0.2878717872 (terrain unaware) Anelastic dt at level 1 would be: 65.46662161 (terrain aware) 65.46662161 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 6] ADVANCE from elapsed time = 10 to 12 with dt = 2 Making slow rhs at time 10 for fast variables advancing from 10 to 10.66666666667 Fast time integration at level 0 from 10 to 10.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 10 to 10.66666666667 with dt = 0.6666666666667 using RHS created at 10 Making slow rhs at time 10.66666666667 for fast variables advancing from 10 to 11 Fast time integration at level 0 from 10 to 10.5 with dt = 0.5 Fast time integration at level 0 from 10.5 to 11 with dt = 0.5 Time integration of scalars at level 0 from 10 to 11 with dt = 1 using RHS created at 10.66666666667 Making slow rhs at time 11 for fast variables advancing from 10 to 12 Fast time integration at level 0 from 10 to 10.5 with dt = 0.5 Fast time integration at level 0 from 10.5 to 11 with dt = 0.5 Fast time integration at level 0 from 11 to 11.5 with dt = 0.5 Fast time integration at level 0 from 11.5 to 12 with dt = 0.5 Time integration of scalars at level 0 from 10 to 12 with dt = 2 using RHS created at 11 Done with advance_dycore at level 0 [Level 0 step 6] Advanced 4096 cells [Level 1 step 6] ADVANCE from elapsed time = 10 to 12 with dt = 2 Making slow rhs at time 10 for fast variables advancing from 10 to 12 No-substepping time integration at level 1 to 12 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006959280958 0.002450412959 and volume-weighted sum 7916.690305 Subtracting 2.577047625e-06 from rhs in subdomain 0 Sum after subtraction 2.688821388e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006933510481 MLMG: Initial residual (resid0) = 0.0006933510481 MLMG: Final Iter. 6 resid, resid/bnorm = 4.480125203e-11, 6.461553949e-08 MLMG: Timers: Solve = 0.001752881 Iter = 0.00152957 Bottom = 0.000162397 Time in solve 0.002086811 Max/L2 norm of divergence after solve at level 1 : 2.577092426e-06 0.0001428344775 and volume-weighted sum 7916.690305 Time integration of scalars at level 1 from 10 to 12 with dt = 2 using RHS created at 10 Making slow rhs at time 12 for fast variables advancing from 10 to 12 No-substepping time integration at level 1 to 12 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.380917748e-06 0.0001461037249 and volume-weighted sum 7916.690305 Subtracting 2.577047625e-06 from rhs in subdomain 0 Sum after subtraction -1.164162083e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.803870123e-06 MLMG: Initial residual (resid0) = 1.803870123e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 4.332543579e-12, 2.401804612e-06 MLMG: Timers: Solve = 0.001508005 Iter = 0.001290652 Bottom = 0.000146302 Time in solve 0.001852012 Max/L2 norm of divergence after solve at level 1 : 2.577051958e-06 0.0001428344775 and volume-weighted sum 7916.690305 Time integration of scalars at level 1 from 10 to 12 with dt = 2 using RHS created at 12 Done with advance_dycore at level 1 [Level 1 step 6] Advanced 3072 cells Coarse STEP 6 ends. TIME = 12 DT = 2 Timestep time = 0.023129758 seconds. Coarse STEP 7 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.721427056 (terrain aware) 1.721427056 (terrain unaware) Anelastic dt at level 0 would be: 84.04207798 (terrain aware) 84.04207798 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2877792134 (terrain aware) 0.2877792134 (terrain unaware) Anelastic dt at level 1 would be: 54.11226479 (terrain aware) 54.11226479 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 7] ADVANCE from elapsed time = 12 to 14 with dt = 2 Making slow rhs at time 12 for fast variables advancing from 12 to 12.66666666667 Fast time integration at level 0 from 12 to 12.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 12 to 12.66666666667 with dt = 0.6666666666667 using RHS created at 12 Making slow rhs at time 12.66666666667 for fast variables advancing from 12 to 13 Fast time integration at level 0 from 12 to 12.5 with dt = 0.5 Fast time integration at level 0 from 12.5 to 13 with dt = 0.5 Time integration of scalars at level 0 from 12 to 13 with dt = 1 using RHS created at 12.66666666667 Making slow rhs at time 13 for fast variables advancing from 12 to 14 Fast time integration at level 0 from 12 to 12.5 with dt = 0.5 Fast time integration at level 0 from 12.5 to 13 with dt = 0.5 Fast time integration at level 0 from 13 to 13.5 with dt = 0.5 Fast time integration at level 0 from 13.5 to 14 with dt = 0.5 Time integration of scalars at level 0 from 12 to 14 with dt = 2 using RHS created at 13 Done with advance_dycore at level 0 [Level 0 step 7] Advanced 4096 cells [Level 1 step 7] ADVANCE from elapsed time = 12 to 14 with dt = 2 Making slow rhs at time 12 for fast variables advancing from 12 to 14 No-substepping time integration at level 1 to 14 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006988143585 0.002734225153 and volume-weighted sum 14075.33047 Subtracting 4.581813304e-06 from rhs in subdomain 0 Sum after subtraction 1.431146868e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007033961718 MLMG: Initial residual (resid0) = 0.0007033961718 MLMG: Final Iter. 6 resid, resid/bnorm = 4.634110919e-11, 6.588194683e-08 MLMG: Timers: Solve = 0.0016793 Iter = 0.001468234 Bottom = 0.00016404 Time in solve 0.002021406 Max/L2 norm of divergence after solve at level 1 : 4.581859645e-06 0.0002539498699 and volume-weighted sum 14075.33047 Time integration of scalars at level 1 from 12 to 14 with dt = 2 using RHS created at 12 Making slow rhs at time 14 for fast variables advancing from 12 to 14 No-substepping time integration at level 1 to 14 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.76188302e-06 0.0002566689102 and volume-weighted sum 14075.33047 Subtracting 4.581813304e-06 from rhs in subdomain 0 Sum after subtraction -8.876905287e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.180069716e-06 MLMG: Initial residual (resid0) = 2.180069716e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 5.155889085e-12, 2.365011104e-06 MLMG: Timers: Solve = 0.001483611 Iter = 0.001252376 Bottom = 0.000146771 Time in solve 0.001830057 Max/L2 norm of divergence after solve at level 1 : 4.581818256e-06 0.0002539498699 and volume-weighted sum 14075.33047 Time integration of scalars at level 1 from 12 to 14 with dt = 2 using RHS created at 14 Done with advance_dycore at level 1 [Level 1 step 7] Advanced 3072 cells Coarse STEP 7 ends. TIME = 14 DT = 2 Timestep time = 0.022863088 seconds. Coarse STEP 8 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.718355806 (terrain aware) 1.718355806 (terrain unaware) Anelastic dt at level 0 would be: 75.41511018 (terrain aware) 75.41511018 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2876772664 (terrain aware) 0.2876772664 (terrain unaware) Anelastic dt at level 1 would be: 45.91588994 (terrain aware) 45.91588994 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 8] ADVANCE from elapsed time = 14 to 16 with dt = 2 Making slow rhs at time 14 for fast variables advancing from 14 to 14.66666666667 Fast time integration at level 0 from 14 to 14.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 14 to 14.66666666667 with dt = 0.6666666666667 using RHS created at 14 Making slow rhs at time 14.66666666667 for fast variables advancing from 14 to 15 Fast time integration at level 0 from 14 to 14.5 with dt = 0.5 Fast time integration at level 0 from 14.5 to 15 with dt = 0.5 Time integration of scalars at level 0 from 14 to 15 with dt = 1 using RHS created at 14.66666666667 Making slow rhs at time 15 for fast variables advancing from 14 to 16 Fast time integration at level 0 from 14 to 14.5 with dt = 0.5 Fast time integration at level 0 from 14.5 to 15 with dt = 0.5 Fast time integration at level 0 from 15 to 15.5 with dt = 0.5 Fast time integration at level 0 from 15.5 to 16 with dt = 0.5 Time integration of scalars at level 0 from 14 to 16 with dt = 2 using RHS created at 15 Done with advance_dycore at level 0 [Level 0 step 8] Advanced 4096 cells [Level 1 step 8] ADVANCE from elapsed time = 14 to 16 with dt = 2 Making slow rhs at time 14 for fast variables advancing from 14 to 16 No-substepping time integration at level 1 to 16 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005616497417 0.002187813622 and volume-weighted sum 20614.77113 Subtracting 6.710537476e-06 from rhs in subdomain 0 Sum after subtraction 7.29125961e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005683602792 MLMG: Initial residual (resid0) = 0.0005683602792 MLMG: Final Iter. 6 resid, resid/bnorm = 3.555597548e-11, 6.255886764e-08 MLMG: Timers: Solve = 0.001687255 Iter = 0.001460731 Bottom = 0.000164776 Time in solve 0.002025425 Max/L2 norm of divergence after solve at level 1 : 6.710573032e-06 0.0003719357393 and volume-weighted sum 20614.77113 Time integration of scalars at level 1 from 14 to 16 with dt = 2 using RHS created at 14 Making slow rhs at time 16 for fast variables advancing from 14 to 16 No-substepping time integration at level 1 to 16 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.279462796e-06 0.0003745713239 and volume-weighted sum 20614.77113 Subtracting 6.710537476e-06 from rhs in subdomain 0 Sum after subtraction 1.585645677e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.56892532e-06 MLMG: Initial residual (resid0) = 2.56892532e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 7.157481561e-12, 2.786177358e-06 MLMG: Timers: Solve = 0.001484531 Iter = 0.001251664 Bottom = 0.00014467 Time in solve 0.001820348 Max/L2 norm of divergence after solve at level 1 : 6.710542945e-06 0.0003719357393 and volume-weighted sum 20614.77113 Time integration of scalars at level 1 from 14 to 16 with dt = 2 using RHS created at 16 Done with advance_dycore at level 1 [Level 1 step 8] Advanced 3072 cells Coarse STEP 8 ends. TIME = 16 DT = 2 Timestep time = 0.022696171 seconds. Coarse STEP 9 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.71632723 (terrain aware) 1.71632723 (terrain unaware) Anelastic dt at level 0 would be: 71.27920152 (terrain aware) 71.27920152 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2875695445 (terrain aware) 0.2875695445 (terrain unaware) Anelastic dt at level 1 would be: 39.76050428 (terrain aware) 39.76050428 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 9] ADVANCE from elapsed time = 16 to 18 with dt = 2 Making slow rhs at time 16 for fast variables advancing from 16 to 16.66666666667 Fast time integration at level 0 from 16 to 16.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 16 to 16.66666666667 with dt = 0.6666666666667 using RHS created at 16 Making slow rhs at time 16.66666666667 for fast variables advancing from 16 to 17 Fast time integration at level 0 from 16 to 16.5 with dt = 0.5 Fast time integration at level 0 from 16.5 to 17 with dt = 0.5 Time integration of scalars at level 0 from 16 to 17 with dt = 1 using RHS created at 16.66666666667 Making slow rhs at time 17 for fast variables advancing from 16 to 18 Fast time integration at level 0 from 16 to 16.5 with dt = 0.5 Fast time integration at level 0 from 16.5 to 17 with dt = 0.5 Fast time integration at level 0 from 17 to 17.5 with dt = 0.5 Fast time integration at level 0 from 17.5 to 18 with dt = 0.5 Time integration of scalars at level 0 from 16 to 18 with dt = 2 using RHS created at 17 Done with advance_dycore at level 0 [Level 0 step 9] Advanced 4096 cells [Level 1 step 9] ADVANCE from elapsed time = 16 to 18 with dt = 2 Making slow rhs at time 16 for fast variables advancing from 16 to 18 No-substepping time integration at level 1 to 18 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003104032467 0.001587202374 and volume-weighted sum 25675.61569 Subtracting 8.357947817e-06 from rhs in subdomain 0 Sum after subtraction -3.035766083e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003020452988 MLMG: Initial residual (resid0) = 0.0003020452988 MLMG: Final Iter. 6 resid, resid/bnorm = 1.744645788e-11, 5.776106414e-08 MLMG: Timers: Solve = 0.001749453 Iter = 0.001522613 Bottom = 0.000173602 Time in solve 0.002098347 Max/L2 norm of divergence after solve at level 1 : 8.357965263e-06 0.0004632444885 and volume-weighted sum 25675.61569 Time integration of scalars at level 1 from 16 to 18 with dt = 2 using RHS created at 16 Making slow rhs at time 18 for fast variables advancing from 16 to 18 No-substepping time integration at level 1 to 18 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.132586052e-05 0.0004661251328 and volume-weighted sum 25675.61569 Subtracting 8.357947817e-06 from rhs in subdomain 0 Sum after subtraction -4.702726923e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.967912699e-06 MLMG: Initial residual (resid0) = 2.967912699e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 9.68772428e-12, 3.264154058e-06 MLMG: Timers: Solve = 0.001726899 Iter = 0.001504445 Bottom = 0.000140795 Time in solve 0.002084622 Max/L2 norm of divergence after solve at level 1 : 8.357953806e-06 0.0004632444885 and volume-weighted sum 25675.61569 Time integration of scalars at level 1 from 16 to 18 with dt = 2 using RHS created at 18 Done with advance_dycore at level 1 [Level 1 step 9] Advanced 3072 cells Coarse STEP 9 ends. TIME = 18 DT = 2 Timestep time = 0.023249347 seconds. Coarse STEP 10 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.715015782 (terrain aware) 1.715015782 (terrain unaware) Anelastic dt at level 0 would be: 72.86157622 (terrain aware) 72.86157622 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2874607718 (terrain aware) 0.2874607718 (terrain unaware) Anelastic dt at level 1 would be: 35.02624 (terrain aware) 35.02624 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 10] ADVANCE from elapsed time = 18 to 20 with dt = 2 Making slow rhs at time 18 for fast variables advancing from 18 to 18.66666666667 Fast time integration at level 0 from 18 to 18.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 18 to 18.66666666667 with dt = 0.6666666666667 using RHS created at 18 Making slow rhs at time 18.66666666667 for fast variables advancing from 18 to 19 Fast time integration at level 0 from 18 to 18.5 with dt = 0.5 Fast time integration at level 0 from 18.5 to 19 with dt = 0.5 Time integration of scalars at level 0 from 18 to 19 with dt = 1 using RHS created at 18.66666666667 Making slow rhs at time 19 for fast variables advancing from 18 to 20 Fast time integration at level 0 from 18 to 18.5 with dt = 0.5 Fast time integration at level 0 from 18.5 to 19 with dt = 0.5 Fast time integration at level 0 from 19 to 19.5 with dt = 0.5 Fast time integration at level 0 from 19.5 to 20 with dt = 0.5 Time integration of scalars at level 0 from 18 to 20 with dt = 2 using RHS created at 19 Done with advance_dycore at level 0 [Level 0 step 10] Advanced 4096 cells [Level 1 step 10] ADVANCE from elapsed time = 18 to 20 with dt = 2 Making slow rhs at time 18 for fast variables advancing from 18 to 20 No-substepping time integration at level 1 to 20 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003892006455 0.001762856313 and volume-weighted sum 27535.2169 Subtracting 8.96328675e-06 from rhs in subdomain 0 Sum after subtraction 1.127570259e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003981639322 MLMG: Initial residual (resid0) = 0.0003981639322 MLMG: Final Iter. 6 resid, resid/bnorm = 1.525643804e-11, 3.831697652e-08 MLMG: Timers: Solve = 0.001966587 Iter = 0.001749358 Bottom = 0.000174068 Time in solve 0.002311873 Max/L2 norm of divergence after solve at level 1 : 8.963294935e-06 0.0004967957777 and volume-weighted sum 27535.2169 Time integration of scalars at level 1 from 18 to 20 with dt = 2 using RHS created at 18 Making slow rhs at time 20 for fast variables advancing from 18 to 20 No-substepping time integration at level 1 to 20 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.23355335e-05 0.0005002949381 and volume-weighted sum 27535.2169 Subtracting 8.96328675e-06 from rhs in subdomain 0 Sum after subtraction -1.355252716e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.372246746e-06 MLMG: Initial residual (resid0) = 3.372246746e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.208782707e-11, 3.584502555e-06 MLMG: Timers: Solve = 0.001478114 Iter = 0.001260338 Bottom = 0.000152499 Time in solve 0.00181739 Max/L2 norm of divergence after solve at level 1 : 8.963293419e-06 0.0004967957777 and volume-weighted sum 27535.2169 Time integration of scalars at level 1 from 18 to 20 with dt = 2 using RHS created at 20 Done with advance_dycore at level 1 [Level 1 step 10] Advanced 3072 cells Coarse STEP 10 ends. TIME = 20 DT = 2 Timestep time = 0.02285828 seconds. Coarse STEP 11 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.713909531 (terrain aware) 1.713909531 (terrain unaware) Anelastic dt at level 0 would be: 75.37636189 (terrain aware) 75.37636189 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2873575122 (terrain aware) 0.2873575122 (terrain unaware) Anelastic dt at level 1 would be: 31.32722507 (terrain aware) 31.32722507 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 11] ADVANCE from elapsed time = 20 to 22 with dt = 2 Making slow rhs at time 20 for fast variables advancing from 20 to 20.66666666667 Fast time integration at level 0 from 20 to 20.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 20 to 20.66666666667 with dt = 0.6666666666667 using RHS created at 20 Making slow rhs at time 20.66666666667 for fast variables advancing from 20 to 21 Fast time integration at level 0 from 20 to 20.5 with dt = 0.5 Fast time integration at level 0 from 20.5 to 21 with dt = 0.5 Time integration of scalars at level 0 from 20 to 21 with dt = 1 using RHS created at 20.66666666667 Making slow rhs at time 21 for fast variables advancing from 20 to 22 Fast time integration at level 0 from 20 to 20.5 with dt = 0.5 Fast time integration at level 0 from 20.5 to 21 with dt = 0.5 Fast time integration at level 0 from 21 to 21.5 with dt = 0.5 Fast time integration at level 0 from 21.5 to 22 with dt = 0.5 Time integration of scalars at level 0 from 20 to 22 with dt = 2 using RHS created at 21 Done with advance_dycore at level 0 [Level 0 step 11] Advanced 4096 cells [Level 1 step 11] ADVANCE from elapsed time = 20 to 22 with dt = 2 Making slow rhs at time 20 for fast variables advancing from 20 to 22 No-substepping time integration at level 1 to 22 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004105854488 0.002145859146 and volume-weighted sum 25390.99474 Subtracting 8.265297767e-06 from rhs in subdomain 0 Sum after subtraction 4.33680869e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004188507466 MLMG: Initial residual (resid0) = 0.0004188507466 MLMG: Final Iter. 6 resid, resid/bnorm = 3.762141626e-11, 8.982057827e-08 MLMG: Timers: Solve = 0.001695687 Iter = 0.001480206 Bottom = 0.00017641 Time in solve 0.002035437 Max/L2 norm of divergence after solve at level 1 : 8.265316785e-06 0.0004581093015 and volume-weighted sum 25390.99474 Time integration of scalars at level 1 from 20 to 22 with dt = 2 using RHS created at 20 Making slow rhs at time 22 for fast variables advancing from 20 to 22 No-substepping time integration at level 1 to 22 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.204108167e-05 0.0004628352619 and volume-weighted sum 25390.99474 Subtracting 8.265297767e-06 from rhs in subdomain 0 Sum after subtraction 1.843143693e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.775783906e-06 MLMG: Initial residual (resid0) = 3.775783906e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.352777831e-11, 3.582773444e-06 MLMG: Timers: Solve = 0.001479765 Iter = 0.001257064 Bottom = 0.000142492 Time in solve 0.001818089 Max/L2 norm of divergence after solve at level 1 : 8.265305412e-06 0.0004581093015 and volume-weighted sum 25390.99474 Time integration of scalars at level 1 from 20 to 22 with dt = 2 using RHS created at 22 Done with advance_dycore at level 1 [Level 1 step 11] Advanced 3072 cells Coarse STEP 11 ends. TIME = 22 DT = 2 Timestep time = 0.023861938 seconds. Coarse STEP 12 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.712631838 (terrain aware) 1.712631838 (terrain unaware) Anelastic dt at level 0 would be: 72.42763603 (terrain aware) 72.42763603 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.287263038 (terrain aware) 0.287263038 (terrain unaware) Anelastic dt at level 1 would be: 28.39751365 (terrain aware) 28.39751365 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 12] ADVANCE from elapsed time = 22 to 24 with dt = 2 Making slow rhs at time 22 for fast variables advancing from 22 to 22.66666666667 Fast time integration at level 0 from 22 to 22.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 22 to 22.66666666667 with dt = 0.6666666666667 using RHS created at 22 Making slow rhs at time 22.66666666667 for fast variables advancing from 22 to 23 Fast time integration at level 0 from 22 to 22.5 with dt = 0.5 Fast time integration at level 0 from 22.5 to 23 with dt = 0.5 Time integration of scalars at level 0 from 22 to 23 with dt = 1 using RHS created at 22.66666666667 Making slow rhs at time 23 for fast variables advancing from 22 to 24 Fast time integration at level 0 from 22 to 22.5 with dt = 0.5 Fast time integration at level 0 from 22.5 to 23 with dt = 0.5 Fast time integration at level 0 from 23 to 23.5 with dt = 0.5 Fast time integration at level 0 from 23.5 to 24 with dt = 0.5 Time integration of scalars at level 0 from 22 to 24 with dt = 2 using RHS created at 23 Done with advance_dycore at level 0 [Level 0 step 12] Advanced 4096 cells [Level 1 step 12] ADVANCE from elapsed time = 22 to 24 with dt = 2 Making slow rhs at time 22 for fast variables advancing from 22 to 24 No-substepping time integration at level 1 to 24 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004923916152 0.003055206156 and volume-weighted sum 19883.9256 Subtracting 6.472632032e-06 from rhs in subdomain 0 Sum after subtraction -4.727121472e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004988642472 MLMG: Initial residual (resid0) = 0.0004988642472 MLMG: Final Iter. 6 resid, resid/bnorm = 5.00933798e-11, 1.004148525e-07 MLMG: Timers: Solve = 0.001704473 Iter = 0.001480394 Bottom = 0.000168968 Time in solve 0.002042003 Max/L2 norm of divergence after solve at level 1 : 6.472656824e-06 0.0003587496812 and volume-weighted sum 19883.9256 Time integration of scalars at level 1 from 22 to 24 with dt = 2 using RHS created at 22 Making slow rhs at time 24 for fast variables advancing from 22 to 24 No-substepping time integration at level 1 to 24 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.064502674e-05 0.0003658526499 and volume-weighted sum 19883.9256 Subtracting 6.472632032e-06 from rhs in subdomain 0 Sum after subtraction 1.469093944e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.17239471e-06 MLMG: Initial residual (resid0) = 4.17239471e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.359815721e-11, 3.259077378e-06 MLMG: Timers: Solve = 0.001468373 Iter = 0.001249531 Bottom = 0.000144755 Time in solve 0.001805464 Max/L2 norm of divergence after solve at level 1 : 6.472640954e-06 0.0003587496812 and volume-weighted sum 19883.9256 Time integration of scalars at level 1 from 22 to 24 with dt = 2 using RHS created at 24 Done with advance_dycore at level 1 [Level 1 step 12] Advanced 3072 cells Coarse STEP 12 ends. TIME = 24 DT = 2 Timestep time = 0.022737118 seconds. Coarse STEP 13 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.711172074 (terrain aware) 1.711172074 (terrain unaware) Anelastic dt at level 0 would be: 66.53778604 (terrain aware) 66.53778604 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2871775241 (terrain aware) 0.2871775241 (terrain unaware) Anelastic dt at level 1 would be: 26.03956233 (terrain aware) 26.03956233 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 13] ADVANCE from elapsed time = 24 to 26 with dt = 2 Making slow rhs at time 24 for fast variables advancing from 24 to 24.66666666667 Fast time integration at level 0 from 24 to 24.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 24 to 24.66666666667 with dt = 0.6666666666667 using RHS created at 24 Making slow rhs at time 24.66666666667 for fast variables advancing from 24 to 25 Fast time integration at level 0 from 24 to 24.5 with dt = 0.5 Fast time integration at level 0 from 24.5 to 25 with dt = 0.5 Time integration of scalars at level 0 from 24 to 25 with dt = 1 using RHS created at 24.66666666667 Making slow rhs at time 25 for fast variables advancing from 24 to 26 Fast time integration at level 0 from 24 to 24.5 with dt = 0.5 Fast time integration at level 0 from 24.5 to 25 with dt = 0.5 Fast time integration at level 0 from 25 to 25.5 with dt = 0.5 Fast time integration at level 0 from 25.5 to 26 with dt = 0.5 Time integration of scalars at level 0 from 24 to 26 with dt = 2 using RHS created at 25 Done with advance_dycore at level 0 [Level 0 step 13] Advanced 4096 cells [Level 1 step 13] ADVANCE from elapsed time = 24 to 26 with dt = 2 Making slow rhs at time 24 for fast variables advancing from 24 to 26 No-substepping time integration at level 1 to 26 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000579101747 0.003234588412 and volume-weighted sum 12939.81441 Subtracting 4.21217917e-06 from rhs in subdomain 0 Sum after subtraction -1.409462824e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005784974364 MLMG: Initial residual (resid0) = 0.0005784974364 MLMG: Final Iter. 6 resid, resid/bnorm = 4.777683039e-11, 8.258779968e-08 MLMG: Timers: Solve = 0.001698115 Iter = 0.00147755 Bottom = 0.000179917 Time in solve 0.002040625 Max/L2 norm of divergence after solve at level 1 : 4.212205633e-06 0.0002334626667 and volume-weighted sum 12939.81441 Time integration of scalars at level 1 from 24 to 26 with dt = 2 using RHS created at 24 Making slow rhs at time 26 for fast variables advancing from 24 to 26 No-substepping time integration at level 1 to 26 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.770707773e-06 0.0002458179994 and volume-weighted sum 12939.81441 Subtracting 4.21217917e-06 from rhs in subdomain 0 Sum after subtraction 2.602085214e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.558528603e-06 MLMG: Initial residual (resid0) = 4.558528603e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.263896813e-11, 2.772598186e-06 MLMG: Timers: Solve = 0.00148788 Iter = 0.001256015 Bottom = 0.000144242 Time in solve 0.001827082 Max/L2 norm of divergence after solve at level 1 : 4.212189521e-06 0.0002334626667 and volume-weighted sum 12939.81441 Time integration of scalars at level 1 from 24 to 26 with dt = 2 using RHS created at 26 Done with advance_dycore at level 1 [Level 1 step 13] Advanced 3072 cells Coarse STEP 13 ends. TIME = 26 DT = 2 Timestep time = 0.022811682 seconds. Coarse STEP 14 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.709769868 (terrain aware) 1.709769868 (terrain unaware) Anelastic dt at level 0 would be: 58.54202111 (terrain aware) 58.54202111 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2870986149 (terrain aware) 0.2870986149 (terrain unaware) Anelastic dt at level 1 would be: 24.10154996 (terrain aware) 24.10154996 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 14] ADVANCE from elapsed time = 26 to 28 with dt = 2 Making slow rhs at time 26 for fast variables advancing from 26 to 26.66666666667 Fast time integration at level 0 from 26 to 26.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 26 to 26.66666666667 with dt = 0.6666666666667 using RHS created at 26 Making slow rhs at time 26.66666666667 for fast variables advancing from 26 to 27 Fast time integration at level 0 from 26 to 26.5 with dt = 0.5 Fast time integration at level 0 from 26.5 to 27 with dt = 0.5 Time integration of scalars at level 0 from 26 to 27 with dt = 1 using RHS created at 26.66666666667 Making slow rhs at time 27 for fast variables advancing from 26 to 28 Fast time integration at level 0 from 26 to 26.5 with dt = 0.5 Fast time integration at level 0 from 26.5 to 27 with dt = 0.5 Fast time integration at level 0 from 27 to 27.5 with dt = 0.5 Fast time integration at level 0 from 27.5 to 28 with dt = 0.5 Time integration of scalars at level 0 from 26 to 28 with dt = 2 using RHS created at 27 Done with advance_dycore at level 0 [Level 0 step 14] Advanced 4096 cells [Level 1 step 14] ADVANCE from elapsed time = 26 to 28 with dt = 2 Making slow rhs at time 26 for fast variables advancing from 26 to 28 No-substepping time integration at level 1 to 28 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004464638881 0.002171950613 and volume-weighted sum 6648.046474 Subtracting 2.164077628e-06 from rhs in subdomain 0 Sum after subtraction 1.550409107e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004442998105 MLMG: Initial residual (resid0) = 0.0004442998105 MLMG: Final Iter. 6 resid, resid/bnorm = 3.365228244e-11, 7.574228403e-08 MLMG: Timers: Solve = 0.001679214 Iter = 0.001455418 Bottom = 0.000169242 Time in solve 0.002019023 Max/L2 norm of divergence after solve at level 1 : 2.164098031e-06 0.0001199453569 and volume-weighted sum 6648.046474 Time integration of scalars at level 1 from 26 to 28 with dt = 2 using RHS created at 26 Making slow rhs at time 28 for fast variables advancing from 26 to 28 No-substepping time integration at level 1 to 28 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.097868818e-06 0.0001456122387 and volume-weighted sum 6648.046474 Subtracting 2.164077628e-06 from rhs in subdomain 0 Sum after subtraction 1.417594341e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.933791189e-06 MLMG: Initial residual (resid0) = 4.933791189e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.173474175e-11, 2.378443128e-06 MLMG: Timers: Solve = 0.001792335 Iter = 0.001561339 Bottom = 0.000146487 Time in solve 0.002135815 Max/L2 norm of divergence after solve at level 1 : 2.164089363e-06 0.0001199453569 and volume-weighted sum 6648.046474 Time integration of scalars at level 1 from 26 to 28 with dt = 2 using RHS created at 28 Done with advance_dycore at level 1 [Level 1 step 14] Advanced 3072 cells Coarse STEP 14 ends. TIME = 28 DT = 2 Timestep time = 0.023288213 seconds. Coarse STEP 15 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.708666757 (terrain aware) 1.708666757 (terrain unaware) Anelastic dt at level 0 would be: 52.07337718 (terrain aware) 52.07337718 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.287023255 (terrain aware) 0.287023255 (terrain unaware) Anelastic dt at level 1 would be: 22.46882452 (terrain aware) 22.46882452 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 15] ADVANCE from elapsed time = 28 to 30 with dt = 2 Making slow rhs at time 28 for fast variables advancing from 28 to 28.66666666667 Fast time integration at level 0 from 28 to 28.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 28 to 28.66666666667 with dt = 0.6666666666667 using RHS created at 28 Making slow rhs at time 28.66666666667 for fast variables advancing from 28 to 29 Fast time integration at level 0 from 28 to 28.5 with dt = 0.5 Fast time integration at level 0 from 28.5 to 29 with dt = 0.5 Time integration of scalars at level 0 from 28 to 29 with dt = 1 using RHS created at 28.66666666667 Making slow rhs at time 29 for fast variables advancing from 28 to 30 Fast time integration at level 0 from 28 to 28.5 with dt = 0.5 Fast time integration at level 0 from 28.5 to 29 with dt = 0.5 Fast time integration at level 0 from 29 to 29.5 with dt = 0.5 Fast time integration at level 0 from 29.5 to 30 with dt = 0.5 Time integration of scalars at level 0 from 28 to 30 with dt = 2 using RHS created at 29 Done with advance_dycore at level 0 [Level 0 step 15] Advanced 4096 cells [Level 1 step 15] ADVANCE from elapsed time = 28 to 30 with dt = 2 Making slow rhs at time 28 for fast variables advancing from 28 to 30 No-substepping time integration at level 1 to 30 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004510900375 0.001381157319 and volume-weighted sum 1825.633196 Subtracting 5.942816392e-07 from rhs in subdomain 0 Sum after subtraction -2.905661822e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004504957559 MLMG: Initial residual (resid0) = 0.0004504957559 MLMG: Final Iter. 6 resid, resid/bnorm = 1.896297259e-11, 4.209356546e-08 MLMG: Timers: Solve = 0.00197728 Iter = 0.001613933 Bottom = 0.000169578 Time in solve 0.00232316 Max/L2 norm of divergence after solve at level 1 : 5.942922972e-07 3.293843178e-05 and volume-weighted sum 1825.633196 Time integration of scalars at level 1 from 28 to 30 with dt = 2 using RHS created at 28 Making slow rhs at time 30 for fast variables advancing from 28 to 30 No-substepping time integration at level 1 to 30 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.894770901e-06 9.388790271e-05 and volume-weighted sum 1825.633196 Subtracting 5.942816392e-07 from rhs in subdomain 0 Sum after subtraction 9.757819552e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.300489262e-06 MLMG: Initial residual (resid0) = 5.300489262e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.30166643e-11, 2.455747697e-06 MLMG: Timers: Solve = 0.001471851 Iter = 0.001253409 Bottom = 0.000148954 Time in solve 0.001811498 Max/L2 norm of divergence after solve at level 1 : 5.942946558e-07 3.293843178e-05 and volume-weighted sum 1825.633196 Time integration of scalars at level 1 from 28 to 30 with dt = 2 using RHS created at 30 Done with advance_dycore at level 1 [Level 1 step 15] Advanced 3072 cells Coarse STEP 15 ends. TIME = 30 DT = 2 Timestep time = 0.022886159 seconds. Coarse STEP 16 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.708033924 (terrain aware) 1.708033924 (terrain unaware) Anelastic dt at level 0 would be: 47.54744808 (terrain aware) 47.54744808 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2869496255 (terrain aware) 0.2869496255 (terrain unaware) Anelastic dt at level 1 would be: 21.06044741 (terrain aware) 21.06044741 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 16] ADVANCE from elapsed time = 30 to 32 with dt = 2 Making slow rhs at time 30 for fast variables advancing from 30 to 30.66666666667 Fast time integration at level 0 from 30 to 30.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 30 to 30.66666666667 with dt = 0.6666666666667 using RHS created at 30 Making slow rhs at time 30.66666666667 for fast variables advancing from 30 to 31 Fast time integration at level 0 from 30 to 30.5 with dt = 0.5 Fast time integration at level 0 from 30.5 to 31 with dt = 0.5 Time integration of scalars at level 0 from 30 to 31 with dt = 1 using RHS created at 30.66666666667 Making slow rhs at time 31 for fast variables advancing from 30 to 32 Fast time integration at level 0 from 30 to 30.5 with dt = 0.5 Fast time integration at level 0 from 30.5 to 31 with dt = 0.5 Fast time integration at level 0 from 31 to 31.5 with dt = 0.5 Fast time integration at level 0 from 31.5 to 32 with dt = 0.5 Time integration of scalars at level 0 from 30 to 32 with dt = 2 using RHS created at 31 Done with advance_dycore at level 0 [Level 0 step 16] Advanced 4096 cells [Level 1 step 16] ADVANCE from elapsed time = 30 to 32 with dt = 2 Making slow rhs at time 30 for fast variables advancing from 30 to 32 No-substepping time integration at level 1 to 32 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004132429827 0.001775384823 and volume-weighted sum -1557.116513 Subtracting -5.068738648e-07 from rhs in subdomain 0 Sum after subtraction -5.963111949e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004127361089 MLMG: Initial residual (resid0) = 0.0004127361089 MLMG: Final Iter. 6 resid, resid/bnorm = 1.588716008e-11, 3.849229506e-08 MLMG: Timers: Solve = 0.001688889 Iter = 0.001468709 Bottom = 0.000171438 Time in solve 0.002026748 Max/L2 norm of divergence after solve at level 1 : 5.06889752e-07 2.809380118e-05 and volume-weighted sum -1557.116513 Time integration of scalars at level 1 from 30 to 32 with dt = 2 using RHS created at 30 Making slow rhs at time 32 for fast variables advancing from 30 to 32 No-substepping time integration at level 1 to 32 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.155190797e-06 9.77133847e-05 and volume-weighted sum -1557.116513 Subtracting -5.068738648e-07 from rhs in subdomain 0 Sum after subtraction 1.065228634e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.662064662e-06 MLMG: Initial residual (resid0) = 5.662064662e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.419479563e-11, 2.506999915e-06 MLMG: Timers: Solve = 0.001484169 Iter = 0.001268118 Bottom = 0.000147894 Time in solve 0.001821489 Max/L2 norm of divergence after solve at level 1 : 5.068844208e-07 2.809380118e-05 and volume-weighted sum -1557.116513 Time integration of scalars at level 1 from 30 to 32 with dt = 2 using RHS created at 32 Done with advance_dycore at level 1 [Level 1 step 16] Advanced 3072 cells Coarse STEP 16 ends. TIME = 32 DT = 2 Timestep time = 0.022801996 seconds. Coarse STEP 17 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.707612841 (terrain aware) 1.707612841 (terrain unaware) Anelastic dt at level 0 would be: 44.03856478 (terrain aware) 44.03856478 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2868764501 (terrain aware) 0.2868764501 (terrain unaware) Anelastic dt at level 1 would be: 19.82164044 (terrain aware) 19.82164044 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 17] ADVANCE from elapsed time = 32 to 34 with dt = 2 Making slow rhs at time 32 for fast variables advancing from 32 to 32.66666666667 Fast time integration at level 0 from 32 to 32.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 32 to 32.66666666667 with dt = 0.6666666666667 using RHS created at 32 Making slow rhs at time 32.66666666667 for fast variables advancing from 32 to 33 Fast time integration at level 0 from 32 to 32.5 with dt = 0.5 Fast time integration at level 0 from 32.5 to 33 with dt = 0.5 Time integration of scalars at level 0 from 32 to 33 with dt = 1 using RHS created at 32.66666666667 Making slow rhs at time 33 for fast variables advancing from 32 to 34 Fast time integration at level 0 from 32 to 32.5 with dt = 0.5 Fast time integration at level 0 from 32.5 to 33 with dt = 0.5 Fast time integration at level 0 from 33 to 33.5 with dt = 0.5 Fast time integration at level 0 from 33.5 to 34 with dt = 0.5 Time integration of scalars at level 0 from 32 to 34 with dt = 2 using RHS created at 33 Done with advance_dycore at level 0 [Level 0 step 17] Advanced 4096 cells [Level 1 step 17] ADVANCE from elapsed time = 32 to 34 with dt = 2 Making slow rhs at time 32 for fast variables advancing from 32 to 34 No-substepping time integration at level 1 to 34 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002858180673 0.001408816029 and volume-weighted sum -3617.955285 Subtracting -1.177719819e-06 from rhs in subdomain 0 Sum after subtraction -2.092510193e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002869957871 MLMG: Initial residual (resid0) = 0.0002869957871 MLMG: Final Iter. 6 resid, resid/bnorm = 1.297685863e-11, 4.521619902e-08 MLMG: Timers: Solve = 0.001696749 Iter = 0.001478598 Bottom = 0.000173739 Time in solve 0.002035719 Max/L2 norm of divergence after solve at level 1 : 1.177729568e-06 6.527585805e-05 and volume-weighted sum -3617.955285 Time integration of scalars at level 1 from 32 to 34 with dt = 2 using RHS created at 32 Making slow rhs at time 34 for fast variables advancing from 32 to 34 No-substepping time integration at level 1 to 34 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.051990834e-06 0.0001192204602 and volume-weighted sum -3617.955285 Subtracting -1.177719819e-06 from rhs in subdomain 0 Sum after subtraction 1.130280765e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.020957815e-06 MLMG: Initial residual (resid0) = 6.020957815e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.526217172e-11, 2.534841164e-06 MLMG: Timers: Solve = 0.001468094 Iter = 0.001248834 Bottom = 0.000147039 Time in solve 0.001813757 Max/L2 norm of divergence after solve at level 1 : 1.177730585e-06 6.527585805e-05 and volume-weighted sum -3617.955285 Time integration of scalars at level 1 from 32 to 34 with dt = 2 using RHS created at 34 Done with advance_dycore at level 1 [Level 1 step 17] Advanced 3072 cells Coarse STEP 17 ends. TIME = 34 DT = 2 Timestep time = 0.023148055 seconds. Coarse STEP 18 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.706831358 (terrain aware) 1.706831358 (terrain unaware) Anelastic dt at level 0 would be: 40.76464023 (terrain aware) 40.76464023 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2868005553 (terrain aware) 0.2868005553 (terrain unaware) Anelastic dt at level 1 would be: 18.71512857 (terrain aware) 18.71512857 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 18] ADVANCE from elapsed time = 34 to 36 with dt = 2 Making slow rhs at time 34 for fast variables advancing from 34 to 34.66666666667 Fast time integration at level 0 from 34 to 34.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 34 to 34.66666666667 with dt = 0.6666666666667 using RHS created at 34 Making slow rhs at time 34.66666666667 for fast variables advancing from 34 to 35 Fast time integration at level 0 from 34 to 34.5 with dt = 0.5 Fast time integration at level 0 from 34.5 to 35 with dt = 0.5 Time integration of scalars at level 0 from 34 to 35 with dt = 1 using RHS created at 34.66666666667 Making slow rhs at time 35 for fast variables advancing from 34 to 36 Fast time integration at level 0 from 34 to 34.5 with dt = 0.5 Fast time integration at level 0 from 34.5 to 35 with dt = 0.5 Fast time integration at level 0 from 35 to 35.5 with dt = 0.5 Fast time integration at level 0 from 35.5 to 36 with dt = 0.5 Time integration of scalars at level 0 from 34 to 36 with dt = 2 using RHS created at 35 Done with advance_dycore at level 0 [Level 0 step 18] Advanced 4096 cells [Level 1 step 18] ADVANCE from elapsed time = 34 to 36 with dt = 2 Making slow rhs at time 34 for fast variables advancing from 34 to 36 No-substepping time integration at level 1 to 36 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00052631248 0.00159107747 and volume-weighted sum -4456.974086 Subtracting -1.450837919e-06 from rhs in subdomain 0 Sum after subtraction 5.52943108e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005248616421 MLMG: Initial residual (resid0) = 0.0005248616421 MLMG: Final Iter. 6 resid, resid/bnorm = 1.628937744e-11, 3.103556467e-08 MLMG: Timers: Solve = 0.001707964 Iter = 0.001477468 Bottom = 0.000170772 Time in solve 0.002044138 Max/L2 norm of divergence after solve at level 1 : 1.450848562e-06 8.041359964e-05 and volume-weighted sum -4456.974086 Time integration of scalars at level 1 from 34 to 36 with dt = 2 using RHS created at 34 Making slow rhs at time 36 for fast variables advancing from 34 to 36 No-substepping time integration at level 1 to 36 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.68100944e-06 0.0001325310056 and volume-weighted sum -4456.974086 Subtracting -1.450837919e-06 from rhs in subdomain 0 Sum after subtraction 8.185726402e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.379268811e-06 MLMG: Initial residual (resid0) = 6.379268811e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.627225917e-11, 2.55080318e-06 MLMG: Timers: Solve = 0.001468652 Iter = 0.001246352 Bottom = 0.000146646 Time in solve 0.001807011 Max/L2 norm of divergence after solve at level 1 : 1.450849087e-06 8.041359964e-05 and volume-weighted sum -4456.974086 Time integration of scalars at level 1 from 34 to 36 with dt = 2 using RHS created at 36 Done with advance_dycore at level 1 [Level 1 step 18] Advanced 3072 cells Coarse STEP 18 ends. TIME = 36 DT = 2 Timestep time = 0.022698712 seconds. Coarse STEP 19 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.70536077 (terrain aware) 1.70536077 (terrain unaware) Anelastic dt at level 0 would be: 37.31405908 (terrain aware) 37.31405908 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2867204596 (terrain aware) 0.2867204596 (terrain unaware) Anelastic dt at level 1 would be: 17.71557941 (terrain aware) 17.71557941 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 19] ADVANCE from elapsed time = 36 to 38 with dt = 2 Making slow rhs at time 36 for fast variables advancing from 36 to 36.66666666667 Fast time integration at level 0 from 36 to 36.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 36 to 36.66666666667 with dt = 0.6666666666667 using RHS created at 36 Making slow rhs at time 36.66666666667 for fast variables advancing from 36 to 37 Fast time integration at level 0 from 36 to 36.5 with dt = 0.5 Fast time integration at level 0 from 36.5 to 37 with dt = 0.5 Time integration of scalars at level 0 from 36 to 37 with dt = 1 using RHS created at 36.66666666667 Making slow rhs at time 37 for fast variables advancing from 36 to 38 Fast time integration at level 0 from 36 to 36.5 with dt = 0.5 Fast time integration at level 0 from 36.5 to 37 with dt = 0.5 Fast time integration at level 0 from 37 to 37.5 with dt = 0.5 Fast time integration at level 0 from 37.5 to 38 with dt = 0.5 Time integration of scalars at level 0 from 36 to 38 with dt = 2 using RHS created at 37 Done with advance_dycore at level 0 [Level 0 step 19] Advanced 4096 cells [Level 1 step 19] ADVANCE from elapsed time = 36 to 38 with dt = 2 Making slow rhs at time 36 for fast variables advancing from 36 to 38 No-substepping time integration at level 1 to 38 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005226625239 0.002009516978 and volume-weighted sum -4215.172971 Subtracting -1.372126618e-06 from rhs in subdomain 0 Sum after subtraction 3.95733793e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005240346505 MLMG: Initial residual (resid0) = 0.0005240346505 MLMG: Final Iter. 6 resid, resid/bnorm = 2.348441806e-11, 4.481462826e-08 MLMG: Timers: Solve = 0.001691408 Iter = 0.001480324 Bottom = 0.000169153 Time in solve 0.002045301 Max/L2 norm of divergence after solve at level 1 : 1.372138841e-06 7.605097655e-05 and volume-weighted sum -4215.172971 Time integration of scalars at level 1 from 36 to 38 with dt = 2 using RHS created at 36 Making slow rhs at time 38 for fast variables advancing from 36 to 38 No-substepping time integration at level 1 to 38 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.974976579e-06 0.0001344882344 and volume-weighted sum -4215.172971 Subtracting -1.372126618e-06 from rhs in subdomain 0 Sum after subtraction -1.000176504e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.746807275e-06 MLMG: Initial residual (resid0) = 6.746807275e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.724641071e-11, 2.556232898e-06 MLMG: Timers: Solve = 0.001745004 Iter = 0.001524526 Bottom = 0.000148852 Time in solve 0.002085635 Max/L2 norm of divergence after solve at level 1 : 1.372138321e-06 7.605097655e-05 and volume-weighted sum -4215.172971 Time integration of scalars at level 1 from 36 to 38 with dt = 2 using RHS created at 38 Done with advance_dycore at level 1 [Level 1 step 19] Advanced 3072 cells Coarse STEP 19 ends. TIME = 38 DT = 2 Timestep time = 0.023354931 seconds. Coarse STEP 20 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.703443357 (terrain aware) 1.703443357 (terrain unaware) Anelastic dt at level 0 would be: 33.65318868 (terrain aware) 33.65318868 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2866346445 (terrain aware) 0.2866346445 (terrain unaware) Anelastic dt at level 1 would be: 16.8013859 (terrain aware) 16.8013859 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 20] ADVANCE from elapsed time = 38 to 40 with dt = 2 Making slow rhs at time 38 for fast variables advancing from 38 to 38.66666666667 Fast time integration at level 0 from 38 to 38.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 38 to 38.66666666667 with dt = 0.6666666666667 using RHS created at 38 Making slow rhs at time 38.66666666667 for fast variables advancing from 38 to 39 Fast time integration at level 0 from 38 to 38.5 with dt = 0.5 Fast time integration at level 0 from 38.5 to 39 with dt = 0.5 Time integration of scalars at level 0 from 38 to 39 with dt = 1 using RHS created at 38.66666666667 Making slow rhs at time 39 for fast variables advancing from 38 to 40 Fast time integration at level 0 from 38 to 38.5 with dt = 0.5 Fast time integration at level 0 from 38.5 to 39 with dt = 0.5 Fast time integration at level 0 from 39 to 39.5 with dt = 0.5 Fast time integration at level 0 from 39.5 to 40 with dt = 0.5 Time integration of scalars at level 0 from 38 to 40 with dt = 2 using RHS created at 39 Done with advance_dycore at level 0 [Level 0 step 20] Advanced 4096 cells [Level 1 step 20] ADVANCE from elapsed time = 38 to 40 with dt = 2 Making slow rhs at time 38 for fast variables advancing from 38 to 40 No-substepping time integration at level 1 to 40 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004748556405 0.001581925354 and volume-weighted sum -3136.723326 Subtracting -1.021068791e-06 from rhs in subdomain 0 Sum after subtraction -4.011548038e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004758767093 MLMG: Initial residual (resid0) = 0.0004758767093 MLMG: Final Iter. 6 resid, resid/bnorm = 2.712966864e-11, 5.700986853e-08 MLMG: Timers: Solve = 0.00200768 Iter = 0.001791721 Bottom = 0.000176039 Time in solve 0.002350195 Max/L2 norm of divergence after solve at level 1 : 1.021082853e-06 5.659337677e-05 and volume-weighted sum -3136.723326 Time integration of scalars at level 1 from 38 to 40 with dt = 2 using RHS created at 38 Making slow rhs at time 40 for fast variables advancing from 38 to 40 No-substepping time integration at level 1 to 40 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.012655685e-06 0.0001300812238 and volume-weighted sum -3136.723326 Subtracting -1.021068791e-06 from rhs in subdomain 0 Sum after subtraction 1.393199792e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.148076186e-06 MLMG: Initial residual (resid0) = 7.148076186e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.817273781e-11, 2.542325702e-06 MLMG: Timers: Solve = 0.001475698 Iter = 0.00125081 Bottom = 0.000146209 Time in solve 0.001820287 Max/L2 norm of divergence after solve at level 1 : 1.021081248e-06 5.659337677e-05 and volume-weighted sum -3136.723326 Time integration of scalars at level 1 from 38 to 40 with dt = 2 using RHS created at 40 Done with advance_dycore at level 1 [Level 1 step 20] Advanced 3072 cells Coarse STEP 20 ends. TIME = 40 DT = 2 Timestep time = 0.02293356 seconds. Coarse STEP 21 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.701588361 (terrain aware) 1.701588361 (terrain unaware) Anelastic dt at level 0 would be: 30.5195616 (terrain aware) 30.5195616 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2865430385 (terrain aware) 0.2865430385 (terrain unaware) Anelastic dt at level 1 would be: 15.96440805 (terrain aware) 15.96440805 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 21] ADVANCE from elapsed time = 40 to 42 with dt = 2 Making slow rhs at time 40 for fast variables advancing from 40 to 40.66666666667 Fast time integration at level 0 from 40 to 40.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 40 to 40.66666666667 with dt = 0.6666666666667 using RHS created at 40 Making slow rhs at time 40.66666666667 for fast variables advancing from 40 to 41 Fast time integration at level 0 from 40 to 40.5 with dt = 0.5 Fast time integration at level 0 from 40.5 to 41 with dt = 0.5 Time integration of scalars at level 0 from 40 to 41 with dt = 1 using RHS created at 40.66666666667 Making slow rhs at time 41 for fast variables advancing from 40 to 42 Fast time integration at level 0 from 40 to 40.5 with dt = 0.5 Fast time integration at level 0 from 40.5 to 41 with dt = 0.5 Fast time integration at level 0 from 41 to 41.5 with dt = 0.5 Fast time integration at level 0 from 41.5 to 42 with dt = 0.5 Time integration of scalars at level 0 from 40 to 42 with dt = 2 using RHS created at 41 Done with advance_dycore at level 0 [Level 0 step 21] Advanced 4096 cells [Level 1 step 21] ADVANCE from elapsed time = 40 to 42 with dt = 2 Making slow rhs at time 40 for fast variables advancing from 40 to 42 No-substepping time integration at level 1 to 42 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003127858363 0.001619005009 and volume-weighted sum -1522.318036 Subtracting -4.955462358e-07 from rhs in subdomain 0 Sum after subtraction -4.851804722e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003122902901 MLMG: Initial residual (resid0) = 0.0003122902901 MLMG: Final Iter. 6 resid, resid/bnorm = 2.502859422e-11, 8.014528473e-08 MLMG: Timers: Solve = 0.001685014 Iter = 0.001470432 Bottom = 0.000165982 Time in solve 0.002025262 Max/L2 norm of divergence after solve at level 1 : 4.955596107e-07 2.746596025e-05 and volume-weighted sum -1522.318036 Time integration of scalars at level 1 from 40 to 42 with dt = 2 using RHS created at 40 Making slow rhs at time 42 for fast variables advancing from 40 to 42 No-substepping time integration at level 1 to 42 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.059338214e-06 0.0001264282633 and volume-weighted sum -1522.318036 Subtracting -4.955462358e-07 from rhs in subdomain 0 Sum after subtraction 6.342582709e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.55488445e-06 MLMG: Initial residual (resid0) = 7.55488445e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.904869694e-11, 2.521375021e-06 MLMG: Timers: Solve = 0.001482597 Iter = 0.001248264 Bottom = 0.000144591 Time in solve 0.00181992 Max/L2 norm of divergence after solve at level 1 : 4.955595164e-07 2.746596025e-05 and volume-weighted sum -1522.318036 Time integration of scalars at level 1 from 40 to 42 with dt = 2 using RHS created at 42 Done with advance_dycore at level 1 [Level 1 step 21] Advanced 3072 cells Coarse STEP 21 ends. TIME = 42 DT = 2 Timestep time = 0.024004379 seconds. Coarse STEP 22 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.699919198 (terrain aware) 1.699919198 (terrain unaware) Anelastic dt at level 0 would be: 28.55287011 (terrain aware) 28.55287011 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2864467889 (terrain aware) 0.2864467889 (terrain unaware) Anelastic dt at level 1 would be: 15.19777277 (terrain aware) 15.19777277 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 22] ADVANCE from elapsed time = 42 to 44 with dt = 2 Making slow rhs at time 42 for fast variables advancing from 42 to 42.66666666667 Fast time integration at level 0 from 42 to 42.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 42 to 42.66666666667 with dt = 0.6666666666667 using RHS created at 42 Making slow rhs at time 42.66666666667 for fast variables advancing from 42 to 43 Fast time integration at level 0 from 42 to 42.5 with dt = 0.5 Fast time integration at level 0 from 42.5 to 43 with dt = 0.5 Time integration of scalars at level 0 from 42 to 43 with dt = 1 using RHS created at 42.66666666667 Making slow rhs at time 43 for fast variables advancing from 42 to 44 Fast time integration at level 0 from 42 to 42.5 with dt = 0.5 Fast time integration at level 0 from 42.5 to 43 with dt = 0.5 Fast time integration at level 0 from 43 to 43.5 with dt = 0.5 Fast time integration at level 0 from 43.5 to 44 with dt = 0.5 Time integration of scalars at level 0 from 42 to 44 with dt = 2 using RHS created at 43 Done with advance_dycore at level 0 [Level 0 step 22] Advanced 4096 cells [Level 1 step 22] ADVANCE from elapsed time = 42 to 44 with dt = 2 Making slow rhs at time 42 for fast variables advancing from 42 to 44 No-substepping time integration at level 1 to 44 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000385026494 0.001829762818 and volume-weighted sum 384.6314716 Subtracting 1.252055572e-07 from rhs in subdomain 0 Sum after subtraction -1.103175711e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003849012884 MLMG: Initial residual (resid0) = 0.0003849012884 MLMG: Final Iter. 6 resid, resid/bnorm = 2.195046358e-11, 5.702881295e-08 MLMG: Timers: Solve = 0.001679501 Iter = 0.0014562 Bottom = 0.000162501 Time in solve 0.002027924 Max/L2 norm of divergence after solve at level 1 : 1.252275076e-07 6.939596365e-06 and volume-weighted sum 384.6314716 Time integration of scalars at level 1 from 42 to 44 with dt = 2 using RHS created at 42 Making slow rhs at time 44 for fast variables advancing from 42 to 44 No-substepping time integration at level 1 to 44 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.090355364e-06 0.0001298985645 and volume-weighted sum 384.6314716 Subtracting 1.252055572e-07 from rhs in subdomain 0 Sum after subtraction 5.963111949e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.965149806e-06 MLMG: Initial residual (resid0) = 7.965149806e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.98796639e-11, 2.495830509e-06 MLMG: Timers: Solve = 0.001457021 Iter = 0.001239728 Bottom = 0.0001451 Time in solve 0.001798075 Max/L2 norm of divergence after solve at level 1 : 1.252254368e-07 6.939596365e-06 and volume-weighted sum 384.6314716 Time integration of scalars at level 1 from 42 to 44 with dt = 2 using RHS created at 44 Done with advance_dycore at level 1 [Level 1 step 22] Advanced 3072 cells Coarse STEP 22 ends. TIME = 44 DT = 2 Timestep time = 0.022845206 seconds. Coarse STEP 23 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.698198273 (terrain aware) 1.698198273 (terrain unaware) Anelastic dt at level 0 would be: 27.59290274 (terrain aware) 27.59290274 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.286347317 (terrain aware) 0.286347317 (terrain unaware) Anelastic dt at level 1 would be: 14.4955313 (terrain aware) 14.4955313 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 23] ADVANCE from elapsed time = 44 to 46 with dt = 2 Making slow rhs at time 44 for fast variables advancing from 44 to 44.66666666667 Fast time integration at level 0 from 44 to 44.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 44 to 44.66666666667 with dt = 0.6666666666667 using RHS created at 44 Making slow rhs at time 44.66666666667 for fast variables advancing from 44 to 45 Fast time integration at level 0 from 44 to 44.5 with dt = 0.5 Fast time integration at level 0 from 44.5 to 45 with dt = 0.5 Time integration of scalars at level 0 from 44 to 45 with dt = 1 using RHS created at 44.66666666667 Making slow rhs at time 45 for fast variables advancing from 44 to 46 Fast time integration at level 0 from 44 to 44.5 with dt = 0.5 Fast time integration at level 0 from 44.5 to 45 with dt = 0.5 Fast time integration at level 0 from 45 to 45.5 with dt = 0.5 Fast time integration at level 0 from 45.5 to 46 with dt = 0.5 Time integration of scalars at level 0 from 44 to 46 with dt = 2 using RHS created at 45 Done with advance_dycore at level 0 [Level 0 step 23] Advanced 4096 cells [Level 1 step 23] ADVANCE from elapsed time = 44 to 46 with dt = 2 Making slow rhs at time 44 for fast variables advancing from 44 to 46 No-substepping time integration at level 1 to 46 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001661115665 0.000787046881 and volume-weighted sum 2410.364542 Subtracting 7.846238743e-07 from rhs in subdomain 0 Sum after subtraction 2.710505431e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001653269426 MLMG: Initial residual (resid0) = 0.0001653269426 MLMG: Final Iter. 6 resid, resid/bnorm = 1.107570856e-11, 6.699276222e-08 MLMG: Timers: Solve = 0.001673169 Iter = 0.001456876 Bottom = 0.000164016 Time in solve 0.002021899 Max/L2 norm of divergence after solve at level 1 : 7.8463495e-07 4.348826928e-05 and volume-weighted sum 2410.364542 Time integration of scalars at level 1 from 44 to 46 with dt = 2 using RHS created at 44 Making slow rhs at time 46 for fast variables advancing from 44 to 46 No-substepping time integration at level 1 to 46 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.160207649e-06 0.0001431483546 and volume-weighted sum 2410.364542 Subtracting 7.846238743e-07 from rhs in subdomain 0 Sum after subtraction 7.047314121e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.375583775e-06 MLMG: Initial residual (resid0) = 8.375583775e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 2.071773487e-11, 2.473586967e-06 MLMG: Timers: Solve = 0.001466905 Iter = 0.001245058 Bottom = 0.000146233 Time in solve 0.001808717 Max/L2 norm of divergence after solve at level 1 : 7.84644592e-07 4.348826928e-05 and volume-weighted sum 2410.364542 Time integration of scalars at level 1 from 44 to 46 with dt = 2 using RHS created at 46 Done with advance_dycore at level 1 [Level 1 step 23] Advanced 3072 cells Coarse STEP 23 ends. TIME = 46 DT = 2 Timestep time = 0.022830957 seconds. Coarse STEP 24 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.696259569 (terrain aware) 1.696259569 (terrain unaware) Anelastic dt at level 0 would be: 27.00086869 (terrain aware) 27.00086869 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.286245711 (terrain aware) 0.286245711 (terrain unaware) Anelastic dt at level 1 would be: 13.85277011 (terrain aware) 13.85277011 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 24] ADVANCE from elapsed time = 46 to 48 with dt = 2 Making slow rhs at time 46 for fast variables advancing from 46 to 46.66666666667 Fast time integration at level 0 from 46 to 46.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 46 to 46.66666666667 with dt = 0.6666666666667 using RHS created at 46 Making slow rhs at time 46.66666666667 for fast variables advancing from 46 to 47 Fast time integration at level 0 from 46 to 46.5 with dt = 0.5 Fast time integration at level 0 from 46.5 to 47 with dt = 0.5 Time integration of scalars at level 0 from 46 to 47 with dt = 1 using RHS created at 46.66666666667 Making slow rhs at time 47 for fast variables advancing from 46 to 48 Fast time integration at level 0 from 46 to 46.5 with dt = 0.5 Fast time integration at level 0 from 46.5 to 47 with dt = 0.5 Fast time integration at level 0 from 47 to 47.5 with dt = 0.5 Fast time integration at level 0 from 47.5 to 48 with dt = 0.5 Time integration of scalars at level 0 from 46 to 48 with dt = 2 using RHS created at 47 Done with advance_dycore at level 0 [Level 0 step 24] Advanced 4096 cells [Level 1 step 24] ADVANCE from elapsed time = 46 to 48 with dt = 2 Making slow rhs at time 46 for fast variables advancing from 46 to 48 No-substepping time integration at level 1 to 48 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002036696494 0.0009724822521 and volume-weighted sum 4383.361874 Subtracting 1.42687561e-06 from rhs in subdomain 0 Sum after subtraction 7.48099499e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002022427738 MLMG: Initial residual (resid0) = 0.0002022427738 MLMG: Final Iter. 5 resid, resid/bnorm = 9.193000346e-11, 4.545527225e-07 MLMG: Timers: Solve = 0.001489211 Iter = 0.001267145 Bottom = 0.000149149 Time in solve 0.001829121 Max/L2 norm of divergence after solve at level 1 : 1.42696754e-06 7.908547369e-05 and volume-weighted sum 4383.361874 Time integration of scalars at level 1 from 46 to 48 with dt = 2 using RHS created at 46 Making slow rhs at time 48 for fast variables advancing from 46 to 48 No-substepping time integration at level 1 to 48 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.020915062e-05 0.0001634896119 and volume-weighted sum 4383.361874 Subtracting 1.42687561e-06 from rhs in subdomain 0 Sum after subtraction -1.95156391e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.782275008e-06 MLMG: Initial residual (resid0) = 8.782275008e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 2.165932308e-11, 2.466254252e-06 MLMG: Timers: Solve = 0.001796293 Iter = 0.001576281 Bottom = 0.000146652 Time in solve 0.0021372 Max/L2 norm of divergence after solve at level 1 : 1.426897269e-06 7.908547369e-05 and volume-weighted sum 4383.361874 Time integration of scalars at level 1 from 46 to 48 with dt = 2 using RHS created at 48 Done with advance_dycore at level 1 [Level 1 step 24] Advanced 3072 cells Coarse STEP 24 ends. TIME = 48 DT = 2 Timestep time = 0.023219681 seconds. Coarse STEP 25 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.694078005 (terrain aware) 1.694078005 (terrain unaware) Anelastic dt at level 0 would be: 26.2713242 (terrain aware) 26.2713242 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2861428713 (terrain aware) 0.2861428713 (terrain unaware) Anelastic dt at level 1 would be: 13.26490912 (terrain aware) 13.26490912 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 25] ADVANCE from elapsed time = 48 to 50 with dt = 2 Making slow rhs at time 48 for fast variables advancing from 48 to 48.66666666667 Fast time integration at level 0 from 48 to 48.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 48 to 48.66666666667 with dt = 0.6666666666667 using RHS created at 48 Making slow rhs at time 48.66666666667 for fast variables advancing from 48 to 49 Fast time integration at level 0 from 48 to 48.5 with dt = 0.5 Fast time integration at level 0 from 48.5 to 49 with dt = 0.5 Time integration of scalars at level 0 from 48 to 49 with dt = 1 using RHS created at 48.66666666667 Making slow rhs at time 49 for fast variables advancing from 48 to 50 Fast time integration at level 0 from 48 to 48.5 with dt = 0.5 Fast time integration at level 0 from 48.5 to 49 with dt = 0.5 Fast time integration at level 0 from 49 to 49.5 with dt = 0.5 Fast time integration at level 0 from 49.5 to 50 with dt = 0.5 Time integration of scalars at level 0 from 48 to 50 with dt = 2 using RHS created at 49 Done with advance_dycore at level 0 [Level 0 step 25] Advanced 4096 cells [Level 1 step 25] ADVANCE from elapsed time = 48 to 50 with dt = 2 Making slow rhs at time 48 for fast variables advancing from 48 to 50 No-substepping time integration at level 1 to 50 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002627600295 0.001381845107 and volume-weighted sum 6110.345066 Subtracting 1.989044618e-06 from rhs in subdomain 0 Sum after subtraction -2.341876693e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002647490741 MLMG: Initial residual (resid0) = 0.0002647490741 MLMG: Final Iter. 6 resid, resid/bnorm = 1.092370075e-11, 4.126058148e-08 MLMG: Timers: Solve = 0.001907052 Iter = 0.001621555 Bottom = 0.000181614 Time in solve 0.002251548 Max/L2 norm of divergence after solve at level 1 : 1.989051018e-06 0.0001102440428 and volume-weighted sum 6110.345066 Time integration of scalars at level 1 from 48 to 50 with dt = 2 using RHS created at 48 Making slow rhs at time 50 for fast variables advancing from 48 to 50 No-substepping time integration at level 1 to 50 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.116975551e-05 0.0001858188207 and volume-weighted sum 6110.345066 Subtracting 1.989044618e-06 from rhs in subdomain 0 Sum after subtraction 2.005774019e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.18071089e-06 MLMG: Initial residual (resid0) = 9.18071089e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 2.27162589e-11, 2.474346395e-06 MLMG: Timers: Solve = 0.0014615 Iter = 0.001241806 Bottom = 0.000145187 Time in solve 0.001807212 Max/L2 norm of divergence after solve at level 1 : 1.989067334e-06 0.0001102440428 and volume-weighted sum 6110.345066 Time integration of scalars at level 1 from 48 to 50 with dt = 2 using RHS created at 50 Done with advance_dycore at level 1 [Level 1 step 25] Advanced 3072 cells Coarse STEP 25 ends. TIME = 50 DT = 2 Timestep time = 0.022904443 seconds. Coarse STEP 26 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.691883466 (terrain aware) 1.691883466 (terrain unaware) Anelastic dt at level 0 would be: 25.39508948 (terrain aware) 25.39508948 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2860398667 (terrain aware) 0.2860398667 (terrain unaware) Anelastic dt at level 1 would be: 12.72736447 (terrain aware) 12.72736447 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 26] ADVANCE from elapsed time = 50 to 52 with dt = 2 Making slow rhs at time 50 for fast variables advancing from 50 to 50.66666666667 Fast time integration at level 0 from 50 to 50.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 50 to 50.66666666667 with dt = 0.6666666666667 using RHS created at 50 Making slow rhs at time 50.66666666667 for fast variables advancing from 50 to 51 Fast time integration at level 0 from 50 to 50.5 with dt = 0.5 Fast time integration at level 0 from 50.5 to 51 with dt = 0.5 Time integration of scalars at level 0 from 50 to 51 with dt = 1 using RHS created at 50.66666666667 Making slow rhs at time 51 for fast variables advancing from 50 to 52 Fast time integration at level 0 from 50 to 50.5 with dt = 0.5 Fast time integration at level 0 from 50.5 to 51 with dt = 0.5 Fast time integration at level 0 from 51 to 51.5 with dt = 0.5 Fast time integration at level 0 from 51.5 to 52 with dt = 0.5 Time integration of scalars at level 0 from 50 to 52 with dt = 2 using RHS created at 51 Done with advance_dycore at level 0 [Level 0 step 26] Advanced 4096 cells [Level 1 step 26] ADVANCE from elapsed time = 50 to 52 with dt = 2 Making slow rhs at time 50 for fast variables advancing from 50 to 52 No-substepping time integration at level 1 to 52 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001676112373 0.0007824851979 and volume-weighted sum 7426.860077 Subtracting 2.417597681e-06 from rhs in subdomain 0 Sum after subtraction 4.878909776e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001651936397 MLMG: Initial residual (resid0) = 0.0001651936397 MLMG: Final Iter. 6 resid, resid/bnorm = 9.341708552e-12, 5.655004982e-08 MLMG: Timers: Solve = 0.001836365 Iter = 0.001617455 Bottom = 0.000181355 Time in solve 0.002192453 Max/L2 norm of divergence after solve at level 1 : 2.417603354e-06 0.0001339968645 and volume-weighted sum 7426.860077 Time integration of scalars at level 1 from 50 to 52 with dt = 2 using RHS created at 50 Making slow rhs at time 52 for fast variables advancing from 50 to 52 No-substepping time integration at level 1 to 52 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.2051221e-05 0.0002055994042 and volume-weighted sum 7426.860077 Subtracting 2.417597681e-06 from rhs in subdomain 0 Sum after subtraction 3.3935528e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.633623314e-06 MLMG: Initial residual (resid0) = 9.633623314e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 2.380853414e-11, 2.471399738e-06 MLMG: Timers: Solve = 0.00146205 Iter = 0.00124558 Bottom = 0.000144132 Time in solve 0.001798741 Max/L2 norm of divergence after solve at level 1 : 2.41762149e-06 0.0001339968645 and volume-weighted sum 7426.860077 Time integration of scalars at level 1 from 50 to 52 with dt = 2 using RHS created at 52 Done with advance_dycore at level 1 [Level 1 step 26] Advanced 3072 cells Coarse STEP 26 ends. TIME = 52 DT = 2 Timestep time = 0.023131989 seconds. Coarse STEP 27 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.690023782 (terrain aware) 1.690023782 (terrain unaware) Anelastic dt at level 0 would be: 24.59306325 (terrain aware) 24.59306325 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2859378758 (terrain aware) 0.2859378758 (terrain unaware) Anelastic dt at level 1 would be: 12.23548032 (terrain aware) 12.23548032 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 27] ADVANCE from elapsed time = 52 to 54 with dt = 2 Making slow rhs at time 52 for fast variables advancing from 52 to 52.66666666667 Fast time integration at level 0 from 52 to 52.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 52 to 52.66666666667 with dt = 0.6666666666667 using RHS created at 52 Making slow rhs at time 52.66666666667 for fast variables advancing from 52 to 53 Fast time integration at level 0 from 52 to 52.5 with dt = 0.5 Fast time integration at level 0 from 52.5 to 53 with dt = 0.5 Time integration of scalars at level 0 from 52 to 53 with dt = 1 using RHS created at 52.66666666667 Making slow rhs at time 53 for fast variables advancing from 52 to 54 Fast time integration at level 0 from 52 to 52.5 with dt = 0.5 Fast time integration at level 0 from 52.5 to 53 with dt = 0.5 Fast time integration at level 0 from 53 to 53.5 with dt = 0.5 Fast time integration at level 0 from 53.5 to 54 with dt = 0.5 Time integration of scalars at level 0 from 52 to 54 with dt = 2 using RHS created at 53 Done with advance_dycore at level 0 [Level 0 step 27] Advanced 4096 cells [Level 1 step 27] ADVANCE from elapsed time = 52 to 54 with dt = 2 Making slow rhs at time 52 for fast variables advancing from 52 to 54 No-substepping time integration at level 1 to 54 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003294507477 0.001011930374 and volume-weighted sum 8247.502492 Subtracting 2.684733884e-06 from rhs in subdomain 0 Sum after subtraction -1.626303259e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003321354816 MLMG: Initial residual (resid0) = 0.0003321354816 MLMG: Final Iter. 6 resid, resid/bnorm = 1.162341063e-11, 3.499599191e-08 MLMG: Timers: Solve = 0.001715994 Iter = 0.001564857 Bottom = 0.000167691 Time in solve 0.002132929 Max/L2 norm of divergence after solve at level 1 : 2.68474111e-06 0.0001488030557 and volume-weighted sum 8247.502492 Time integration of scalars at level 1 from 52 to 54 with dt = 2 using RHS created at 52 Making slow rhs at time 54 for fast variables advancing from 52 to 54 No-substepping time integration at level 1 to 54 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.277722363e-05 0.0002205860372 and volume-weighted sum 8247.502492 Subtracting 2.684733884e-06 from rhs in subdomain 0 Sum after subtraction 6.505213035e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.009248974e-05 MLMG: Initial residual (resid0) = 1.009248974e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.490132445e-11, 2.467312337e-06 MLMG: Timers: Solve = 0.001487123 Iter = 0.001259496 Bottom = 0.000144436 Time in solve 0.001825798 Max/L2 norm of divergence after solve at level 1 : 2.684758785e-06 0.0001488030557 and volume-weighted sum 8247.502492 Time integration of scalars at level 1 from 52 to 54 with dt = 2 using RHS created at 54 Done with advance_dycore at level 1 [Level 1 step 27] Advanced 3072 cells Coarse STEP 27 ends. TIME = 54 DT = 2 Timestep time = 0.023049449 seconds. Coarse STEP 28 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.688532236 (terrain aware) 1.688532236 (terrain unaware) Anelastic dt at level 0 would be: 23.96718823 (terrain aware) 23.96718823 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2858377236 (terrain aware) 0.2858377236 (terrain unaware) Anelastic dt at level 1 would be: 11.78465439 (terrain aware) 11.78465439 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 28] ADVANCE from elapsed time = 54 to 56 with dt = 2 Making slow rhs at time 54 for fast variables advancing from 54 to 54.66666666667 Fast time integration at level 0 from 54 to 54.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 54 to 54.66666666667 with dt = 0.6666666666667 using RHS created at 54 Making slow rhs at time 54.66666666667 for fast variables advancing from 54 to 55 Fast time integration at level 0 from 54 to 54.5 with dt = 0.5 Fast time integration at level 0 from 54.5 to 55 with dt = 0.5 Time integration of scalars at level 0 from 54 to 55 with dt = 1 using RHS created at 54.66666666667 Making slow rhs at time 55 for fast variables advancing from 54 to 56 Fast time integration at level 0 from 54 to 54.5 with dt = 0.5 Fast time integration at level 0 from 54.5 to 55 with dt = 0.5 Fast time integration at level 0 from 55 to 55.5 with dt = 0.5 Fast time integration at level 0 from 55.5 to 56 with dt = 0.5 Time integration of scalars at level 0 from 54 to 56 with dt = 2 using RHS created at 55 Done with advance_dycore at level 0 [Level 0 step 28] Advanced 4096 cells [Level 1 step 28] ADVANCE from elapsed time = 54 to 56 with dt = 2 Making slow rhs at time 54 for fast variables advancing from 54 to 56 No-substepping time integration at level 1 to 56 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003310675987 0.001273698017 and volume-weighted sum 8596.88161 Subtracting 2.798464066e-06 from rhs in subdomain 0 Sum after subtraction -1.864827737e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003338660628 MLMG: Initial residual (resid0) = 0.0003338660628 MLMG: Final Iter. 6 resid, resid/bnorm = 1.165149709e-11, 3.489871653e-08 MLMG: Timers: Solve = 0.001709424 Iter = 0.001490921 Bottom = 0.000166834 Time in solve 0.002049868 Max/L2 norm of divergence after solve at level 1 : 2.79847138e-06 0.0001551066222 and volume-weighted sum 8596.88161 Time integration of scalars at level 1 from 54 to 56 with dt = 2 using RHS created at 54 Making slow rhs at time 56 for fast variables advancing from 54 to 56 No-substepping time integration at level 1 to 56 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.333824229e-05 0.0002298363702 and volume-weighted sum 8596.88161 Subtracting 2.798464066e-06 from rhs in subdomain 0 Sum after subtraction 2.168404345e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.053977823e-05 MLMG: Initial residual (resid0) = 1.053977823e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.603004776e-11, 2.469695964e-06 MLMG: Timers: Solve = 0.00148797 Iter = 0.001256474 Bottom = 0.000145488 Time in solve 0.001831604 Max/L2 norm of divergence after solve at level 1 : 2.798490096e-06 0.0001551066222 and volume-weighted sum 8596.88161 Time integration of scalars at level 1 from 54 to 56 with dt = 2 using RHS created at 56 Done with advance_dycore at level 1 [Level 1 step 28] Advanced 3072 cells Coarse STEP 28 ends. TIME = 56 DT = 2 Timestep time = 0.022828856 seconds. Coarse STEP 29 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.687137443 (terrain aware) 1.687137443 (terrain unaware) Anelastic dt at level 0 would be: 23.5596733 (terrain aware) 23.5596733 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.285739461 (terrain aware) 0.285739461 (terrain unaware) Anelastic dt at level 1 would be: 11.3705054 (terrain aware) 11.3705054 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 29] ADVANCE from elapsed time = 56 to 58 with dt = 2 Making slow rhs at time 56 for fast variables advancing from 56 to 56.66666666667 Fast time integration at level 0 from 56 to 56.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 56 to 56.66666666667 with dt = 0.6666666666667 using RHS created at 56 Making slow rhs at time 56.66666666667 for fast variables advancing from 56 to 57 Fast time integration at level 0 from 56 to 56.5 with dt = 0.5 Fast time integration at level 0 from 56.5 to 57 with dt = 0.5 Time integration of scalars at level 0 from 56 to 57 with dt = 1 using RHS created at 56.66666666667 Making slow rhs at time 57 for fast variables advancing from 56 to 58 Fast time integration at level 0 from 56 to 56.5 with dt = 0.5 Fast time integration at level 0 from 56.5 to 57 with dt = 0.5 Fast time integration at level 0 from 57 to 57.5 with dt = 0.5 Fast time integration at level 0 from 57.5 to 58 with dt = 0.5 Time integration of scalars at level 0 from 56 to 58 with dt = 2 using RHS created at 57 Done with advance_dycore at level 0 [Level 0 step 29] Advanced 4096 cells [Level 1 step 29] ADVANCE from elapsed time = 56 to 58 with dt = 2 Making slow rhs at time 56 for fast variables advancing from 56 to 58 No-substepping time integration at level 1 to 58 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002802534625 0.0008973736874 and volume-weighted sum 8580.907688 Subtracting 2.793264221e-06 from rhs in subdomain 0 Sum after subtraction 1.539567085e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002774601982 MLMG: Initial residual (resid0) = 0.0002774601982 MLMG: Final Iter. 6 resid, resid/bnorm = 1.051623614e-11, 3.790178268e-08 MLMG: Timers: Solve = 0.001692867 Iter = 0.001467936 Bottom = 0.000167436 Time in solve 0.002030955 Max/L2 norm of divergence after solve at level 1 : 2.793270737e-06 0.0001548184176 and volume-weighted sum 8580.907688 Time integration of scalars at level 1 from 56 to 58 with dt = 2 using RHS created at 56 Making slow rhs at time 58 for fast variables advancing from 56 to 58 No-substepping time integration at level 1 to 58 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.376452937e-05 0.0002342659258 and volume-weighted sum 8580.907688 Subtracting 2.793264221e-06 from rhs in subdomain 0 Sum after subtraction 6.125742275e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.097126514e-05 MLMG: Initial residual (resid0) = 1.097126514e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.718619305e-11, 2.477945131e-06 MLMG: Timers: Solve = 0.001784572 Iter = 0.001561383 Bottom = 0.000145902 Time in solve 0.002135195 Max/L2 norm of divergence after solve at level 1 : 2.793291408e-06 0.0001548184176 and volume-weighted sum 8580.907688 Time integration of scalars at level 1 from 56 to 58 with dt = 2 using RHS created at 58 Done with advance_dycore at level 1 [Level 1 step 29] Advanced 3072 cells Coarse STEP 29 ends. TIME = 58 DT = 2 Timestep time = 0.023206987 seconds. Coarse STEP 30 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.685615792 (terrain aware) 1.685615792 (terrain unaware) Anelastic dt at level 0 would be: 23.32189574 (terrain aware) 23.32189574 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2856424336 (terrain aware) 0.2856424336 (terrain unaware) Anelastic dt at level 1 would be: 10.98899037 (terrain aware) 10.98899037 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 30] ADVANCE from elapsed time = 58 to 60 with dt = 2 Making slow rhs at time 58 for fast variables advancing from 58 to 58.66666666667 Fast time integration at level 0 from 58 to 58.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 58 to 58.66666666667 with dt = 0.6666666666667 using RHS created at 58 Making slow rhs at time 58.66666666667 for fast variables advancing from 58 to 59 Fast time integration at level 0 from 58 to 58.5 with dt = 0.5 Fast time integration at level 0 from 58.5 to 59 with dt = 0.5 Time integration of scalars at level 0 from 58 to 59 with dt = 1 using RHS created at 58.66666666667 Making slow rhs at time 59 for fast variables advancing from 58 to 60 Fast time integration at level 0 from 58 to 58.5 with dt = 0.5 Fast time integration at level 0 from 58.5 to 59 with dt = 0.5 Fast time integration at level 0 from 59 to 59.5 with dt = 0.5 Fast time integration at level 0 from 59.5 to 60 with dt = 0.5 Time integration of scalars at level 0 from 58 to 60 with dt = 2 using RHS created at 59 Done with advance_dycore at level 0 [Level 0 step 30] Advanced 4096 cells [Level 1 step 30] ADVANCE from elapsed time = 58 to 60 with dt = 2 Making slow rhs at time 58 for fast variables advancing from 58 to 60 No-substepping time integration at level 1 to 60 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000184110615 0.0008552763543 and volume-weighted sum 8319.86148 Subtracting 2.708288242e-06 from rhs in subdomain 0 Sum after subtraction -1.32272665e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001868189033 MLMG: Initial residual (resid0) = 0.0001868189033 MLMG: Final Iter. 6 resid, resid/bnorm = 1.109487239e-11, 5.938838199e-08 MLMG: Timers: Solve = 0.002177463 Iter = 0.001674468 Bottom = 0.000170875 Time in solve 0.002518308 Max/L2 norm of divergence after solve at level 1 : 2.708294847e-06 0.0001501085708 and volume-weighted sum 8319.86148 Time integration of scalars at level 1 from 58 to 60 with dt = 2 using RHS created at 58 Making slow rhs at time 60 for fast variables advancing from 58 to 60 No-substepping time integration at level 1 to 60 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.409079163e-05 0.0002363476541 and volume-weighted sum 8319.86148 Subtracting 2.708288242e-06 from rhs in subdomain 0 Sum after subtraction -1.219727444e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.138250339e-05 MLMG: Initial residual (resid0) = 1.138250339e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.830262271e-11, 2.486502462e-06 MLMG: Timers: Solve = 0.001489248 Iter = 0.001260736 Bottom = 0.000147224 Time in solve 0.001829455 Max/L2 norm of divergence after solve at level 1 : 2.708316545e-06 0.0001501085708 and volume-weighted sum 8319.86148 Time integration of scalars at level 1 from 58 to 60 with dt = 2 using RHS created at 60 Done with advance_dycore at level 1 [Level 1 step 30] Advanced 3072 cells Coarse STEP 30 ends. TIME = 60 DT = 2 Timestep time = 0.023312121 seconds. Coarse STEP 31 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.683979333 (terrain aware) 1.683979333 (terrain unaware) Anelastic dt at level 0 would be: 22.98162617 (terrain aware) 22.98162617 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2855457784 (terrain aware) 0.2855457784 (terrain unaware) Anelastic dt at level 1 would be: 10.63575392 (terrain aware) 10.63575392 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 31] ADVANCE from elapsed time = 60 to 62 with dt = 2 Making slow rhs at time 60 for fast variables advancing from 60 to 60.66666666667 Fast time integration at level 0 from 60 to 60.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 60 to 60.66666666667 with dt = 0.6666666666667 using RHS created at 60 Making slow rhs at time 60.66666666667 for fast variables advancing from 60 to 61 Fast time integration at level 0 from 60 to 60.5 with dt = 0.5 Fast time integration at level 0 from 60.5 to 61 with dt = 0.5 Time integration of scalars at level 0 from 60 to 61 with dt = 1 using RHS created at 60.66666666667 Making slow rhs at time 61 for fast variables advancing from 60 to 62 Fast time integration at level 0 from 60 to 60.5 with dt = 0.5 Fast time integration at level 0 from 60.5 to 61 with dt = 0.5 Fast time integration at level 0 from 61 to 61.5 with dt = 0.5 Fast time integration at level 0 from 61.5 to 62 with dt = 0.5 Time integration of scalars at level 0 from 60 to 62 with dt = 2 using RHS created at 61 Done with advance_dycore at level 0 [Level 0 step 31] Advanced 4096 cells [Level 1 step 31] ADVANCE from elapsed time = 60 to 62 with dt = 2 Making slow rhs at time 60 for fast variables advancing from 60 to 62 No-substepping time integration at level 1 to 62 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002373943627 0.001140728926 and volume-weighted sum 7891.90887 Subtracting 2.568980752e-06 from rhs in subdomain 0 Sum after subtraction -2.965292942e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002399633434 MLMG: Initial residual (resid0) = 0.0002399633434 MLMG: Final Iter. 6 resid, resid/bnorm = 1.291003117e-11, 5.380001373e-08 MLMG: Timers: Solve = 0.001649313 Iter = 0.001470094 Bottom = 0.000170461 Time in solve 0.002038021 Max/L2 norm of divergence after solve at level 1 : 2.56898721e-06 0.000142387366 and volume-weighted sum 7891.90887 Time integration of scalars at level 1 from 60 to 62 with dt = 2 using RHS created at 60 Making slow rhs at time 62 for fast variables advancing from 60 to 62 No-substepping time integration at level 1 to 62 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.444721798e-05 0.0002367245172 and volume-weighted sum 7891.90887 Subtracting 2.568980752e-06 from rhs in subdomain 0 Sum after subtraction -7.914675859e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.187823723e-05 MLMG: Initial residual (resid0) = 1.187823723e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.929611288e-11, 2.466368731e-06 MLMG: Timers: Solve = 0.001476813 Iter = 0.001254175 Bottom = 0.000147211 Time in solve 0.001821083 Max/L2 norm of divergence after solve at level 1 : 2.569010048e-06 0.000142387366 and volume-weighted sum 7891.90887 Time integration of scalars at level 1 from 60 to 62 with dt = 2 using RHS created at 62 Done with advance_dycore at level 1 [Level 1 step 31] Advanced 3072 cells Coarse STEP 31 ends. TIME = 62 DT = 2 Timestep time = 0.024041113 seconds. Coarse STEP 32 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.682336617 (terrain aware) 1.682336617 (terrain unaware) Anelastic dt at level 0 would be: 22.3952101 (terrain aware) 22.3952101 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2854489037 (terrain aware) 0.2854489037 (terrain unaware) Anelastic dt at level 1 would be: 10.30337606 (terrain aware) 10.30337606 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 32] ADVANCE from elapsed time = 62 to 64 with dt = 2 Making slow rhs at time 62 for fast variables advancing from 62 to 62.66666666667 Fast time integration at level 0 from 62 to 62.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 62 to 62.66666666667 with dt = 0.6666666666667 using RHS created at 62 Making slow rhs at time 62.66666666667 for fast variables advancing from 62 to 63 Fast time integration at level 0 from 62 to 62.5 with dt = 0.5 Fast time integration at level 0 from 62.5 to 63 with dt = 0.5 Time integration of scalars at level 0 from 62 to 63 with dt = 1 using RHS created at 62.66666666667 Making slow rhs at time 63 for fast variables advancing from 62 to 64 Fast time integration at level 0 from 62 to 62.5 with dt = 0.5 Fast time integration at level 0 from 62.5 to 63 with dt = 0.5 Fast time integration at level 0 from 63 to 63.5 with dt = 0.5 Fast time integration at level 0 from 63.5 to 64 with dt = 0.5 Time integration of scalars at level 0 from 62 to 64 with dt = 2 using RHS created at 63 Done with advance_dycore at level 0 [Level 0 step 32] Advanced 4096 cells [Level 1 step 32] ADVANCE from elapsed time = 62 to 64 with dt = 2 Making slow rhs at time 62 for fast variables advancing from 62 to 64 No-substepping time integration at level 1 to 64 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000168361217 0.0007849829861 and volume-weighted sum 7339.165728 Subtracting 2.389051344e-06 from rhs in subdomain 0 Sum after subtraction 3.241764496e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001707502684 MLMG: Initial residual (resid0) = 0.0001707502684 MLMG: Final Iter. 6 resid, resid/bnorm = 9.153109504e-12, 5.360524227e-08 MLMG: Timers: Solve = 0.0017108 Iter = 0.001497468 Bottom = 0.000174608 Time in solve 0.00205273 Max/L2 norm of divergence after solve at level 1 : 2.38905558e-06 0.0001324146659 and volume-weighted sum 7339.165728 Time integration of scalars at level 1 from 62 to 64 with dt = 2 using RHS created at 62 Making slow rhs at time 64 for fast variables advancing from 62 to 64 No-substepping time integration at level 1 to 64 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.476136783e-05 0.0002361992899 and volume-weighted sum 7339.165728 Subtracting 2.389051344e-06 from rhs in subdomain 0 Sum after subtraction 2.434033877e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.237231648e-05 MLMG: Initial residual (resid0) = 1.237231648e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.01797686e-11, 2.439298141e-06 MLMG: Timers: Solve = 0.001482155 Iter = 0.001262687 Bottom = 0.000146429 Time in solve 0.00182213 Max/L2 norm of divergence after solve at level 1 : 2.389081523e-06 0.0001324146659 and volume-weighted sum 7339.165728 Time integration of scalars at level 1 from 62 to 64 with dt = 2 using RHS created at 64 Done with advance_dycore at level 1 [Level 1 step 32] Advanced 3072 cells Coarse STEP 32 ends. TIME = 64 DT = 2 Timestep time = 0.023118124 seconds. Coarse STEP 33 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.68073291 (terrain aware) 1.68073291 (terrain unaware) Anelastic dt at level 0 would be: 21.66090283 (terrain aware) 21.66090283 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2853516126 (terrain aware) 0.2853516126 (terrain unaware) Anelastic dt at level 1 would be: 9.993925002 (terrain aware) 9.993925002 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 33] ADVANCE from elapsed time = 64 to 66 with dt = 2 Making slow rhs at time 64 for fast variables advancing from 64 to 64.66666666667 Fast time integration at level 0 from 64 to 64.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 64 to 64.66666666667 with dt = 0.6666666666667 using RHS created at 64 Making slow rhs at time 64.66666666667 for fast variables advancing from 64 to 65 Fast time integration at level 0 from 64 to 64.5 with dt = 0.5 Fast time integration at level 0 from 64.5 to 65 with dt = 0.5 Time integration of scalars at level 0 from 64 to 65 with dt = 1 using RHS created at 64.66666666667 Making slow rhs at time 65 for fast variables advancing from 64 to 66 Fast time integration at level 0 from 64 to 64.5 with dt = 0.5 Fast time integration at level 0 from 64.5 to 65 with dt = 0.5 Fast time integration at level 0 from 65 to 65.5 with dt = 0.5 Fast time integration at level 0 from 65.5 to 66 with dt = 0.5 Time integration of scalars at level 0 from 64 to 66 with dt = 2 using RHS created at 65 Done with advance_dycore at level 0 [Level 0 step 33] Advanced 4096 cells [Level 1 step 33] ADVANCE from elapsed time = 64 to 66 with dt = 2 Making slow rhs at time 64 for fast variables advancing from 64 to 66 No-substepping time integration at level 1 to 66 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000101288894 0.0004032521163 and volume-weighted sum 6699.728318 Subtracting 2.180901145e-06 from rhs in subdomain 0 Sum after subtraction -1.046255096e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.910799289e-05 MLMG: Initial residual (resid0) = 9.910799289e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.744776585e-11, 5.796481613e-07 MLMG: Timers: Solve = 0.001458346 Iter = 0.001233766 Bottom = 0.000136723 Time in solve 0.001795171 Max/L2 norm of divergence after solve at level 1 : 2.180947405e-06 0.0001208778109 and volume-weighted sum 6699.728318 Time integration of scalars at level 1 from 64 to 66 with dt = 2 using RHS created at 64 Making slow rhs at time 66 for fast variables advancing from 64 to 66 No-substepping time integration at level 1 to 66 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.502491083e-05 0.0002358950931 and volume-weighted sum 6699.728318 Subtracting 2.180901145e-06 from rhs in subdomain 0 Sum after subtraction -1.463672933e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.284400969e-05 MLMG: Initial residual (resid0) = 1.284400969e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.100910906e-11, 2.414285711e-06 MLMG: Timers: Solve = 0.00146591 Iter = 0.001241387 Bottom = 0.000146627 Time in solve 0.001805675 Max/L2 norm of divergence after solve at level 1 : 2.180932154e-06 0.0001208778109 and volume-weighted sum 6699.728318 Time integration of scalars at level 1 from 64 to 66 with dt = 2 using RHS created at 66 Done with advance_dycore at level 1 [Level 1 step 33] Advanced 3072 cells Coarse STEP 33 ends. TIME = 66 DT = 2 Timestep time = 0.02279797 seconds. Coarse STEP 34 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.679205531 (terrain aware) 1.679205531 (terrain unaware) Anelastic dt at level 0 would be: 20.86076536 (terrain aware) 20.86076536 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2852539214 (terrain aware) 0.2852539214 (terrain unaware) Anelastic dt at level 1 would be: 9.704898726 (terrain aware) 9.704898726 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 34] ADVANCE from elapsed time = 66 to 68 with dt = 2 Making slow rhs at time 66 for fast variables advancing from 66 to 66.66666666667 Fast time integration at level 0 from 66 to 66.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 66 to 66.66666666667 with dt = 0.6666666666667 using RHS created at 66 Making slow rhs at time 66.66666666667 for fast variables advancing from 66 to 67 Fast time integration at level 0 from 66 to 66.5 with dt = 0.5 Fast time integration at level 0 from 66.5 to 67 with dt = 0.5 Time integration of scalars at level 0 from 66 to 67 with dt = 1 using RHS created at 66.66666666667 Making slow rhs at time 67 for fast variables advancing from 66 to 68 Fast time integration at level 0 from 66 to 66.5 with dt = 0.5 Fast time integration at level 0 from 66.5 to 67 with dt = 0.5 Fast time integration at level 0 from 67 to 67.5 with dt = 0.5 Fast time integration at level 0 from 67.5 to 68 with dt = 0.5 Time integration of scalars at level 0 from 66 to 68 with dt = 2 using RHS created at 67 Done with advance_dycore at level 0 [Level 0 step 34] Advanced 4096 cells [Level 1 step 34] ADVANCE from elapsed time = 66 to 68 with dt = 2 Making slow rhs at time 66 for fast variables advancing from 66 to 68 No-substepping time integration at level 1 to 68 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001624788116 0.0008367001428 and volume-weighted sum 6037.368545 Subtracting 1.96528924e-06 from rhs in subdomain 0 Sum after subtraction -3.182133376e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001605135224 MLMG: Initial residual (resid0) = 0.0001605135224 MLMG: Final Iter. 5 resid, resid/bnorm = 9.214430255e-11, 5.740594387e-07 MLMG: Timers: Solve = 0.001489444 Iter = 0.001263522 Bottom = 0.000144638 Time in solve 0.001832246 Max/L2 norm of divergence after solve at level 1 : 1.965381384e-06 0.0001089273861 and volume-weighted sum 6037.368545 Time integration of scalars at level 1 from 66 to 68 with dt = 2 using RHS created at 66 Making slow rhs at time 68 for fast variables advancing from 66 to 68 No-substepping time integration at level 1 to 68 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.525332424e-05 0.0002358343063 and volume-weighted sum 6037.368545 Subtracting 1.96528924e-06 from rhs in subdomain 0 Sum after subtraction -1.452830911e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.3288035e-05 MLMG: Initial residual (resid0) = 1.3288035e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.183604339e-11, 2.395842831e-06 MLMG: Timers: Solve = 0.001547172 Iter = 0.001248855 Bottom = 0.000145058 Time in solve 0.001915962 Max/L2 norm of divergence after solve at level 1 : 1.965321076e-06 0.0001089273861 and volume-weighted sum 6037.368545 Time integration of scalars at level 1 from 66 to 68 with dt = 2 using RHS created at 68 Done with advance_dycore at level 1 [Level 1 step 34] Advanced 3072 cells Coarse STEP 34 ends. TIME = 68 DT = 2 Timestep time = 0.022981785 seconds. Coarse STEP 35 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.677802942 (terrain aware) 1.677802942 (terrain unaware) Anelastic dt at level 0 would be: 20.09481984 (terrain aware) 20.09481984 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.285155774 (terrain aware) 0.285155774 (terrain unaware) Anelastic dt at level 1 would be: 9.434174177 (terrain aware) 9.434174177 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 35] ADVANCE from elapsed time = 68 to 70 with dt = 2 Making slow rhs at time 68 for fast variables advancing from 68 to 68.66666666667 Fast time integration at level 0 from 68 to 68.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 68 to 68.66666666667 with dt = 0.6666666666667 using RHS created at 68 Making slow rhs at time 68.66666666667 for fast variables advancing from 68 to 69 Fast time integration at level 0 from 68 to 68.5 with dt = 0.5 Fast time integration at level 0 from 68.5 to 69 with dt = 0.5 Time integration of scalars at level 0 from 68 to 69 with dt = 1 using RHS created at 68.66666666667 Making slow rhs at time 69 for fast variables advancing from 68 to 70 Fast time integration at level 0 from 68 to 68.5 with dt = 0.5 Fast time integration at level 0 from 68.5 to 69 with dt = 0.5 Fast time integration at level 0 from 69 to 69.5 with dt = 0.5 Fast time integration at level 0 from 69.5 to 70 with dt = 0.5 Time integration of scalars at level 0 from 68 to 70 with dt = 2 using RHS created at 69 Done with advance_dycore at level 0 [Level 0 step 35] Advanced 4096 cells [Level 1 step 35] ADVANCE from elapsed time = 68 to 70 with dt = 2 Making slow rhs at time 68 for fast variables advancing from 68 to 70 No-substepping time integration at level 1 to 70 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001312351495 0.0006794878838 and volume-weighted sum 5450.753727 Subtracting 1.774333896e-06 from rhs in subdomain 0 Sum after subtraction -3.258027528e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001305340281 MLMG: Initial residual (resid0) = 0.0001305340281 MLMG: Final Iter. 5 resid, resid/bnorm = 9.458895118e-11, 7.246306008e-07 MLMG: Timers: Solve = 0.001471074 Iter = 0.001248032 Bottom = 0.000143634 Time in solve 0.001822581 Max/L2 norm of divergence after solve at level 1 : 1.774428485e-06 9.834356662e-05 and volume-weighted sum 5450.753727 Time integration of scalars at level 1 from 68 to 70 with dt = 2 using RHS created at 68 Making slow rhs at time 70 for fast variables advancing from 68 to 70 No-substepping time integration at level 1 to 70 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.55630048e-05 0.0002372535847 and volume-weighted sum 5450.753727 Subtracting 1.774333896e-06 from rhs in subdomain 0 Sum after subtraction -2.455717921e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.37886709e-05 MLMG: Initial residual (resid0) = 1.37886709e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.272393438e-11, 2.373247908e-06 MLMG: Timers: Solve = 0.001485431 Iter = 0.001261531 Bottom = 0.00014951 Time in solve 0.001823787 Max/L2 norm of divergence after solve at level 1 : 1.77436662e-06 9.834356662e-05 and volume-weighted sum 5450.753727 Time integration of scalars at level 1 from 68 to 70 with dt = 2 using RHS created at 70 Done with advance_dycore at level 1 [Level 1 step 35] Advanced 3072 cells Coarse STEP 35 ends. TIME = 70 DT = 2 Timestep time = 0.022649592 seconds. Coarse STEP 36 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.676484665 (terrain aware) 1.676484665 (terrain unaware) Anelastic dt at level 0 would be: 19.42042996 (terrain aware) 19.42042996 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2850568103 (terrain aware) 0.2850568103 (terrain unaware) Anelastic dt at level 1 would be: 9.179922315 (terrain aware) 9.179922315 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 36] ADVANCE from elapsed time = 70 to 72 with dt = 2 Making slow rhs at time 70 for fast variables advancing from 70 to 70.66666666667 Fast time integration at level 0 from 70 to 70.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 70 to 70.66666666667 with dt = 0.6666666666667 using RHS created at 70 Making slow rhs at time 70.66666666667 for fast variables advancing from 70 to 71 Fast time integration at level 0 from 70 to 70.5 with dt = 0.5 Fast time integration at level 0 from 70.5 to 71 with dt = 0.5 Time integration of scalars at level 0 from 70 to 71 with dt = 1 using RHS created at 70.66666666667 Making slow rhs at time 71 for fast variables advancing from 70 to 72 Fast time integration at level 0 from 70 to 70.5 with dt = 0.5 Fast time integration at level 0 from 70.5 to 71 with dt = 0.5 Fast time integration at level 0 from 71 to 71.5 with dt = 0.5 Fast time integration at level 0 from 71.5 to 72 with dt = 0.5 Time integration of scalars at level 0 from 70 to 72 with dt = 2 using RHS created at 71 Done with advance_dycore at level 0 [Level 0 step 36] Advanced 4096 cells [Level 1 step 36] ADVANCE from elapsed time = 70 to 72 with dt = 2 Making slow rhs at time 70 for fast variables advancing from 70 to 72 No-substepping time integration at level 1 to 72 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001286718205 0.000516577694 and volume-weighted sum 5058.171122 Subtracting 1.646540079e-06 from rhs in subdomain 0 Sum after subtraction 5.204170428e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001303183606 MLMG: Initial residual (resid0) = 0.0001303183606 MLMG: Final Iter. 5 resid, resid/bnorm = 7.317326981e-11, 5.614962425e-07 MLMG: Timers: Solve = 0.001475003 Iter = 0.00125546 Bottom = 0.000145901 Time in solve 0.001828194 Max/L2 norm of divergence after solve at level 1 : 1.64659607e-06 9.126051435e-05 and volume-weighted sum 5058.171122 Time integration of scalars at level 1 from 70 to 72 with dt = 2 using RHS created at 70 Making slow rhs at time 72 for fast variables advancing from 70 to 72 No-substepping time integration at level 1 to 72 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.598807091e-05 0.0002411548195 and volume-weighted sum 5058.171122 Subtracting 1.646540079e-06 from rhs in subdomain 0 Sum after subtraction -1.962405932e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.434153083e-05 MLMG: Initial residual (resid0) = 1.434153083e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.362221187e-11, 2.34439491e-06 MLMG: Timers: Solve = 0.00146936 Iter = 0.001254068 Bottom = 0.000146109 Time in solve 0.001822743 Max/L2 norm of divergence after solve at level 1 : 1.646573701e-06 9.126051435e-05 and volume-weighted sum 5058.171122 Time integration of scalars at level 1 from 70 to 72 with dt = 2 using RHS created at 72 Done with advance_dycore at level 1 [Level 1 step 36] Advanced 3072 cells Coarse STEP 36 ends. TIME = 72 DT = 2 Timestep time = 0.023136939 seconds. Coarse STEP 37 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.675086379 (terrain aware) 1.675086379 (terrain unaware) Anelastic dt at level 0 would be: 18.8129383 (terrain aware) 18.8129383 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2849563178 (terrain aware) 0.2849563178 (terrain unaware) Anelastic dt at level 1 would be: 8.940527411 (terrain aware) 8.940527411 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 37] ADVANCE from elapsed time = 72 to 74 with dt = 2 Making slow rhs at time 72 for fast variables advancing from 72 to 72.66666666667 Fast time integration at level 0 from 72 to 72.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 72 to 72.66666666667 with dt = 0.6666666666667 using RHS created at 72 Making slow rhs at time 72.66666666667 for fast variables advancing from 72 to 73 Fast time integration at level 0 from 72 to 72.5 with dt = 0.5 Fast time integration at level 0 from 72.5 to 73 with dt = 0.5 Time integration of scalars at level 0 from 72 to 73 with dt = 1 using RHS created at 72.66666666667 Making slow rhs at time 73 for fast variables advancing from 72 to 74 Fast time integration at level 0 from 72 to 72.5 with dt = 0.5 Fast time integration at level 0 from 72.5 to 73 with dt = 0.5 Fast time integration at level 0 from 73 to 73.5 with dt = 0.5 Fast time integration at level 0 from 73.5 to 74 with dt = 0.5 Time integration of scalars at level 0 from 72 to 74 with dt = 2 using RHS created at 73 Done with advance_dycore at level 0 [Level 0 step 37] Advanced 4096 cells [Level 1 step 37] ADVANCE from elapsed time = 72 to 74 with dt = 2 Making slow rhs at time 72 for fast variables advancing from 72 to 74 No-substepping time integration at level 1 to 74 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002018325333 0.0006765606778 and volume-weighted sum 4949.511533 Subtracting 1.611169119e-06 from rhs in subdomain 0 Sum after subtraction 3.995285006e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002034437024 MLMG: Initial residual (resid0) = 0.0002034437024 MLMG: Final Iter. 5 resid, resid/bnorm = 8.616516226e-11, 4.235331999e-07 MLMG: Timers: Solve = 0.001460846 Iter = 0.001245311 Bottom = 0.000144542 Time in solve 0.001814348 Max/L2 norm of divergence after solve at level 1 : 1.611236159e-06 8.930005675e-05 and volume-weighted sum 4949.511533 Time integration of scalars at level 1 from 72 to 74 with dt = 2 using RHS created at 72 Making slow rhs at time 74 for fast variables advancing from 72 to 74 No-substepping time integration at level 1 to 74 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.647552011e-05 0.0002467455244 and volume-weighted sum 4949.511533 Subtracting 1.611169119e-06 from rhs in subdomain 0 Sum after subtraction 1.208885422e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.486435099e-05 MLMG: Initial residual (resid0) = 1.486435099e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.447063061e-11, 2.319013499e-06 MLMG: Timers: Solve = 0.001470866 Iter = 0.00125114 Bottom = 0.000145503 Time in solve 0.001812636 Max/L2 norm of divergence after solve at level 1 : 1.61120359e-06 8.930005675e-05 and volume-weighted sum 4949.511533 Time integration of scalars at level 1 from 72 to 74 with dt = 2 using RHS created at 74 Done with advance_dycore at level 1 [Level 1 step 37] Advanced 3072 cells Coarse STEP 37 ends. TIME = 74 DT = 2 Timestep time = 0.022592368 seconds. Coarse STEP 38 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.6734344 (terrain aware) 1.6734344 (terrain unaware) Anelastic dt at level 0 would be: 18.19560849 (terrain aware) 18.19560849 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2848534515 (terrain aware) 0.2848534515 (terrain unaware) Anelastic dt at level 1 would be: 8.714574505 (terrain aware) 8.714574505 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 38] ADVANCE from elapsed time = 74 to 76 with dt = 2 Making slow rhs at time 74 for fast variables advancing from 74 to 74.66666666667 Fast time integration at level 0 from 74 to 74.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 74 to 74.66666666667 with dt = 0.6666666666667 using RHS created at 74 Making slow rhs at time 74.66666666667 for fast variables advancing from 74 to 75 Fast time integration at level 0 from 74 to 74.5 with dt = 0.5 Fast time integration at level 0 from 74.5 to 75 with dt = 0.5 Time integration of scalars at level 0 from 74 to 75 with dt = 1 using RHS created at 74.66666666667 Making slow rhs at time 75 for fast variables advancing from 74 to 76 Fast time integration at level 0 from 74 to 74.5 with dt = 0.5 Fast time integration at level 0 from 74.5 to 75 with dt = 0.5 Fast time integration at level 0 from 75 to 75.5 with dt = 0.5 Fast time integration at level 0 from 75.5 to 76 with dt = 0.5 Time integration of scalars at level 0 from 74 to 76 with dt = 2 using RHS created at 75 Done with advance_dycore at level 0 [Level 0 step 38] Advanced 4096 cells [Level 1 step 38] ADVANCE from elapsed time = 74 to 76 with dt = 2 Making slow rhs at time 74 for fast variables advancing from 74 to 76 No-substepping time integration at level 1 to 76 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002159735885 0.000724006203 and volume-weighted sum 5144.411984 Subtracting 1.674613276e-06 from rhs in subdomain 0 Sum after subtraction -2.710505431e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002142989752 MLMG: Initial residual (resid0) = 0.0002142989752 MLMG: Final Iter. 6 resid, resid/bnorm = 7.935594104e-12, 3.703048087e-08 MLMG: Timers: Solve = 0.00167557 Iter = 0.001459046 Bottom = 0.000166047 Time in solve 0.002020829 Max/L2 norm of divergence after solve at level 1 : 1.674621211e-06 9.281648886e-05 and volume-weighted sum 5144.411984 Time integration of scalars at level 1 from 74 to 76 with dt = 2 using RHS created at 74 Making slow rhs at time 76 for fast variables advancing from 74 to 76 No-substepping time integration at level 1 to 76 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.702453003e-05 0.0002544113212 and volume-weighted sum 5144.411984 Subtracting 1.674613276e-06 from rhs in subdomain 0 Sum after subtraction -1.57209315e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.534991675e-05 MLMG: Initial residual (resid0) = 1.534991675e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.52959149e-11, 2.299420608e-06 MLMG: Timers: Solve = 0.001480194 Iter = 0.001261829 Bottom = 0.000145977 Time in solve 0.001825823 Max/L2 norm of divergence after solve at level 1 : 1.674648572e-06 9.281648886e-05 and volume-weighted sum 5144.411984 Time integration of scalars at level 1 from 74 to 76 with dt = 2 using RHS created at 76 Done with advance_dycore at level 1 [Level 1 step 38] Advanced 3072 cells Coarse STEP 38 ends. TIME = 76 DT = 2 Timestep time = 0.022802483 seconds. Coarse STEP 39 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.671530562 (terrain aware) 1.671530562 (terrain unaware) Anelastic dt at level 0 would be: 17.52293479 (terrain aware) 17.52293479 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2847476082 (terrain aware) 0.2847476082 (terrain unaware) Anelastic dt at level 1 would be: 8.500893182 (terrain aware) 8.500893182 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 39] ADVANCE from elapsed time = 76 to 78 with dt = 2 Making slow rhs at time 76 for fast variables advancing from 76 to 76.66666666667 Fast time integration at level 0 from 76 to 76.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 76 to 76.66666666667 with dt = 0.6666666666667 using RHS created at 76 Making slow rhs at time 76.66666666667 for fast variables advancing from 76 to 77 Fast time integration at level 0 from 76 to 76.5 with dt = 0.5 Fast time integration at level 0 from 76.5 to 77 with dt = 0.5 Time integration of scalars at level 0 from 76 to 77 with dt = 1 using RHS created at 76.66666666667 Making slow rhs at time 77 for fast variables advancing from 76 to 78 Fast time integration at level 0 from 76 to 76.5 with dt = 0.5 Fast time integration at level 0 from 76.5 to 77 with dt = 0.5 Fast time integration at level 0 from 77 to 77.5 with dt = 0.5 Fast time integration at level 0 from 77.5 to 78 with dt = 0.5 Time integration of scalars at level 0 from 76 to 78 with dt = 2 using RHS created at 77 Done with advance_dycore at level 0 [Level 0 step 39] Advanced 4096 cells [Level 1 step 39] ADVANCE from elapsed time = 76 to 78 with dt = 2 Making slow rhs at time 76 for fast variables advancing from 76 to 78 No-substepping time integration at level 1 to 78 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001848667166 0.0006445694113 and volume-weighted sum 5593.875937 Subtracting 1.820923157e-06 from rhs in subdomain 0 Sum after subtraction 3.930232875e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001830457935 MLMG: Initial residual (resid0) = 0.0001830457935 MLMG: Final Iter. 6 resid, resid/bnorm = 9.552337224e-12, 5.218550529e-08 MLMG: Timers: Solve = 0.001707953 Iter = 0.001485228 Bottom = 0.000170469 Time in solve 0.002044132 Max/L2 norm of divergence after solve at level 1 : 1.820932709e-06 0.0001009258056 and volume-weighted sum 5593.875937 Time integration of scalars at level 1 from 76 to 78 with dt = 2 using RHS created at 76 Making slow rhs at time 78 for fast variables advancing from 76 to 78 No-substepping time integration at level 1 to 78 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.77429202e-05 0.0002642608897 and volume-weighted sum 5593.875937 Subtracting 1.820923157e-06 from rhs in subdomain 0 Sum after subtraction 2.780978572e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.592199704e-05 MLMG: Initial residual (resid0) = 1.592199704e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.612669392e-11, 2.268980068e-06 MLMG: Timers: Solve = 0.001783493 Iter = 0.001564573 Bottom = 0.000146305 Time in solve 0.002125347 Max/L2 norm of divergence after solve at level 1 : 1.820959283e-06 0.0001009258056 and volume-weighted sum 5593.875937 Time integration of scalars at level 1 from 76 to 78 with dt = 2 using RHS created at 78 Done with advance_dycore at level 1 [Level 1 step 39] Advanced 3072 cells Coarse STEP 39 ends. TIME = 78 DT = 2 Timestep time = 0.023346014 seconds. Coarse STEP 40 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.669544985 (terrain aware) 1.669544985 (terrain unaware) Anelastic dt at level 0 would be: 16.83045406 (terrain aware) 16.83045406 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2846386809 (terrain aware) 0.2846386809 (terrain unaware) Anelastic dt at level 1 would be: 8.293757285 (terrain aware) 8.293757285 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 40] ADVANCE from elapsed time = 78 to 80 with dt = 2 Making slow rhs at time 78 for fast variables advancing from 78 to 78.66666666667 Fast time integration at level 0 from 78 to 78.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 78 to 78.66666666667 with dt = 0.6666666666667 using RHS created at 78 Making slow rhs at time 78.66666666667 for fast variables advancing from 78 to 79 Fast time integration at level 0 from 78 to 78.5 with dt = 0.5 Fast time integration at level 0 from 78.5 to 79 with dt = 0.5 Time integration of scalars at level 0 from 78 to 79 with dt = 1 using RHS created at 78.66666666667 Making slow rhs at time 79 for fast variables advancing from 78 to 80 Fast time integration at level 0 from 78 to 78.5 with dt = 0.5 Fast time integration at level 0 from 78.5 to 79 with dt = 0.5 Fast time integration at level 0 from 79 to 79.5 with dt = 0.5 Fast time integration at level 0 from 79.5 to 80 with dt = 0.5 Time integration of scalars at level 0 from 78 to 80 with dt = 2 using RHS created at 79 Done with advance_dycore at level 0 [Level 0 step 40] Advanced 4096 cells [Level 1 step 40] ADVANCE from elapsed time = 78 to 80 with dt = 2 Making slow rhs at time 78 for fast variables advancing from 78 to 80 No-substepping time integration at level 1 to 80 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001160040532 0.0006531478309 and volume-weighted sum 6226.346669 Subtracting 2.026805556e-06 from rhs in subdomain 0 Sum after subtraction 6.993104013e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001180308588 MLMG: Initial residual (resid0) = 0.0001180308588 MLMG: Final Iter. 6 resid, resid/bnorm = 9.032741273e-12, 7.652864147e-08 MLMG: Timers: Solve = 0.00204259 Iter = 0.001473779 Bottom = 0.000169537 Time in solve 0.002383216 Max/L2 norm of divergence after solve at level 1 : 2.026814589e-06 0.0001123369664 and volume-weighted sum 6226.346669 Time integration of scalars at level 1 from 78 to 80 with dt = 2 using RHS created at 78 Making slow rhs at time 80 for fast variables advancing from 78 to 80 No-substepping time integration at level 1 to 80 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.857361699e-05 0.0002755760439 and volume-weighted sum 6226.346669 Subtracting 2.026805556e-06 from rhs in subdomain 0 Sum after subtraction 2.981555974e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.654681144e-05 MLMG: Initial residual (resid0) = 1.654681144e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.694115684e-11, 2.232524193e-06 MLMG: Timers: Solve = 0.001468276 Iter = 0.001253044 Bottom = 0.000151461 Time in solve 0.001809972 Max/L2 norm of divergence after solve at level 1 : 2.026842498e-06 0.0001123369664 and volume-weighted sum 6226.346669 Time integration of scalars at level 1 from 78 to 80 with dt = 2 using RHS created at 80 Done with advance_dycore at level 1 [Level 1 step 40] Advanced 3072 cells Coarse STEP 40 ends. TIME = 80 DT = 2 Timestep time = 0.023165603 seconds. Coarse STEP 41 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.667616274 (terrain aware) 1.667616274 (terrain unaware) Anelastic dt at level 0 would be: 16.2223527 (terrain aware) 16.2223527 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2845264624 (terrain aware) 0.2845264624 (terrain unaware) Anelastic dt at level 1 would be: 8.097082669 (terrain aware) 8.097082669 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 41] ADVANCE from elapsed time = 80 to 82 with dt = 2 Making slow rhs at time 80 for fast variables advancing from 80 to 80.66666666667 Fast time integration at level 0 from 80 to 80.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 80 to 80.66666666667 with dt = 0.6666666666667 using RHS created at 80 Making slow rhs at time 80.66666666667 for fast variables advancing from 80 to 81 Fast time integration at level 0 from 80 to 80.5 with dt = 0.5 Fast time integration at level 0 from 80.5 to 81 with dt = 0.5 Time integration of scalars at level 0 from 80 to 81 with dt = 1 using RHS created at 80.66666666667 Making slow rhs at time 81 for fast variables advancing from 80 to 82 Fast time integration at level 0 from 80 to 80.5 with dt = 0.5 Fast time integration at level 0 from 80.5 to 81 with dt = 0.5 Fast time integration at level 0 from 81 to 81.5 with dt = 0.5 Fast time integration at level 0 from 81.5 to 82 with dt = 0.5 Time integration of scalars at level 0 from 80 to 82 with dt = 2 using RHS created at 81 Done with advance_dycore at level 0 [Level 0 step 41] Advanced 4096 cells [Level 1 step 41] ADVANCE from elapsed time = 80 to 82 with dt = 2 Making slow rhs at time 80 for fast variables advancing from 80 to 82 No-substepping time integration at level 1 to 82 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001436906057 0.0007057738308 and volume-weighted sum 6985.117574 Subtracting 2.273801294e-06 from rhs in subdomain 0 Sum after subtraction 1.626303259e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001414168044 MLMG: Initial residual (resid0) = 0.0001414168044 MLMG: Final Iter. 6 resid, resid/bnorm = 7.027130573e-12, 4.969091618e-08 MLMG: Timers: Solve = 0.001706373 Iter = 0.0014898 Bottom = 0.000166862 Time in solve 0.002048499 Max/L2 norm of divergence after solve at level 1 : 2.273808321e-06 0.0001260268597 and volume-weighted sum 6985.117574 Time integration of scalars at level 1 from 80 to 82 with dt = 2 using RHS created at 80 Making slow rhs at time 82 for fast variables advancing from 80 to 82 No-substepping time integration at level 1 to 82 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 1.940034962e-05 0.0002881757409 and volume-weighted sum 6985.117574 Subtracting 2.273801294e-06 from rhs in subdomain 0 Sum after subtraction 1.63172427e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.726946071e-05 MLMG: Initial residual (resid0) = 1.726946071e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.767695124e-11, 2.181709775e-06 MLMG: Timers: Solve = 0.001513251 Iter = 0.00129284 Bottom = 0.000147601 Time in solve 0.00185501 Max/L2 norm of divergence after solve at level 1 : 2.273838971e-06 0.0001260268597 and volume-weighted sum 6985.117574 Time integration of scalars at level 1 from 80 to 82 with dt = 2 using RHS created at 82 Done with advance_dycore at level 1 [Level 1 step 41] Advanced 3072 cells Coarse STEP 41 ends. TIME = 82 DT = 2 Timestep time = 0.02410584 seconds. Coarse STEP 42 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.665374168 (terrain aware) 1.665374168 (terrain unaware) Anelastic dt at level 0 would be: 15.79752421 (terrain aware) 15.79752421 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2844118172 (terrain aware) 0.2844118172 (terrain unaware) Anelastic dt at level 1 would be: 7.910907988 (terrain aware) 7.910907988 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 42] ADVANCE from elapsed time = 82 to 84 with dt = 2 Making slow rhs at time 82 for fast variables advancing from 82 to 82.66666666667 Fast time integration at level 0 from 82 to 82.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 82 to 82.66666666667 with dt = 0.6666666666667 using RHS created at 82 Making slow rhs at time 82.66666666667 for fast variables advancing from 82 to 83 Fast time integration at level 0 from 82 to 82.5 with dt = 0.5 Fast time integration at level 0 from 82.5 to 83 with dt = 0.5 Time integration of scalars at level 0 from 82 to 83 with dt = 1 using RHS created at 82.66666666667 Making slow rhs at time 83 for fast variables advancing from 82 to 84 Fast time integration at level 0 from 82 to 82.5 with dt = 0.5 Fast time integration at level 0 from 82.5 to 83 with dt = 0.5 Fast time integration at level 0 from 83 to 83.5 with dt = 0.5 Fast time integration at level 0 from 83.5 to 84 with dt = 0.5 Time integration of scalars at level 0 from 82 to 84 with dt = 2 using RHS created at 83 Done with advance_dycore at level 0 [Level 0 step 42] Advanced 4096 cells [Level 1 step 42] ADVANCE from elapsed time = 82 to 84 with dt = 2 Making slow rhs at time 82 for fast variables advancing from 82 to 84 No-substepping time integration at level 1 to 84 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.9358374e-05 0.0004381884579 and volume-weighted sum 7828.32877 Subtracting 2.548284105e-06 from rhs in subdomain 0 Sum after subtraction 1.4474099e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.68100899e-05 MLMG: Initial residual (resid0) = 7.68100899e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.047345046e-11, 9.175025125e-07 MLMG: Timers: Solve = 0.00149085 Iter = 0.001274896 Bottom = 0.000144391 Time in solve 0.001832221 Max/L2 norm of divergence after solve at level 1 : 2.548342046e-06 0.0001412402413 and volume-weighted sum 7828.32877 Time integration of scalars at level 1 from 82 to 84 with dt = 2 using RHS created at 82 Making slow rhs at time 84 for fast variables advancing from 82 to 84 No-substepping time integration at level 1 to 84 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.019887893e-05 0.0003020078553 and volume-weighted sum 7828.32877 Subtracting 2.548284105e-06 from rhs in subdomain 0 Sum after subtraction 2.564138138e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.80731178e-05 MLMG: Initial residual (resid0) = 1.80731178e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.834223005e-11, 2.121506122e-06 MLMG: Timers: Solve = 0.001509665 Iter = 0.00129294 Bottom = 0.000162188 Time in solve 0.00184868 Max/L2 norm of divergence after solve at level 1 : 2.548322447e-06 0.0001412402413 and volume-weighted sum 7828.32877 Time integration of scalars at level 1 from 82 to 84 with dt = 2 using RHS created at 84 Done with advance_dycore at level 1 [Level 1 step 42] Advanced 3072 cells Coarse STEP 42 ends. TIME = 84 DT = 2 Timestep time = 0.022586349 seconds. Coarse STEP 43 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.662452213 (terrain aware) 1.662452213 (terrain unaware) Anelastic dt at level 0 would be: 15.54400574 (terrain aware) 15.54400574 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2842952266 (terrain aware) 0.2842952266 (terrain unaware) Anelastic dt at level 1 would be: 7.73487403 (terrain aware) 7.73487403 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 43] ADVANCE from elapsed time = 84 to 86 with dt = 2 Making slow rhs at time 84 for fast variables advancing from 84 to 84.66666666667 Fast time integration at level 0 from 84 to 84.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 84 to 84.66666666667 with dt = 0.6666666666667 using RHS created at 84 Making slow rhs at time 84.66666666667 for fast variables advancing from 84 to 85 Fast time integration at level 0 from 84 to 84.5 with dt = 0.5 Fast time integration at level 0 from 84.5 to 85 with dt = 0.5 Time integration of scalars at level 0 from 84 to 85 with dt = 1 using RHS created at 84.66666666667 Making slow rhs at time 85 for fast variables advancing from 84 to 86 Fast time integration at level 0 from 84 to 84.5 with dt = 0.5 Fast time integration at level 0 from 84.5 to 85 with dt = 0.5 Fast time integration at level 0 from 85 to 85.5 with dt = 0.5 Fast time integration at level 0 from 85.5 to 86 with dt = 0.5 Time integration of scalars at level 0 from 84 to 86 with dt = 2 using RHS created at 85 Done with advance_dycore at level 0 [Level 0 step 43] Advanced 4096 cells [Level 1 step 43] ADVANCE from elapsed time = 84 to 86 with dt = 2 Making slow rhs at time 84 for fast variables advancing from 84 to 86 No-substepping time integration at level 1 to 86 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.138195763e-05 0.0004428555143 and volume-weighted sum 8702.07808 Subtracting 2.832707708e-06 from rhs in subdomain 0 Sum after subtraction 2.553296116e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.854924992e-05 MLMG: Initial residual (resid0) = 5.854924992e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.700524606e-11, 8.028325918e-07 MLMG: Timers: Solve = 0.001466869 Iter = 0.001250173 Bottom = 0.000144609 Time in solve 0.001806908 Max/L2 norm of divergence after solve at level 1 : 2.832754714e-06 0.0001570045976 and volume-weighted sum 8702.07808 Time integration of scalars at level 1 from 84 to 86 with dt = 2 using RHS created at 84 Making slow rhs at time 86 for fast variables advancing from 84 to 86 No-substepping time integration at level 1 to 86 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.121619611e-05 0.0003166202668 and volume-weighted sum 8702.07808 Subtracting 2.832707708e-06 from rhs in subdomain 0 Sum after subtraction 2.406928823e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.888406142e-05 MLMG: Initial residual (resid0) = 1.888406142e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.93720708e-11, 2.0849366e-06 MLMG: Timers: Solve = 0.001469062 Iter = 0.001254413 Bottom = 0.00014859 Time in solve 0.001806094 Max/L2 norm of divergence after solve at level 1 : 2.83274708e-06 0.0001570045976 and volume-weighted sum 8702.07808 Time integration of scalars at level 1 from 84 to 86 with dt = 2 using RHS created at 86 Done with advance_dycore at level 1 [Level 1 step 43] Advanced 3072 cells Coarse STEP 43 ends. TIME = 86 DT = 2 Timestep time = 0.022457372 seconds. Coarse STEP 44 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.659555762 (terrain aware) 1.659555762 (terrain unaware) Anelastic dt at level 0 would be: 15.34679524 (terrain aware) 15.34679524 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2841769319 (terrain aware) 0.2841769319 (terrain unaware) Anelastic dt at level 1 would be: 7.568642126 (terrain aware) 7.568642126 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 44] ADVANCE from elapsed time = 86 to 88 with dt = 2 Making slow rhs at time 86 for fast variables advancing from 86 to 86.66666666667 Fast time integration at level 0 from 86 to 86.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 86 to 86.66666666667 with dt = 0.6666666666667 using RHS created at 86 Making slow rhs at time 86.66666666667 for fast variables advancing from 86 to 87 Fast time integration at level 0 from 86 to 86.5 with dt = 0.5 Fast time integration at level 0 from 86.5 to 87 with dt = 0.5 Time integration of scalars at level 0 from 86 to 87 with dt = 1 using RHS created at 86.66666666667 Making slow rhs at time 87 for fast variables advancing from 86 to 88 Fast time integration at level 0 from 86 to 86.5 with dt = 0.5 Fast time integration at level 0 from 86.5 to 87 with dt = 0.5 Fast time integration at level 0 from 87 to 87.5 with dt = 0.5 Fast time integration at level 0 from 87.5 to 88 with dt = 0.5 Time integration of scalars at level 0 from 86 to 88 with dt = 2 using RHS created at 87 Done with advance_dycore at level 0 [Level 0 step 44] Advanced 4096 cells [Level 1 step 44] ADVANCE from elapsed time = 86 to 88 with dt = 2 Making slow rhs at time 86 for fast variables advancing from 86 to 88 No-substepping time integration at level 1 to 88 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001104880391 0.0006200473457 and volume-weighted sum 9530.733352 Subtracting 3.102452263e-06 from rhs in subdomain 0 Sum after subtraction 4.727121472e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001135904913 MLMG: Initial residual (resid0) = 0.0001135904913 MLMG: Final Iter. 5 resid, resid/bnorm = 9.1668435e-11, 8.07007998e-07 MLMG: Timers: Solve = 0.001478811 Iter = 0.001261466 Bottom = 0.000147349 Time in solve 0.001823625 Max/L2 norm of divergence after solve at level 1 : 3.102543931e-06 0.0001719553583 and volume-weighted sum 9530.733352 Time integration of scalars at level 1 from 86 to 88 with dt = 2 using RHS created at 86 Making slow rhs at time 88 for fast variables advancing from 86 to 88 No-substepping time integration at level 1 to 88 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.217643621e-05 0.0003311034752 and volume-weighted sum 9530.733352 Subtracting 3.102452263e-06 from rhs in subdomain 0 Sum after subtraction 3.1441863e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.969641849e-05 MLMG: Initial residual (resid0) = 1.969641849e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.069286143e-11, 2.066003089e-06 MLMG: Timers: Solve = 0.001768785 Iter = 0.001554844 Bottom = 0.000148169 Time in solve 0.002107959 Max/L2 norm of divergence after solve at level 1 : 3.102492956e-06 0.0001719553583 and volume-weighted sum 9530.733352 Time integration of scalars at level 1 from 86 to 88 with dt = 2 using RHS created at 88 Done with advance_dycore at level 1 [Level 1 step 44] Advanced 3072 cells Coarse STEP 44 ends. TIME = 88 DT = 2 Timestep time = 0.023158659 seconds. Coarse STEP 45 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.656713684 (terrain aware) 1.656713684 (terrain unaware) Anelastic dt at level 0 would be: 15.11738286 (terrain aware) 15.11738286 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2840571706 (terrain aware) 0.2840571706 (terrain unaware) Anelastic dt at level 1 would be: 7.411855074 (terrain aware) 7.411855074 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 45] ADVANCE from elapsed time = 88 to 90 with dt = 2 Making slow rhs at time 88 for fast variables advancing from 88 to 88.66666666667 Fast time integration at level 0 from 88 to 88.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 88 to 88.66666666667 with dt = 0.6666666666667 using RHS created at 88 Making slow rhs at time 88.66666666667 for fast variables advancing from 88 to 89 Fast time integration at level 0 from 88 to 88.5 with dt = 0.5 Fast time integration at level 0 from 88.5 to 89 with dt = 0.5 Time integration of scalars at level 0 from 88 to 89 with dt = 1 using RHS created at 88.66666666667 Making slow rhs at time 89 for fast variables advancing from 88 to 90 Fast time integration at level 0 from 88 to 88.5 with dt = 0.5 Fast time integration at level 0 from 88.5 to 89 with dt = 0.5 Fast time integration at level 0 from 89 to 89.5 with dt = 0.5 Fast time integration at level 0 from 89.5 to 90 with dt = 0.5 Time integration of scalars at level 0 from 88 to 90 with dt = 2 using RHS created at 89 Done with advance_dycore at level 0 [Level 0 step 45] Advanced 4096 cells [Level 1 step 45] ADVANCE from elapsed time = 88 to 90 with dt = 2 Making slow rhs at time 88 for fast variables advancing from 88 to 90 No-substepping time integration at level 1 to 90 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.025255466e-05 0.0004751696832 and volume-weighted sum 10233.73377 Subtracting 3.331293543e-06 from rhs in subdomain 0 Sum after subtraction 4.976487972e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.692126111e-05 MLMG: Initial residual (resid0) = 6.692126111e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.876413757e-11, 1.176967323e-06 MLMG: Timers: Solve = 0.001787143 Iter = 0.001258005 Bottom = 0.000144841 Time in solve 0.002130737 Max/L2 norm of divergence after solve at level 1 : 3.331372308e-06 0.0001846390295 and volume-weighted sum 10233.73377 Time integration of scalars at level 1 from 88 to 90 with dt = 2 using RHS created at 88 Making slow rhs at time 90 for fast variables advancing from 88 to 90 No-substepping time integration at level 1 to 90 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.302331234e-05 0.0003446143241 and volume-weighted sum 10233.73377 Subtracting 3.331293543e-06 from rhs in subdomain 0 Sum after subtraction 4.531965081e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.050326634e-05 MLMG: Initial residual (resid0) = 2.050326634e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.207701494e-11, 2.052210328e-06 MLMG: Timers: Solve = 0.001481293 Iter = 0.001256355 Bottom = 0.000147734 Time in solve 0.001816585 Max/L2 norm of divergence after solve at level 1 : 3.33133562e-06 0.0001846390295 and volume-weighted sum 10233.73377 Time integration of scalars at level 1 from 88 to 90 with dt = 2 using RHS created at 90 Done with advance_dycore at level 1 [Level 1 step 45] Advanced 3072 cells Coarse STEP 45 ends. TIME = 90 DT = 2 Timestep time = 0.022796211 seconds. Coarse STEP 46 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.653903926 (terrain aware) 1.653903926 (terrain unaware) Anelastic dt at level 0 would be: 14.86482177 (terrain aware) 14.86482177 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2839362538 (terrain aware) 0.2839362538 (terrain unaware) Anelastic dt at level 1 would be: 7.264126242 (terrain aware) 7.264126242 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 46] ADVANCE from elapsed time = 90 to 92 with dt = 2 Making slow rhs at time 90 for fast variables advancing from 90 to 90.66666666667 Fast time integration at level 0 from 90 to 90.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 90 to 90.66666666667 with dt = 0.6666666666667 using RHS created at 90 Making slow rhs at time 90.66666666667 for fast variables advancing from 90 to 91 Fast time integration at level 0 from 90 to 90.5 with dt = 0.5 Fast time integration at level 0 from 90.5 to 91 with dt = 0.5 Time integration of scalars at level 0 from 90 to 91 with dt = 1 using RHS created at 90.66666666667 Making slow rhs at time 91 for fast variables advancing from 90 to 92 Fast time integration at level 0 from 90 to 90.5 with dt = 0.5 Fast time integration at level 0 from 90.5 to 91 with dt = 0.5 Fast time integration at level 0 from 91 to 91.5 with dt = 0.5 Fast time integration at level 0 from 91.5 to 92 with dt = 0.5 Time integration of scalars at level 0 from 90 to 92 with dt = 2 using RHS created at 91 Done with advance_dycore at level 0 [Level 0 step 46] Advanced 4096 cells [Level 1 step 46] ADVANCE from elapsed time = 90 to 92 with dt = 2 Making slow rhs at time 90 for fast variables advancing from 90 to 92 No-substepping time integration at level 1 to 92 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.113519132e-05 0.0004803150164 and volume-weighted sum 10754.58334 Subtracting 3.500840933e-06 from rhs in subdomain 0 Sum after subtraction 4.239230494e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.463603225e-05 MLMG: Initial residual (resid0) = 9.463603225e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.517526277e-11, 9.000299436e-07 MLMG: Timers: Solve = 0.001470608 Iter = 0.001242121 Bottom = 0.000140916 Time in solve 0.001815728 Max/L2 norm of divergence after solve at level 1 : 3.500907664e-06 0.0001940362997 and volume-weighted sum 10754.58334 Time integration of scalars at level 1 from 90 to 92 with dt = 2 using RHS created at 90 Making slow rhs at time 92 for fast variables advancing from 90 to 92 No-substepping time integration at level 1 to 92 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.39165705e-05 0.0003567484117 and volume-weighted sum 10754.58334 Subtracting 3.500840933e-06 from rhs in subdomain 0 Sum after subtraction -5.421010862e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.136506092e-05 MLMG: Initial residual (resid0) = 2.136506092e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.341998936e-11, 2.032289518e-06 MLMG: Timers: Solve = 0.001490219 Iter = 0.001261409 Bottom = 0.000149355 Time in solve 0.001827741 Max/L2 norm of divergence after solve at level 1 : 3.500884353e-06 0.0001940362997 and volume-weighted sum 10754.58334 Time integration of scalars at level 1 from 90 to 92 with dt = 2 using RHS created at 92 Done with advance_dycore at level 1 [Level 1 step 46] Advanced 3072 cells Coarse STEP 46 ends. TIME = 92 DT = 2 Timestep time = 0.022862622 seconds. Coarse STEP 47 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.651076354 (terrain aware) 1.651076354 (terrain unaware) Anelastic dt at level 0 would be: 14.6408532 (terrain aware) 14.6408532 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.283814505 (terrain aware) 0.283814505 (terrain unaware) Anelastic dt at level 1 would be: 7.120748984 (terrain aware) 7.120748984 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 47] ADVANCE from elapsed time = 92 to 94 with dt = 2 Making slow rhs at time 92 for fast variables advancing from 92 to 92.66666666667 Fast time integration at level 0 from 92 to 92.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 92 to 92.66666666667 with dt = 0.6666666666667 using RHS created at 92 Making slow rhs at time 92.66666666667 for fast variables advancing from 92 to 93 Fast time integration at level 0 from 92 to 92.5 with dt = 0.5 Fast time integration at level 0 from 92.5 to 93 with dt = 0.5 Time integration of scalars at level 0 from 92 to 93 with dt = 1 using RHS created at 92.66666666667 Making slow rhs at time 93 for fast variables advancing from 92 to 94 Fast time integration at level 0 from 92 to 92.5 with dt = 0.5 Fast time integration at level 0 from 92.5 to 93 with dt = 0.5 Fast time integration at level 0 from 93 to 93.5 with dt = 0.5 Fast time integration at level 0 from 93.5 to 94 with dt = 0.5 Time integration of scalars at level 0 from 92 to 94 with dt = 2 using RHS created at 93 Done with advance_dycore at level 0 [Level 0 step 47] Advanced 4096 cells [Level 1 step 47] ADVANCE from elapsed time = 92 to 94 with dt = 2 Making slow rhs at time 92 for fast variables advancing from 92 to 94 No-substepping time integration at level 1 to 94 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001495573084 0.0006312223169 and volume-weighted sum 11080.1171 Subtracting 3.606808953e-06 from rhs in subdomain 0 Sum after subtraction 4.098284212e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001531641174 MLMG: Initial residual (resid0) = 0.0001531641174 MLMG: Final Iter. 6 resid, resid/bnorm = 5.476392818e-12, 3.575506399e-08 MLMG: Timers: Solve = 0.001685353 Iter = 0.001466497 Bottom = 0.000169325 Time in solve 0.002035001 Max/L2 norm of divergence after solve at level 1 : 3.606813732e-06 0.0001999096435 and volume-weighted sum 11080.1171 Time integration of scalars at level 1 from 92 to 94 with dt = 2 using RHS created at 92 Making slow rhs at time 94 for fast variables advancing from 92 to 94 No-substepping time integration at level 1 to 94 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.483496072e-05 0.0003672311962 and volume-weighted sum 11080.1171 Subtracting 3.606808953e-06 from rhs in subdomain 0 Sum after subtraction 2.710505431e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.239928046e-05 MLMG: Initial residual (resid0) = 2.239928046e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.468293805e-11, 1.994838099e-06 MLMG: Timers: Solve = 0.00147507 Iter = 0.001253576 Bottom = 0.000148172 Time in solve 0.001816081 Max/L2 norm of divergence after solve at level 1 : 3.606853636e-06 0.0001999096435 and volume-weighted sum 11080.1171 Time integration of scalars at level 1 from 92 to 94 with dt = 2 using RHS created at 94 Done with advance_dycore at level 1 [Level 1 step 47] Advanced 3072 cells Coarse STEP 47 ends. TIME = 94 DT = 2 Timestep time = 0.023155804 seconds. Coarse STEP 48 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.648243598 (terrain aware) 1.648243598 (terrain unaware) Anelastic dt at level 0 would be: 14.47007402 (terrain aware) 14.47007402 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2836920907 (terrain aware) 0.2836920907 (terrain unaware) Anelastic dt at level 1 would be: 6.9850024 (terrain aware) 6.9850024 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 48] ADVANCE from elapsed time = 94 to 96 with dt = 2 Making slow rhs at time 94 for fast variables advancing from 94 to 94.66666666667 Fast time integration at level 0 from 94 to 94.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 94 to 94.66666666667 with dt = 0.6666666666667 using RHS created at 94 Making slow rhs at time 94.66666666667 for fast variables advancing from 94 to 95 Fast time integration at level 0 from 94 to 94.5 with dt = 0.5 Fast time integration at level 0 from 94.5 to 95 with dt = 0.5 Time integration of scalars at level 0 from 94 to 95 with dt = 1 using RHS created at 94.66666666667 Making slow rhs at time 95 for fast variables advancing from 94 to 96 Fast time integration at level 0 from 94 to 94.5 with dt = 0.5 Fast time integration at level 0 from 94.5 to 95 with dt = 0.5 Fast time integration at level 0 from 95 to 95.5 with dt = 0.5 Fast time integration at level 0 from 95.5 to 96 with dt = 0.5 Time integration of scalars at level 0 from 94 to 96 with dt = 2 using RHS created at 95 Done with advance_dycore at level 0 [Level 0 step 48] Advanced 4096 cells [Level 1 step 48] ADVANCE from elapsed time = 94 to 96 with dt = 2 Making slow rhs at time 94 for fast variables advancing from 94 to 96 No-substepping time integration at level 1 to 96 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001173202019 0.0005720692021 and volume-weighted sum 11242.70644 Subtracting 3.65973517e-06 from rhs in subdomain 0 Sum after subtraction -1.181780368e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001136604667 MLMG: Initial residual (resid0) = 0.0001136604667 MLMG: Final Iter. 5 resid, resid/bnorm = 9.910490653e-11, 8.719382332e-07 MLMG: Timers: Solve = 0.00146503 Iter = 0.001242609 Bottom = 0.000148266 Time in solve 0.001813378 Max/L2 norm of divergence after solve at level 1 : 3.659816023e-06 0.0002028431122 and volume-weighted sum 11242.70644 Time integration of scalars at level 1 from 94 to 96 with dt = 2 using RHS created at 94 Making slow rhs at time 96 for fast variables advancing from 94 to 96 No-substepping time integration at level 1 to 96 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.560584637e-05 0.000375905941 and volume-weighted sum 11242.70644 Subtracting 3.65973517e-06 from rhs in subdomain 0 Sum after subtraction 3.035766083e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.344887513e-05 MLMG: Initial residual (resid0) = 2.344887513e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.587958738e-11, 1.956579457e-06 MLMG: Timers: Solve = 0.001460908 Iter = 0.001245778 Bottom = 0.000148078 Time in solve 0.001804282 Max/L2 norm of divergence after solve at level 1 : 3.65978105e-06 0.0002028431122 and volume-weighted sum 11242.70644 Time integration of scalars at level 1 from 94 to 96 with dt = 2 using RHS created at 96 Done with advance_dycore at level 1 [Level 1 step 48] Advanced 3072 cells Coarse STEP 48 ends. TIME = 96 DT = 2 Timestep time = 0.022529167 seconds. Coarse STEP 49 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.64546696 (terrain aware) 1.64546696 (terrain unaware) Anelastic dt at level 0 would be: 14.34132787 (terrain aware) 14.34132787 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2835688882 (terrain aware) 0.2835688882 (terrain unaware) Anelastic dt at level 1 would be: 6.857185009 (terrain aware) 6.857185009 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 49] ADVANCE from elapsed time = 96 to 98 with dt = 2 Making slow rhs at time 96 for fast variables advancing from 96 to 96.66666666667 Fast time integration at level 0 from 96 to 96.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 96 to 96.66666666667 with dt = 0.6666666666667 using RHS created at 96 Making slow rhs at time 96.66666666667 for fast variables advancing from 96 to 97 Fast time integration at level 0 from 96 to 96.5 with dt = 0.5 Fast time integration at level 0 from 96.5 to 97 with dt = 0.5 Time integration of scalars at level 0 from 96 to 97 with dt = 1 using RHS created at 96.66666666667 Making slow rhs at time 97 for fast variables advancing from 96 to 98 Fast time integration at level 0 from 96 to 96.5 with dt = 0.5 Fast time integration at level 0 from 96.5 to 97 with dt = 0.5 Fast time integration at level 0 from 97 to 97.5 with dt = 0.5 Fast time integration at level 0 from 97.5 to 98 with dt = 0.5 Time integration of scalars at level 0 from 96 to 98 with dt = 2 using RHS created at 97 Done with advance_dycore at level 0 [Level 0 step 49] Advanced 4096 cells [Level 1 step 49] ADVANCE from elapsed time = 96 to 98 with dt = 2 Making slow rhs at time 96 for fast variables advancing from 96 to 98 No-substepping time integration at level 1 to 98 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.609745071e-05 0.0004860068313 and volume-weighted sum 11297.49501 Subtracting 3.677569989e-06 from rhs in subdomain 0 Sum after subtraction -8.966351966e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.97750207e-05 MLMG: Initial residual (resid0) = 6.97750207e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.158371359e-11, 1.169239547e-06 MLMG: Timers: Solve = 0.001468739 Iter = 0.001248583 Bottom = 0.000142238 Time in solve 0.001812182 Max/L2 norm of divergence after solve at level 1 : 3.677643404e-06 0.0002038316182 and volume-weighted sum 11297.49501 Time integration of scalars at level 1 from 96 to 98 with dt = 2 using RHS created at 96 Making slow rhs at time 98 for fast variables advancing from 96 to 98 No-substepping time integration at level 1 to 98 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.63537521e-05 0.000383796446 and volume-weighted sum 11297.49501 Subtracting 3.677569989e-06 from rhs in subdomain 0 Sum after subtraction -3.480288974e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.450782856e-05 MLMG: Initial residual (resid0) = 2.450782856e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.700218418e-11, 1.917843683e-06 MLMG: Timers: Solve = 0.001745775 Iter = 0.001529547 Bottom = 0.000148303 Time in solve 0.002084053 Max/L2 norm of divergence after solve at level 1 : 3.677616991e-06 0.0002038316182 and volume-weighted sum 11297.49501 Time integration of scalars at level 1 from 96 to 98 with dt = 2 using RHS created at 98 Done with advance_dycore at level 1 [Level 1 step 49] Advanced 3072 cells Coarse STEP 49 ends. TIME = 98 DT = 2 Timestep time = 0.023181626 seconds. Coarse STEP 50 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.642755194 (terrain aware) 1.642755194 (terrain unaware) Anelastic dt at level 0 would be: 14.18213419 (terrain aware) 14.18213419 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2834445266 (terrain aware) 0.2834445266 (terrain unaware) Anelastic dt at level 1 would be: 6.736806325 (terrain aware) 6.736806325 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 50] ADVANCE from elapsed time = 98 to 100 with dt = 2 Making slow rhs at time 98 for fast variables advancing from 98 to 98.66666666667 Fast time integration at level 0 from 98 to 98.66666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 98 to 98.66666666667 with dt = 0.6666666666667 using RHS created at 98 Making slow rhs at time 98.66666666667 for fast variables advancing from 98 to 99 Fast time integration at level 0 from 98 to 98.5 with dt = 0.5 Fast time integration at level 0 from 98.5 to 99 with dt = 0.5 Time integration of scalars at level 0 from 98 to 99 with dt = 1 using RHS created at 98.66666666667 Making slow rhs at time 99 for fast variables advancing from 98 to 100 Fast time integration at level 0 from 98 to 98.5 with dt = 0.5 Fast time integration at level 0 from 98.5 to 99 with dt = 0.5 Fast time integration at level 0 from 99 to 99.5 with dt = 0.5 Fast time integration at level 0 from 99.5 to 100 with dt = 0.5 Time integration of scalars at level 0 from 98 to 100 with dt = 2 using RHS created at 99 Done with advance_dycore at level 0 [Level 0 step 50] Advanced 4096 cells [Level 1 step 50] ADVANCE from elapsed time = 98 to 100 with dt = 2 Making slow rhs at time 98 for fast variables advancing from 98 to 100 No-substepping time integration at level 1 to 100 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.41679154e-05 0.0006011115525 and volume-weighted sum 11287.44307 Subtracting 3.674297875e-06 from rhs in subdomain 0 Sum after subtraction 5.854691731e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.784221327e-05 MLMG: Initial residual (resid0) = 9.784221327e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.37281854e-11, 9.579524242e-07 MLMG: Timers: Solve = 0.001790296 Iter = 0.001573277 Bottom = 0.000144352 Time in solve 0.002129135 Max/L2 norm of divergence after solve at level 1 : 3.674391603e-06 0.0002036502592 and volume-weighted sum 11287.44307 Time integration of scalars at level 1 from 98 to 100 with dt = 2 using RHS created at 98 Making slow rhs at time 100 for fast variables advancing from 98 to 100 No-substepping time integration at level 1 to 100 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.729838292e-05 0.0003914024307 and volume-weighted sum 11287.44307 Subtracting 3.674297875e-06 from rhs in subdomain 0 Sum after subtraction 4.228388473e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.556762565e-05 MLMG: Initial residual (resid0) = 2.556762565e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.800989588e-11, 1.877761218e-06 MLMG: Timers: Solve = 0.001504202 Iter = 0.001290642 Bottom = 0.000149159 Time in solve 0.001840832 Max/L2 norm of divergence after solve at level 1 : 3.674345885e-06 0.0002036502592 and volume-weighted sum 11287.44307 Time integration of scalars at level 1 from 98 to 100 with dt = 2 using RHS created at 100 Done with advance_dycore at level 1 [Level 1 step 50] Advanced 3072 cells Coarse STEP 50 ends. TIME = 100 DT = 2 Timestep time = 0.022726943 seconds. 3DPlotfile write time = 0.00776119 seconds. Coarse STEP 51 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.640065562 (terrain aware) 1.640065562 (terrain unaware) Anelastic dt at level 0 would be: 13.99548212 (terrain aware) 13.99548212 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2833185853 (terrain aware) 0.2833185853 (terrain unaware) Anelastic dt at level 1 would be: 6.62337252 (terrain aware) 6.62337252 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 51] ADVANCE from elapsed time = 100 to 102 with dt = 2 Making slow rhs at time 100 for fast variables advancing from 100 to 100.6666666667 Fast time integration at level 0 from 100 to 100.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 100 to 100.6666666667 with dt = 0.6666666666667 using RHS created at 100 Making slow rhs at time 100.6666666667 for fast variables advancing from 100 to 101 Fast time integration at level 0 from 100 to 100.5 with dt = 0.5 Fast time integration at level 0 from 100.5 to 101 with dt = 0.5 Time integration of scalars at level 0 from 100 to 101 with dt = 1 using RHS created at 100.6666666667 Making slow rhs at time 101 for fast variables advancing from 100 to 102 Fast time integration at level 0 from 100 to 100.5 with dt = 0.5 Fast time integration at level 0 from 100.5 to 101 with dt = 0.5 Fast time integration at level 0 from 101 to 101.5 with dt = 0.5 Fast time integration at level 0 from 101.5 to 102 with dt = 0.5 Time integration of scalars at level 0 from 100 to 102 with dt = 2 using RHS created at 101 Done with advance_dycore at level 0 [Level 0 step 51] Advanced 4096 cells [Level 1 step 51] ADVANCE from elapsed time = 100 to 102 with dt = 2 Making slow rhs at time 100 for fast variables advancing from 100 to 102 No-substepping time integration at level 1 to 102 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.580175067e-05 0.0005817615019 and volume-weighted sum 11221.24063 Subtracting 3.652747601e-06 from rhs in subdomain 0 Sum after subtraction 2.558717127e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.945449827e-05 MLMG: Initial residual (resid0) = 9.945449827e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.337495516e-11, 8.383226159e-07 MLMG: Timers: Solve = 0.003009237 Iter = 0.002395299 Bottom = 0.000328942 Time in solve 0.003471461 Max/L2 norm of divergence after solve at level 1 : 3.652827177e-06 0.0002024558218 and volume-weighted sum 11221.24063 Time integration of scalars at level 1 from 100 to 102 with dt = 2 using RHS created at 100 Making slow rhs at time 102 for fast variables advancing from 100 to 102 No-substepping time integration at level 1 to 102 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.810340705e-05 0.0003985224776 and volume-weighted sum 11221.24063 Subtracting 3.652747601e-06 from rhs in subdomain 0 Sum after subtraction 4.553649124e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.661600516e-05 MLMG: Initial residual (resid0) = 2.661600516e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.888257769e-11, 1.836585821e-06 MLMG: Timers: Solve = 0.002337276 Iter = 0.001730384 Bottom = 0.000233809 Time in solve 0.002695788 Max/L2 norm of divergence after solve at level 1 : 3.652796484e-06 0.0002024558218 and volume-weighted sum 11221.24063 Time integration of scalars at level 1 from 100 to 102 with dt = 2 using RHS created at 102 Done with advance_dycore at level 1 [Level 1 step 51] Advanced 3072 cells Coarse STEP 51 ends. TIME = 102 DT = 2 Timestep time = 0.034036186 seconds. Coarse STEP 52 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.637385724 (terrain aware) 1.637385724 (terrain unaware) Anelastic dt at level 0 would be: 13.78134259 (terrain aware) 13.78134259 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2831907988 (terrain aware) 0.2831907988 (terrain unaware) Anelastic dt at level 1 would be: 6.516422788 (terrain aware) 6.516422788 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 52] ADVANCE from elapsed time = 102 to 104 with dt = 2 Making slow rhs at time 102 for fast variables advancing from 102 to 102.6666666667 Fast time integration at level 0 from 102 to 102.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 102 to 102.6666666667 with dt = 0.6666666666667 using RHS created at 102 Making slow rhs at time 102.6666666667 for fast variables advancing from 102 to 103 Fast time integration at level 0 from 102 to 102.5 with dt = 0.5 Fast time integration at level 0 from 102.5 to 103 with dt = 0.5 Time integration of scalars at level 0 from 102 to 103 with dt = 1 using RHS created at 102.6666666667 Making slow rhs at time 103 for fast variables advancing from 102 to 104 Fast time integration at level 0 from 102 to 102.5 with dt = 0.5 Fast time integration at level 0 from 102.5 to 103 with dt = 0.5 Fast time integration at level 0 from 103 to 103.5 with dt = 0.5 Fast time integration at level 0 from 103.5 to 104 with dt = 0.5 Time integration of scalars at level 0 from 102 to 104 with dt = 2 using RHS created at 103 Done with advance_dycore at level 0 [Level 0 step 52] Advanced 4096 cells [Level 1 step 52] ADVANCE from elapsed time = 102 to 104 with dt = 2 Making slow rhs at time 102 for fast variables advancing from 102 to 104 No-substepping time integration at level 1 to 104 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.007170824e-05 0.0004408242233 and volume-weighted sum 11082.72624 Subtracting 3.607658282e-06 from rhs in subdomain 0 Sum after subtraction 1.626303259e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.092972249e-05 MLMG: Initial residual (resid0) = 4.092972249e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.942496132e-11, 1.207556717e-06 MLMG: Timers: Solve = 0.001473212 Iter = 0.001255966 Bottom = 0.000145665 Time in solve 0.001802901 Max/L2 norm of divergence after solve at level 1 : 3.607697537e-06 0.0001999567181 and volume-weighted sum 11082.72624 Time integration of scalars at level 1 from 102 to 104 with dt = 2 using RHS created at 102 Making slow rhs at time 104 for fast variables advancing from 102 to 104 No-substepping time integration at level 1 to 104 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.881457059e-05 0.0004054223733 and volume-weighted sum 11082.72624 Subtracting 3.607658282e-06 from rhs in subdomain 0 Sum after subtraction 2.385244779e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.763651227e-05 MLMG: Initial residual (resid0) = 2.763651227e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.963565477e-11, 1.796017322e-06 MLMG: Timers: Solve = 0.001475352 Iter = 0.001256872 Bottom = 0.000146526 Time in solve 0.001797822 Max/L2 norm of divergence after solve at level 1 : 3.607707918e-06 0.0001999567181 and volume-weighted sum 11082.72624 Time integration of scalars at level 1 from 102 to 104 with dt = 2 using RHS created at 104 Done with advance_dycore at level 1 [Level 1 step 52] Advanced 3072 cells Coarse STEP 52 ends. TIME = 104 DT = 2 Timestep time = 0.022579613 seconds. Coarse STEP 53 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.634739771 (terrain aware) 1.634739771 (terrain unaware) Anelastic dt at level 0 would be: 13.54828287 (terrain aware) 13.54828287 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2830611121 (terrain aware) 0.2830611121 (terrain unaware) Anelastic dt at level 1 would be: 6.413234793 (terrain aware) 6.413234793 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 53] ADVANCE from elapsed time = 104 to 106 with dt = 2 Making slow rhs at time 104 for fast variables advancing from 104 to 104.6666666667 Fast time integration at level 0 from 104 to 104.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 104 to 104.6666666667 with dt = 0.6666666666667 using RHS created at 104 Making slow rhs at time 104.6666666667 for fast variables advancing from 104 to 105 Fast time integration at level 0 from 104 to 104.5 with dt = 0.5 Fast time integration at level 0 from 104.5 to 105 with dt = 0.5 Time integration of scalars at level 0 from 104 to 105 with dt = 1 using RHS created at 104.6666666667 Making slow rhs at time 105 for fast variables advancing from 104 to 106 Fast time integration at level 0 from 104 to 104.5 with dt = 0.5 Fast time integration at level 0 from 104.5 to 105 with dt = 0.5 Fast time integration at level 0 from 105 to 105.5 with dt = 0.5 Fast time integration at level 0 from 105.5 to 106 with dt = 0.5 Time integration of scalars at level 0 from 104 to 106 with dt = 2 using RHS created at 105 Done with advance_dycore at level 0 [Level 0 step 53] Advanced 4096 cells [Level 1 step 53] ADVANCE from elapsed time = 104 to 106 with dt = 2 Making slow rhs at time 104 for fast variables advancing from 104 to 106 No-substepping time integration at level 1 to 106 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.293634692e-05 0.0005014781793 and volume-weighted sum 10860.33494 Subtracting 3.535265279e-06 from rhs in subdomain 0 Sum after subtraction -4.065758147e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.940108164e-05 MLMG: Initial residual (resid0) = 5.940108164e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.121738777e-11, 1.030576987e-06 MLMG: Timers: Solve = 0.001501007 Iter = 0.001281522 Bottom = 0.000151543 Time in solve 0.001819983 Max/L2 norm of divergence after solve at level 1 : 3.535313616e-06 0.0001959442906 and volume-weighted sum 10860.33494 Time integration of scalars at level 1 from 104 to 106 with dt = 2 using RHS created at 104 Making slow rhs at time 106 for fast variables advancing from 104 to 106 No-substepping time integration at level 1 to 106 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 2.984253488e-05 0.0004118871104 and volume-weighted sum 10860.33494 Subtracting 3.535265279e-06 from rhs in subdomain 0 Sum after subtraction -1.756407519e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.881551062e-05 MLMG: Initial residual (resid0) = 2.881551062e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.030105241e-11, 1.745624191e-06 MLMG: Timers: Solve = 0.001472471 Iter = 0.001258207 Bottom = 0.000144939 Time in solve 0.001800612 Max/L2 norm of divergence after solve at level 1 : 3.53531558e-06 0.0001959442906 and volume-weighted sum 10860.33494 Time integration of scalars at level 1 from 104 to 106 with dt = 2 using RHS created at 106 Done with advance_dycore at level 1 [Level 1 step 53] Advanced 3072 cells Coarse STEP 53 ends. TIME = 106 DT = 2 Timestep time = 0.022612328 seconds. Coarse STEP 54 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.632123549 (terrain aware) 1.632123549 (terrain unaware) Anelastic dt at level 0 would be: 13.30131215 (terrain aware) 13.30131215 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2829295721 (terrain aware) 0.2829295721 (terrain unaware) Anelastic dt at level 1 would be: 6.313494287 (terrain aware) 6.313494287 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 54] ADVANCE from elapsed time = 106 to 108 with dt = 2 Making slow rhs at time 106 for fast variables advancing from 106 to 106.6666666667 Fast time integration at level 0 from 106 to 106.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 106 to 106.6666666667 with dt = 0.6666666666667 using RHS created at 106 Making slow rhs at time 106.6666666667 for fast variables advancing from 106 to 107 Fast time integration at level 0 from 106 to 106.5 with dt = 0.5 Fast time integration at level 0 from 106.5 to 107 with dt = 0.5 Time integration of scalars at level 0 from 106 to 107 with dt = 1 using RHS created at 106.6666666667 Making slow rhs at time 107 for fast variables advancing from 106 to 108 Fast time integration at level 0 from 106 to 106.5 with dt = 0.5 Fast time integration at level 0 from 106.5 to 107 with dt = 0.5 Fast time integration at level 0 from 107 to 107.5 with dt = 0.5 Fast time integration at level 0 from 107.5 to 108 with dt = 0.5 Time integration of scalars at level 0 from 106 to 108 with dt = 2 using RHS created at 107 Done with advance_dycore at level 0 [Level 0 step 54] Advanced 4096 cells [Level 1 step 54] ADVANCE from elapsed time = 106 to 108 with dt = 2 Making slow rhs at time 106 for fast variables advancing from 106 to 108 No-substepping time integration at level 1 to 108 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.102258972e-05 0.0005330412647 and volume-weighted sum 10578.45663 Subtracting 3.443508017e-06 from rhs in subdomain 0 Sum after subtraction -2.374402758e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.757908171e-05 MLMG: Initial residual (resid0) = 6.757908171e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.231229976e-11, 1.070039692e-06 MLMG: Timers: Solve = 0.001760514 Iter = 0.00151202 Bottom = 0.000198595 Time in solve 0.002091088 Max/L2 norm of divergence after solve at level 1 : 3.443563124e-06 0.000190858587 and volume-weighted sum 10578.45663 Time integration of scalars at level 1 from 106 to 108 with dt = 2 using RHS created at 106 Making slow rhs at time 108 for fast variables advancing from 106 to 108 No-substepping time integration at level 1 to 108 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.069642999e-05 0.0004180267823 and volume-weighted sum 10578.45663 Subtracting 3.443508017e-06 from rhs in subdomain 0 Sum after subtraction -1.00830802e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.023905101e-05 MLMG: Initial residual (resid0) = 3.023905101e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.091715019e-11, 1.683821036e-06 MLMG: Timers: Solve = 0.001749731 Iter = 0.001246327 Bottom = 0.000151069 Time in solve 0.002084726 Max/L2 norm of divergence after solve at level 1 : 3.443558934e-06 0.000190858587 and volume-weighted sum 10578.45663 Time integration of scalars at level 1 from 106 to 108 with dt = 2 using RHS created at 108 Done with advance_dycore at level 1 [Level 1 step 54] Advanced 3072 cells Coarse STEP 54 ends. TIME = 108 DT = 2 Timestep time = 0.023474967 seconds. Coarse STEP 55 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.629487788 (terrain aware) 1.629487788 (terrain unaware) Anelastic dt at level 0 would be: 13.05196702 (terrain aware) 13.05196702 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2827961416 (terrain aware) 0.2827961416 (terrain unaware) Anelastic dt at level 1 would be: 6.219389769 (terrain aware) 6.219389769 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 55] ADVANCE from elapsed time = 108 to 110 with dt = 2 Making slow rhs at time 108 for fast variables advancing from 108 to 108.6666666667 Fast time integration at level 0 from 108 to 108.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 108 to 108.6666666667 with dt = 0.6666666666667 using RHS created at 108 Making slow rhs at time 108.6666666667 for fast variables advancing from 108 to 109 Fast time integration at level 0 from 108 to 108.5 with dt = 0.5 Fast time integration at level 0 from 108.5 to 109 with dt = 0.5 Time integration of scalars at level 0 from 108 to 109 with dt = 1 using RHS created at 108.6666666667 Making slow rhs at time 109 for fast variables advancing from 108 to 110 Fast time integration at level 0 from 108 to 108.5 with dt = 0.5 Fast time integration at level 0 from 108.5 to 109 with dt = 0.5 Fast time integration at level 0 from 109 to 109.5 with dt = 0.5 Fast time integration at level 0 from 109.5 to 110 with dt = 0.5 Time integration of scalars at level 0 from 108 to 110 with dt = 2 using RHS created at 109 Done with advance_dycore at level 0 [Level 0 step 55] Advanced 4096 cells [Level 1 step 55] ADVANCE from elapsed time = 108 to 110 with dt = 2 Making slow rhs at time 108 for fast variables advancing from 108 to 110 No-substepping time integration at level 1 to 110 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.72619744e-05 0.0004737062371 and volume-weighted sum 10310.54215 Subtracting 3.356296274e-06 from rhs in subdomain 0 Sum after subtraction 5.865533753e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.061827067e-05 MLMG: Initial residual (resid0) = 5.061827067e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.791879991e-11, 1.341784281e-06 MLMG: Timers: Solve = 0.001464299 Iter = 0.001243737 Bottom = 0.000151352 Time in solve 0.001787532 Max/L2 norm of divergence after solve at level 1 : 3.356355278e-06 0.0001860248215 and volume-weighted sum 10310.54215 Time integration of scalars at level 1 from 108 to 110 with dt = 2 using RHS created at 108 Making slow rhs at time 110 for fast variables advancing from 108 to 110 No-substepping time integration at level 1 to 110 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.141710053e-05 0.000424912937 and volume-weighted sum 10310.54215 Subtracting 3.356296274e-06 from rhs in subdomain 0 Sum after subtraction -1.680513367e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.166502344e-05 MLMG: Initial residual (resid0) = 3.166502344e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.151564003e-11, 1.626894107e-06 MLMG: Timers: Solve = 0.001474773 Iter = 0.001257688 Bottom = 0.000148734 Time in solve 0.001798715 Max/L2 norm of divergence after solve at level 1 : 3.35634779e-06 0.0001860248215 and volume-weighted sum 10310.54215 Time integration of scalars at level 1 from 108 to 110 with dt = 2 using RHS created at 110 Done with advance_dycore at level 1 [Level 1 step 55] Advanced 3072 cells Coarse STEP 55 ends. TIME = 110 DT = 2 Timestep time = 0.022780668 seconds. Coarse STEP 56 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.626768947 (terrain aware) 1.626768947 (terrain unaware) Anelastic dt at level 0 would be: 12.81641453 (terrain aware) 12.81641453 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2826591562 (terrain aware) 0.2826591562 (terrain unaware) Anelastic dt at level 1 would be: 6.130606605 (terrain aware) 6.130606605 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 56] ADVANCE from elapsed time = 110 to 112 with dt = 2 Making slow rhs at time 110 for fast variables advancing from 110 to 110.6666666667 Fast time integration at level 0 from 110 to 110.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 110 to 110.6666666667 with dt = 0.6666666666667 using RHS created at 110 Making slow rhs at time 110.6666666667 for fast variables advancing from 110 to 111 Fast time integration at level 0 from 110 to 110.5 with dt = 0.5 Fast time integration at level 0 from 110.5 to 111 with dt = 0.5 Time integration of scalars at level 0 from 110 to 111 with dt = 1 using RHS created at 110.6666666667 Making slow rhs at time 111 for fast variables advancing from 110 to 112 Fast time integration at level 0 from 110 to 110.5 with dt = 0.5 Fast time integration at level 0 from 110.5 to 111 with dt = 0.5 Fast time integration at level 0 from 111 to 111.5 with dt = 0.5 Fast time integration at level 0 from 111.5 to 112 with dt = 0.5 Time integration of scalars at level 0 from 110 to 112 with dt = 2 using RHS created at 111 Done with advance_dycore at level 0 [Level 0 step 56] Advanced 4096 cells [Level 1 step 56] ADVANCE from elapsed time = 110 to 112 with dt = 2 Making slow rhs at time 110 for fast variables advancing from 110 to 112 No-substepping time integration at level 1 to 112 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.549114805e-05 0.0004949832502 and volume-weighted sum 10159.6303 Subtracting 3.307171323e-06 from rhs in subdomain 0 Sum after subtraction -1.517883041e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.879831937e-05 MLMG: Initial residual (resid0) = 7.879831937e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.094549023e-11, 7.734364225e-07 MLMG: Timers: Solve = 0.001471431 Iter = 0.00124996 Bottom = 0.000146649 Time in solve 0.00179961 Max/L2 norm of divergence after solve at level 1 : 3.307232268e-06 0.0001833020403 and volume-weighted sum 10159.6303 Time integration of scalars at level 1 from 110 to 112 with dt = 2 using RHS created at 110 Making slow rhs at time 112 for fast variables advancing from 110 to 112 No-substepping time integration at level 1 to 112 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.264132855e-05 0.0004330426582 and volume-weighted sum 10159.6303 Subtracting 3.307171323e-06 from rhs in subdomain 0 Sum after subtraction -1.63714528e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.307655199e-05 MLMG: Initial residual (resid0) = 3.307655199e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.20868717e-11, 1.574737044e-06 MLMG: Timers: Solve = 0.001469422 Iter = 0.001253228 Bottom = 0.000148838 Time in solve 0.001797593 Max/L2 norm of divergence after solve at level 1 : 3.30722341e-06 0.0001833020403 and volume-weighted sum 10159.6303 Time integration of scalars at level 1 from 110 to 112 with dt = 2 using RHS created at 112 Done with advance_dycore at level 1 [Level 1 step 56] Advanced 3072 cells Coarse STEP 56 ends. TIME = 112 DT = 2 Timestep time = 0.022695294 seconds. Coarse STEP 57 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.623976073 (terrain aware) 1.623976073 (terrain unaware) Anelastic dt at level 0 would be: 12.59389377 (terrain aware) 12.59389377 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2825189636 (terrain aware) 0.2825189636 (terrain unaware) Anelastic dt at level 1 would be: 6.046810388 (terrain aware) 6.046810388 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 57] ADVANCE from elapsed time = 112 to 114 with dt = 2 Making slow rhs at time 112 for fast variables advancing from 112 to 112.6666666667 Fast time integration at level 0 from 112 to 112.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 112 to 112.6666666667 with dt = 0.6666666666667 using RHS created at 112 Making slow rhs at time 112.6666666667 for fast variables advancing from 112 to 113 Fast time integration at level 0 from 112 to 112.5 with dt = 0.5 Fast time integration at level 0 from 112.5 to 113 with dt = 0.5 Time integration of scalars at level 0 from 112 to 113 with dt = 1 using RHS created at 112.6666666667 Making slow rhs at time 113 for fast variables advancing from 112 to 114 Fast time integration at level 0 from 112 to 112.5 with dt = 0.5 Fast time integration at level 0 from 112.5 to 113 with dt = 0.5 Fast time integration at level 0 from 113 to 113.5 with dt = 0.5 Fast time integration at level 0 from 113.5 to 114 with dt = 0.5 Time integration of scalars at level 0 from 112 to 114 with dt = 2 using RHS created at 113 Done with advance_dycore at level 0 [Level 0 step 57] Advanced 4096 cells [Level 1 step 57] ADVANCE from elapsed time = 112 to 114 with dt = 2 Making slow rhs at time 112 for fast variables advancing from 112 to 114 No-substepping time integration at level 1 to 114 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.944049908e-05 0.0005298929467 and volume-weighted sum 10206.59144 Subtracting 3.32245815e-06 from rhs in subdomain 0 Sum after subtraction -6.657001339e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.611804093e-05 MLMG: Initial residual (resid0) = 7.611804093e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.020251401e-11, 9.222848243e-07 MLMG: Timers: Solve = 0.001610002 Iter = 0.001299526 Bottom = 0.000145427 Time in solve 0.001956687 Max/L2 norm of divergence after solve at level 1 : 3.322520995e-06 0.0001841493223 and volume-weighted sum 10206.59144 Time integration of scalars at level 1 from 112 to 114 with dt = 2 using RHS created at 112 Making slow rhs at time 114 for fast variables advancing from 112 to 114 No-substepping time integration at level 1 to 114 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.373143925e-05 0.0004426952537 and volume-weighted sum 10206.59144 Subtracting 3.32245815e-06 from rhs in subdomain 0 Sum after subtraction 4.878909776e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.445080718e-05 MLMG: Initial residual (resid0) = 3.445080718e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.259203819e-11, 1.526583627e-06 MLMG: Timers: Solve = 0.00147579 Iter = 0.001260599 Bottom = 0.000154184 Time in solve 0.001821373 Max/L2 norm of divergence after solve at level 1 : 3.322510742e-06 0.0001841493223 and volume-weighted sum 10206.59144 Time integration of scalars at level 1 from 112 to 114 with dt = 2 using RHS created at 114 Done with advance_dycore at level 1 [Level 1 step 57] Advanced 3072 cells Coarse STEP 57 ends. TIME = 114 DT = 2 Timestep time = 0.022878518 seconds. Coarse STEP 58 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.620922868 (terrain aware) 1.620922868 (terrain unaware) Anelastic dt at level 0 would be: 12.36602172 (terrain aware) 12.36602172 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2823755841 (terrain aware) 0.2823755841 (terrain unaware) Anelastic dt at level 1 would be: 5.967672118 (terrain aware) 5.967672118 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 58] ADVANCE from elapsed time = 114 to 116 with dt = 2 Making slow rhs at time 114 for fast variables advancing from 114 to 114.6666666667 Fast time integration at level 0 from 114 to 114.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 114 to 114.6666666667 with dt = 0.6666666666667 using RHS created at 114 Making slow rhs at time 114.6666666667 for fast variables advancing from 114 to 115 Fast time integration at level 0 from 114 to 114.5 with dt = 0.5 Fast time integration at level 0 from 114.5 to 115 with dt = 0.5 Time integration of scalars at level 0 from 114 to 115 with dt = 1 using RHS created at 114.6666666667 Making slow rhs at time 115 for fast variables advancing from 114 to 116 Fast time integration at level 0 from 114 to 114.5 with dt = 0.5 Fast time integration at level 0 from 114.5 to 115 with dt = 0.5 Fast time integration at level 0 from 115 to 115.5 with dt = 0.5 Fast time integration at level 0 from 115.5 to 116 with dt = 0.5 Time integration of scalars at level 0 from 114 to 116 with dt = 2 using RHS created at 115 Done with advance_dycore at level 0 [Level 0 step 58] Advanced 4096 cells [Level 1 step 58] ADVANCE from elapsed time = 114 to 116 with dt = 2 Making slow rhs at time 114 for fast variables advancing from 114 to 116 No-substepping time integration at level 1 to 116 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001138699701 0.0005642760299 and volume-weighted sum 10465.64914 Subtracting 3.406786828e-06 from rhs in subdomain 0 Sum after subtraction -1.919037845e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001104631832 MLMG: Initial residual (resid0) = 0.0001104631832 MLMG: Final Iter. 5 resid, resid/bnorm = 9.277486772e-11, 8.398713943e-07 MLMG: Timers: Solve = 0.001471368 Iter = 0.001251562 Bottom = 0.000141867 Time in solve 0.00181873 Max/L2 norm of divergence after solve at level 1 : 3.406852225e-06 0.0001888232921 and volume-weighted sum 10465.64914 Time integration of scalars at level 1 from 114 to 116 with dt = 2 using RHS created at 114 Making slow rhs at time 116 for fast variables advancing from 114 to 116 No-substepping time integration at level 1 to 116 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.470180202e-05 0.0004543805589 and volume-weighted sum 10465.64914 Subtracting 3.406786828e-06 from rhs in subdomain 0 Sum after subtraction -1.615461237e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.575683693e-05 MLMG: Initial residual (resid0) = 3.575683693e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.339430721e-11, 1.493261479e-06 MLMG: Timers: Solve = 0.001471305 Iter = 0.001253338 Bottom = 0.000148943 Time in solve 0.001809209 Max/L2 norm of divergence after solve at level 1 : 3.406839846e-06 0.0001888232921 and volume-weighted sum 10465.64914 Time integration of scalars at level 1 from 114 to 116 with dt = 2 using RHS created at 116 Done with advance_dycore at level 1 [Level 1 step 58] Advanced 3072 cells Coarse STEP 58 ends. TIME = 116 DT = 2 Timestep time = 0.022498483 seconds. Coarse STEP 59 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.617811072 (terrain aware) 1.617811072 (terrain unaware) Anelastic dt at level 0 would be: 12.12344613 (terrain aware) 12.12344613 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2822287021 (terrain aware) 0.2822287021 (terrain unaware) Anelastic dt at level 1 would be: 5.891094698 (terrain aware) 5.891094698 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 59] ADVANCE from elapsed time = 116 to 118 with dt = 2 Making slow rhs at time 116 for fast variables advancing from 116 to 116.6666666667 Fast time integration at level 0 from 116 to 116.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 116 to 116.6666666667 with dt = 0.6666666666667 using RHS created at 116 Making slow rhs at time 116.6666666667 for fast variables advancing from 116 to 117 Fast time integration at level 0 from 116 to 116.5 with dt = 0.5 Fast time integration at level 0 from 116.5 to 117 with dt = 0.5 Time integration of scalars at level 0 from 116 to 117 with dt = 1 using RHS created at 116.6666666667 Making slow rhs at time 117 for fast variables advancing from 116 to 118 Fast time integration at level 0 from 116 to 116.5 with dt = 0.5 Fast time integration at level 0 from 116.5 to 117 with dt = 0.5 Fast time integration at level 0 from 117 to 117.5 with dt = 0.5 Fast time integration at level 0 from 117.5 to 118 with dt = 0.5 Time integration of scalars at level 0 from 116 to 118 with dt = 2 using RHS created at 117 Done with advance_dycore at level 0 [Level 0 step 59] Advanced 4096 cells [Level 1 step 59] ADVANCE from elapsed time = 116 to 118 with dt = 2 Making slow rhs at time 116 for fast variables advancing from 116 to 118 No-substepping time integration at level 1 to 118 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.2440221e-05 0.0005746423545 and volume-weighted sum 10886.10698 Subtracting 3.543654616e-06 from rhs in subdomain 0 Sum after subtraction 3.588709191e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.889656639e-05 MLMG: Initial residual (resid0) = 7.889656639e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.017357139e-12, 7.626893558e-08 MLMG: Timers: Solve = 0.001678849 Iter = 0.001466483 Bottom = 0.000166034 Time in solve 0.002019818 Max/L2 norm of divergence after solve at level 1 : 3.543660633e-06 0.0001964092748 and volume-weighted sum 10886.10698 Time integration of scalars at level 1 from 116 to 118 with dt = 2 using RHS created at 116 Making slow rhs at time 118 for fast variables advancing from 116 to 118 No-substepping time integration at level 1 to 118 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.630906931e-05 0.0004676250609 and volume-weighted sum 10886.10698 Subtracting 3.543654616e-06 from rhs in subdomain 0 Sum after subtraction 1.452830911e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.695483629e-05 MLMG: Initial residual (resid0) = 3.695483629e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.48403012e-11, 1.483981712e-06 MLMG: Timers: Solve = 0.001751947 Iter = 0.0015333 Bottom = 0.000149159 Time in solve 0.002100844 Max/L2 norm of divergence after solve at level 1 : 3.54370797e-06 0.0001964092748 and volume-weighted sum 10886.10698 Time integration of scalars at level 1 from 116 to 118 with dt = 2 using RHS created at 118 Done with advance_dycore at level 1 [Level 1 step 59] Advanced 3072 cells Coarse STEP 59 ends. TIME = 118 DT = 2 Timestep time = 0.023290236 seconds. Coarse STEP 60 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.614630744 (terrain aware) 1.614630744 (terrain unaware) Anelastic dt at level 0 would be: 11.88521912 (terrain aware) 11.88521912 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2820782713 (terrain aware) 0.2820782713 (terrain unaware) Anelastic dt at level 1 would be: 5.816368429 (terrain aware) 5.816368429 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 60] ADVANCE from elapsed time = 118 to 120 with dt = 2 Making slow rhs at time 118 for fast variables advancing from 118 to 118.6666666667 Fast time integration at level 0 from 118 to 118.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 118 to 118.6666666667 with dt = 0.6666666666667 using RHS created at 118 Making slow rhs at time 118.6666666667 for fast variables advancing from 118 to 119 Fast time integration at level 0 from 118 to 118.5 with dt = 0.5 Fast time integration at level 0 from 118.5 to 119 with dt = 0.5 Time integration of scalars at level 0 from 118 to 119 with dt = 1 using RHS created at 118.6666666667 Making slow rhs at time 119 for fast variables advancing from 118 to 120 Fast time integration at level 0 from 118 to 118.5 with dt = 0.5 Fast time integration at level 0 from 118.5 to 119 with dt = 0.5 Fast time integration at level 0 from 119 to 119.5 with dt = 0.5 Fast time integration at level 0 from 119.5 to 120 with dt = 0.5 Time integration of scalars at level 0 from 118 to 120 with dt = 2 using RHS created at 119 Done with advance_dycore at level 0 [Level 0 step 60] Advanced 4096 cells [Level 1 step 60] ADVANCE from elapsed time = 118 to 120 with dt = 2 Making slow rhs at time 118 for fast variables advancing from 118 to 120 No-substepping time integration at level 1 to 120 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.011067256e-05 0.0005676025989 and volume-weighted sum 11394.62179 Subtracting 3.70918678e-06 from rhs in subdomain 0 Sum after subtraction 4.33680869e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.87375366e-05 MLMG: Initial residual (resid0) = 5.87375366e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.414465609e-11, 1.602802254e-06 MLMG: Timers: Solve = 0.001733512 Iter = 0.0015091 Bottom = 0.000144778 Time in solve 0.00208558 Max/L2 norm of divergence after solve at level 1 : 3.709254459e-06 0.0002055839986 and volume-weighted sum 11394.62179 Time integration of scalars at level 1 from 118 to 120 with dt = 2 using RHS created at 118 Making slow rhs at time 120 for fast variables advancing from 118 to 120 No-substepping time integration at level 1 to 120 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.76934162e-05 0.0004817475074 and volume-weighted sum 11394.62179 Subtracting 3.70918678e-06 from rhs in subdomain 0 Sum after subtraction 9.86623977e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.890610246e-05 MLMG: Initial residual (resid0) = 3.890610246e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.620926802e-11, 1.444741685e-06 MLMG: Timers: Solve = 0.001475553 Iter = 0.001260555 Bottom = 0.000149701 Time in solve 0.001824741 Max/L2 norm of divergence after solve at level 1 : 3.70924034e-06 0.0002055839986 and volume-weighted sum 11394.62179 Time integration of scalars at level 1 from 118 to 120 with dt = 2 using RHS created at 120 Done with advance_dycore at level 1 [Level 1 step 60] Advanced 3072 cells Coarse STEP 60 ends. TIME = 120 DT = 2 Timestep time = 0.022992744 seconds. Coarse STEP 61 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.611376115 (terrain aware) 1.611376115 (terrain unaware) Anelastic dt at level 0 would be: 11.68757645 (terrain aware) 11.68757645 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2819244702 (terrain aware) 0.2819244702 (terrain unaware) Anelastic dt at level 1 would be: 5.745895525 (terrain aware) 5.745895525 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 61] ADVANCE from elapsed time = 120 to 122 with dt = 2 Making slow rhs at time 120 for fast variables advancing from 120 to 120.6666666667 Fast time integration at level 0 from 120 to 120.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 120 to 120.6666666667 with dt = 0.6666666666667 using RHS created at 120 Making slow rhs at time 120.6666666667 for fast variables advancing from 120 to 121 Fast time integration at level 0 from 120 to 120.5 with dt = 0.5 Fast time integration at level 0 from 120.5 to 121 with dt = 0.5 Time integration of scalars at level 0 from 120 to 121 with dt = 1 using RHS created at 120.6666666667 Making slow rhs at time 121 for fast variables advancing from 120 to 122 Fast time integration at level 0 from 120 to 120.5 with dt = 0.5 Fast time integration at level 0 from 120.5 to 121 with dt = 0.5 Fast time integration at level 0 from 121 to 121.5 with dt = 0.5 Fast time integration at level 0 from 121.5 to 122 with dt = 0.5 Time integration of scalars at level 0 from 120 to 122 with dt = 2 using RHS created at 121 Done with advance_dycore at level 0 [Level 0 step 61] Advanced 4096 cells [Level 1 step 61] ADVANCE from elapsed time = 120 to 122 with dt = 2 Making slow rhs at time 120 for fast variables advancing from 120 to 122 No-substepping time integration at level 1 to 122 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.735331177e-05 0.0005475303506 and volume-weighted sum 11934.44092 Subtracting 3.884909154e-06 from rhs in subdomain 0 Sum after subtraction 3.252606517e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.346840262e-05 MLMG: Initial residual (resid0) = 5.346840262e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.663850342e-11, 1.43334193e-06 MLMG: Timers: Solve = 0.00146513 Iter = 0.001251623 Bottom = 0.000144166 Time in solve 0.001812224 Max/L2 norm of divergence after solve at level 1 : 3.884974597e-06 0.0002153235212 and volume-weighted sum 11934.44092 Time integration of scalars at level 1 from 120 to 122 with dt = 2 using RHS created at 120 Making slow rhs at time 122 for fast variables advancing from 120 to 122 No-substepping time integration at level 1 to 122 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 3.887029873e-05 0.00049645424 and volume-weighted sum 11934.44092 Subtracting 3.884909154e-06 from rhs in subdomain 0 Sum after subtraction 2.970713953e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.082591881e-05 MLMG: Initial residual (resid0) = 4.082591881e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.756413331e-11, 1.409989903e-06 MLMG: Timers: Solve = 0.00146524 Iter = 0.001248606 Bottom = 0.000148647 Time in solve 0.001809644 Max/L2 norm of divergence after solve at level 1 : 3.8849632e-06 0.0002153235212 and volume-weighted sum 11934.44092 Time integration of scalars at level 1 from 120 to 122 with dt = 2 using RHS created at 122 Done with advance_dycore at level 1 [Level 1 step 61] Advanced 3072 cells Coarse STEP 61 ends. TIME = 122 DT = 2 Timestep time = 0.023762583 seconds. Coarse STEP 62 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.608066479 (terrain aware) 1.608066479 (terrain unaware) Anelastic dt at level 0 would be: 11.55485942 (terrain aware) 11.55485942 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2817675467 (terrain aware) 0.2817675467 (terrain unaware) Anelastic dt at level 1 would be: 5.679587249 (terrain aware) 5.679587249 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 62] ADVANCE from elapsed time = 122 to 124 with dt = 2 Making slow rhs at time 122 for fast variables advancing from 122 to 122.6666666667 Fast time integration at level 0 from 122 to 122.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 122 to 122.6666666667 with dt = 0.6666666666667 using RHS created at 122 Making slow rhs at time 122.6666666667 for fast variables advancing from 122 to 123 Fast time integration at level 0 from 122 to 122.5 with dt = 0.5 Fast time integration at level 0 from 122.5 to 123 with dt = 0.5 Time integration of scalars at level 0 from 122 to 123 with dt = 1 using RHS created at 122.6666666667 Making slow rhs at time 123 for fast variables advancing from 122 to 124 Fast time integration at level 0 from 122 to 122.5 with dt = 0.5 Fast time integration at level 0 from 122.5 to 123 with dt = 0.5 Fast time integration at level 0 from 123 to 123.5 with dt = 0.5 Fast time integration at level 0 from 123.5 to 124 with dt = 0.5 Time integration of scalars at level 0 from 122 to 124 with dt = 2 using RHS created at 123 Done with advance_dycore at level 0 [Level 0 step 62] Advanced 4096 cells [Level 1 step 62] ADVANCE from elapsed time = 122 to 124 with dt = 2 Making slow rhs at time 122 for fast variables advancing from 122 to 124 No-substepping time integration at level 1 to 124 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.092242235e-05 0.0005200067132 and volume-weighted sum 12471.70843 Subtracting 4.059800922e-06 from rhs in subdomain 0 Sum after subtraction -5.312590645e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.248777805e-05 MLMG: Initial residual (resid0) = 4.248777805e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.19672226e-11, 1.458471717e-06 MLMG: Timers: Solve = 0.001473532 Iter = 0.001249808 Bottom = 0.000145445 Time in solve 0.001816742 Max/L2 norm of divergence after solve at level 1 : 4.059861715e-06 0.0002250170069 and volume-weighted sum 12471.70843 Time integration of scalars at level 1 from 122 to 124 with dt = 2 using RHS created at 122 Making slow rhs at time 124 for fast variables advancing from 122 to 124 No-substepping time integration at level 1 to 124 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.074593696e-05 0.0005115344935 and volume-weighted sum 12471.70843 Subtracting 4.059800922e-06 from rhs in subdomain 0 Sum after subtraction -1.528725063e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.26741611e-05 MLMG: Initial residual (resid0) = 4.26741611e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.895730203e-11, 1.381569092e-06 MLMG: Timers: Solve = 0.001479228 Iter = 0.001257679 Bottom = 0.000148048 Time in solve 0.001823517 Max/L2 norm of divergence after solve at level 1 : 4.059855884e-06 0.0002250170069 and volume-weighted sum 12471.70843 Time integration of scalars at level 1 from 122 to 124 with dt = 2 using RHS created at 124 Done with advance_dycore at level 1 [Level 1 step 62] Advanced 3072 cells Coarse STEP 62 ends. TIME = 124 DT = 2 Timestep time = 0.022545739 seconds. Coarse STEP 63 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.604730485 (terrain aware) 1.604730485 (terrain unaware) Anelastic dt at level 0 would be: 11.46068435 (terrain aware) 11.46068435 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2816076728 (terrain aware) 0.2816076728 (terrain unaware) Anelastic dt at level 1 would be: 5.617361433 (terrain aware) 5.617361433 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 63] ADVANCE from elapsed time = 124 to 126 with dt = 2 Making slow rhs at time 124 for fast variables advancing from 124 to 124.6666666667 Fast time integration at level 0 from 124 to 124.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 124 to 124.6666666667 with dt = 0.6666666666667 using RHS created at 124 Making slow rhs at time 124.6666666667 for fast variables advancing from 124 to 125 Fast time integration at level 0 from 124 to 124.5 with dt = 0.5 Fast time integration at level 0 from 124.5 to 125 with dt = 0.5 Time integration of scalars at level 0 from 124 to 125 with dt = 1 using RHS created at 124.6666666667 Making slow rhs at time 125 for fast variables advancing from 124 to 126 Fast time integration at level 0 from 124 to 124.5 with dt = 0.5 Fast time integration at level 0 from 124.5 to 125 with dt = 0.5 Fast time integration at level 0 from 125 to 125.5 with dt = 0.5 Fast time integration at level 0 from 125.5 to 126 with dt = 0.5 Time integration of scalars at level 0 from 124 to 126 with dt = 2 using RHS created at 125 Done with advance_dycore at level 0 [Level 0 step 63] Advanced 4096 cells [Level 1 step 63] ADVANCE from elapsed time = 124 to 126 with dt = 2 Making slow rhs at time 124 for fast variables advancing from 124 to 126 No-substepping time integration at level 1 to 126 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.361174712e-05 0.0005644286442 and volume-weighted sum 12970.45534 Subtracting 4.222153433e-06 from rhs in subdomain 0 Sum after subtraction 3.252606517e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.423306478e-05 MLMG: Initial residual (resid0) = 4.423306478e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.181359708e-11, 1.6235275e-06 MLMG: Timers: Solve = 0.001490051 Iter = 0.001270639 Bottom = 0.000150169 Time in solve 0.001836221 Max/L2 norm of divergence after solve at level 1 : 4.222210087e-06 0.0002340154964 and volume-weighted sum 12970.45534 Time integration of scalars at level 1 from 124 to 126 with dt = 2 using RHS created at 124 Making slow rhs at time 126 for fast variables advancing from 124 to 126 No-substepping time integration at level 1 to 126 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.228456549e-05 0.0005265929027 and volume-weighted sum 12970.45534 Subtracting 4.222153433e-06 from rhs in subdomain 0 Sum after subtraction 2.287666584e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.44028669e-05 MLMG: Initial residual (resid0) = 4.44028669e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.041235691e-11, 1.360550819e-06 MLMG: Timers: Solve = 0.001481149 Iter = 0.001264247 Bottom = 0.000147786 Time in solve 0.001827561 Max/L2 norm of divergence after solve at level 1 : 4.222209323e-06 0.0002340154964 and volume-weighted sum 12970.45534 Time integration of scalars at level 1 from 124 to 126 with dt = 2 using RHS created at 126 Done with advance_dycore at level 1 [Level 1 step 63] Advanced 3072 cells Coarse STEP 63 ends. TIME = 126 DT = 2 Timestep time = 0.022603953 seconds. Coarse STEP 64 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.601396171 (terrain aware) 1.601396171 (terrain unaware) Anelastic dt at level 0 would be: 11.38241366 (terrain aware) 11.38241366 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2814449131 (terrain aware) 0.2814449131 (terrain unaware) Anelastic dt at level 1 would be: 5.559119827 (terrain aware) 5.559119827 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 64] ADVANCE from elapsed time = 126 to 128 with dt = 2 Making slow rhs at time 126 for fast variables advancing from 126 to 126.6666666667 Fast time integration at level 0 from 126 to 126.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 126 to 126.6666666667 with dt = 0.6666666666667 using RHS created at 126 Making slow rhs at time 126.6666666667 for fast variables advancing from 126 to 127 Fast time integration at level 0 from 126 to 126.5 with dt = 0.5 Fast time integration at level 0 from 126.5 to 127 with dt = 0.5 Time integration of scalars at level 0 from 126 to 127 with dt = 1 using RHS created at 126.6666666667 Making slow rhs at time 127 for fast variables advancing from 126 to 128 Fast time integration at level 0 from 126 to 126.5 with dt = 0.5 Fast time integration at level 0 from 126.5 to 127 with dt = 0.5 Fast time integration at level 0 from 127 to 127.5 with dt = 0.5 Fast time integration at level 0 from 127.5 to 128 with dt = 0.5 Time integration of scalars at level 0 from 126 to 128 with dt = 2 using RHS created at 127 Done with advance_dycore at level 0 [Level 0 step 64] Advanced 4096 cells [Level 1 step 64] ADVANCE from elapsed time = 126 to 128 with dt = 2 Making slow rhs at time 126 for fast variables advancing from 126 to 128 No-substepping time integration at level 1 to 128 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.470441962e-05 0.0005904150721 and volume-weighted sum 13369.93063 Subtracting 4.352190961e-06 from rhs in subdomain 0 Sum after subtraction -4.217546451e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.905661058e-05 MLMG: Initial residual (resid0) = 5.905661058e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.315190101e-11, 1.408003273e-06 MLMG: Timers: Solve = 0.001475732 Iter = 0.001258553 Bottom = 0.000149611 Time in solve 0.001823864 Max/L2 norm of divergence after solve at level 1 : 4.352243045e-06 0.0002412229078 and volume-weighted sum 13369.93063 Time integration of scalars at level 1 from 126 to 128 with dt = 2 using RHS created at 126 Making slow rhs at time 128 for fast variables advancing from 126 to 128 No-substepping time integration at level 1 to 128 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.356096944e-05 0.0005410762671 and volume-weighted sum 13369.93063 Subtracting 4.352190961e-06 from rhs in subdomain 0 Sum after subtraction -3.567025147e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.59536329e-05 MLMG: Initial residual (resid0) = 4.59536329e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.195119608e-11, 1.348124015e-06 MLMG: Timers: Solve = 0.001732804 Iter = 0.001517396 Bottom = 0.000149171 Time in solve 0.002078797 Max/L2 norm of divergence after solve at level 1 : 4.352247783e-06 0.0002412229078 and volume-weighted sum 13369.93063 Time integration of scalars at level 1 from 126 to 128 with dt = 2 using RHS created at 128 Done with advance_dycore at level 1 [Level 1 step 64] Advanced 3072 cells Coarse STEP 64 ends. TIME = 128 DT = 2 Timestep time = 0.023098492 seconds. Coarse STEP 65 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.598092364 (terrain aware) 1.598092364 (terrain unaware) Anelastic dt at level 0 would be: 11.3017101 (terrain aware) 11.3017101 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2812792995 (terrain aware) 0.2812792995 (terrain unaware) Anelastic dt at level 1 would be: 5.503619523 (terrain aware) 5.503619523 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 65] ADVANCE from elapsed time = 128 to 130 with dt = 2 Making slow rhs at time 128 for fast variables advancing from 128 to 128.6666666667 Fast time integration at level 0 from 128 to 128.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 128 to 128.6666666667 with dt = 0.6666666666667 using RHS created at 128 Making slow rhs at time 128.6666666667 for fast variables advancing from 128 to 129 Fast time integration at level 0 from 128 to 128.5 with dt = 0.5 Fast time integration at level 0 from 128.5 to 129 with dt = 0.5 Time integration of scalars at level 0 from 128 to 129 with dt = 1 using RHS created at 128.6666666667 Making slow rhs at time 129 for fast variables advancing from 128 to 130 Fast time integration at level 0 from 128 to 128.5 with dt = 0.5 Fast time integration at level 0 from 128.5 to 129 with dt = 0.5 Fast time integration at level 0 from 129 to 129.5 with dt = 0.5 Fast time integration at level 0 from 129.5 to 130 with dt = 0.5 Time integration of scalars at level 0 from 128 to 130 with dt = 2 using RHS created at 129 Done with advance_dycore at level 0 [Level 0 step 65] Advanced 4096 cells [Level 1 step 65] ADVANCE from elapsed time = 128 to 130 with dt = 2 Making slow rhs at time 128 for fast variables advancing from 128 to 130 No-substepping time integration at level 1 to 130 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.586631003e-05 0.0005766122512 and volume-weighted sum 13593.7386 Subtracting 4.425045117e-06 from rhs in subdomain 0 Sum after subtraction -6.396792818e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.711568157e-05 MLMG: Initial residual (resid0) = 4.711568157e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.793342179e-11, 1.65408669e-06 MLMG: Timers: Solve = 0.001747528 Iter = 0.00153308 Bottom = 0.00014545 Time in solve 0.002084361 Max/L2 norm of divergence after solve at level 1 : 4.42509457e-06 0.000245260895 and volume-weighted sum 13593.7386 Time integration of scalars at level 1 from 128 to 130 with dt = 2 using RHS created at 128 Making slow rhs at time 130 for fast variables advancing from 128 to 130 No-substepping time integration at level 1 to 130 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.558947807e-05 0.0005544821805 and volume-weighted sum 13593.7386 Subtracting 4.425045117e-06 from rhs in subdomain 0 Sum after subtraction -2.005774019e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.725603699e-05 MLMG: Initial residual (resid0) = 4.725603699e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.355542898e-11, 1.344916608e-06 MLMG: Timers: Solve = 0.001486923 Iter = 0.001268009 Bottom = 0.000149153 Time in solve 0.001830083 Max/L2 norm of divergence after solve at level 1 : 4.425102798e-06 0.000245260895 and volume-weighted sum 13593.7386 Time integration of scalars at level 1 from 128 to 130 with dt = 2 using RHS created at 130 Done with advance_dycore at level 1 [Level 1 step 65] Advanced 3072 cells Coarse STEP 65 ends. TIME = 130 DT = 2 Timestep time = 0.022821143 seconds. Coarse STEP 66 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.594831703 (terrain aware) 1.594831703 (terrain unaware) Anelastic dt at level 0 would be: 11.22118163 (terrain aware) 11.22118163 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2811109055 (terrain aware) 0.2811109055 (terrain unaware) Anelastic dt at level 1 would be: 5.449434198 (terrain aware) 5.449434198 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 66] ADVANCE from elapsed time = 130 to 132 with dt = 2 Making slow rhs at time 130 for fast variables advancing from 130 to 130.6666666667 Fast time integration at level 0 from 130 to 130.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 130 to 130.6666666667 with dt = 0.6666666666667 using RHS created at 130 Making slow rhs at time 130.6666666667 for fast variables advancing from 130 to 131 Fast time integration at level 0 from 130 to 130.5 with dt = 0.5 Fast time integration at level 0 from 130.5 to 131 with dt = 0.5 Time integration of scalars at level 0 from 130 to 131 with dt = 1 using RHS created at 130.6666666667 Making slow rhs at time 131 for fast variables advancing from 130 to 132 Fast time integration at level 0 from 130 to 130.5 with dt = 0.5 Fast time integration at level 0 from 130.5 to 131 with dt = 0.5 Fast time integration at level 0 from 131 to 131.5 with dt = 0.5 Fast time integration at level 0 from 131.5 to 132 with dt = 0.5 Time integration of scalars at level 0 from 130 to 132 with dt = 2 using RHS created at 131 Done with advance_dycore at level 0 [Level 0 step 66] Advanced 4096 cells [Level 1 step 66] ADVANCE from elapsed time = 130 to 132 with dt = 2 Making slow rhs at time 130 for fast variables advancing from 130 to 132 No-substepping time integration at level 1 to 132 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.020419394e-05 0.0006075384819 and volume-weighted sum 13590.33145 Subtracting 4.42393602e-06 from rhs in subdomain 0 Sum after subtraction -4.239230494e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.462812996e-05 MLMG: Initial residual (resid0) = 6.462812996e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.940845986e-11, 1.383429474e-06 MLMG: Timers: Solve = 0.001475412 Iter = 0.00125906 Bottom = 0.000152023 Time in solve 0.001816714 Max/L2 norm of divergence after solve at level 1 : 4.423985613e-06 0.0002451994226 and volume-weighted sum 13590.33145 Time integration of scalars at level 1 from 130 to 132 with dt = 2 using RHS created at 130 Making slow rhs at time 132 for fast variables advancing from 130 to 132 No-substepping time integration at level 1 to 132 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.712425993e-05 0.0005665258991 and volume-weighted sum 13590.33145 Subtracting 4.42393602e-06 from rhs in subdomain 0 Sum after subtraction -3.892285799e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.962779459e-05 MLMG: Initial residual (resid0) = 4.962779459e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.511091513e-11, 1.31198486e-06 MLMG: Timers: Solve = 0.001476728 Iter = 0.001257048 Bottom = 0.000148188 Time in solve 0.001822314 Max/L2 norm of divergence after solve at level 1 : 4.423994403e-06 0.0002451994226 and volume-weighted sum 13590.33145 Time integration of scalars at level 1 from 130 to 132 with dt = 2 using RHS created at 132 Done with advance_dycore at level 1 [Level 1 step 66] Advanced 3072 cells Coarse STEP 66 ends. TIME = 132 DT = 2 Timestep time = 0.022556754 seconds. Coarse STEP 67 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.59160358 (terrain aware) 1.59160358 (terrain unaware) Anelastic dt at level 0 would be: 11.15458819 (terrain aware) 11.15458819 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2809398248 (terrain aware) 0.2809398248 (terrain unaware) Anelastic dt at level 1 would be: 5.399057575 (terrain aware) 5.399057575 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 67] ADVANCE from elapsed time = 132 to 134 with dt = 2 Making slow rhs at time 132 for fast variables advancing from 132 to 132.6666666667 Fast time integration at level 0 from 132 to 132.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 132 to 132.6666666667 with dt = 0.6666666666667 using RHS created at 132 Making slow rhs at time 132.6666666667 for fast variables advancing from 132 to 133 Fast time integration at level 0 from 132 to 132.5 with dt = 0.5 Fast time integration at level 0 from 132.5 to 133 with dt = 0.5 Time integration of scalars at level 0 from 132 to 133 with dt = 1 using RHS created at 132.6666666667 Making slow rhs at time 133 for fast variables advancing from 132 to 134 Fast time integration at level 0 from 132 to 132.5 with dt = 0.5 Fast time integration at level 0 from 132.5 to 133 with dt = 0.5 Fast time integration at level 0 from 133 to 133.5 with dt = 0.5 Fast time integration at level 0 from 133.5 to 134 with dt = 0.5 Time integration of scalars at level 0 from 132 to 134 with dt = 2 using RHS created at 133 Done with advance_dycore at level 0 [Level 0 step 67] Advanced 4096 cells [Level 1 step 67] ADVANCE from elapsed time = 132 to 134 with dt = 2 Making slow rhs at time 132 for fast variables advancing from 132 to 134 No-substepping time integration at level 1 to 134 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.948650728e-05 0.0006387345417 and volume-weighted sum 13375.95738 Subtracting 4.354152794e-06 from rhs in subdomain 0 Sum after subtraction 6.613633252e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.384066007e-05 MLMG: Initial residual (resid0) = 8.384066007e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 4.886444687e-12, 5.828251689e-08 MLMG: Timers: Solve = 0.001710662 Iter = 0.001500045 Bottom = 0.000173414 Time in solve 0.002058407 Max/L2 norm of divergence after solve at level 1 : 4.35415768e-06 0.0002413316436 and volume-weighted sum 13375.95738 Time integration of scalars at level 1 from 132 to 134 with dt = 2 using RHS created at 132 Making slow rhs at time 134 for fast variables advancing from 132 to 134 No-substepping time integration at level 1 to 134 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 4.835266548e-05 0.0005772525839 and volume-weighted sum 13375.95738 Subtracting 4.354152794e-06 from rhs in subdomain 0 Sum after subtraction 5.106592232e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.210510962e-05 MLMG: Initial residual (resid0) = 5.210510962e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.646310835e-11, 1.275558363e-06 MLMG: Timers: Solve = 0.001489374 Iter = 0.001276521 Bottom = 0.000148857 Time in solve 0.00182872 Max/L2 norm of divergence after solve at level 1 : 4.354211699e-06 0.0002413316436 and volume-weighted sum 13375.95738 Time integration of scalars at level 1 from 132 to 134 with dt = 2 using RHS created at 134 Done with advance_dycore at level 1 [Level 1 step 67] Advanced 3072 cells Coarse STEP 67 ends. TIME = 134 DT = 2 Timestep time = 0.022985417 seconds. Coarse STEP 68 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.588403771 (terrain aware) 1.588403771 (terrain unaware) Anelastic dt at level 0 would be: 11.10431536 (terrain aware) 11.10431536 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.280763634 (terrain aware) 0.280763634 (terrain unaware) Anelastic dt at level 1 would be: 5.352346555 (terrain aware) 5.352346555 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 68] ADVANCE from elapsed time = 134 to 136 with dt = 2 Making slow rhs at time 134 for fast variables advancing from 134 to 134.6666666667 Fast time integration at level 0 from 134 to 134.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 134 to 134.6666666667 with dt = 0.6666666666667 using RHS created at 134 Making slow rhs at time 134.6666666667 for fast variables advancing from 134 to 135 Fast time integration at level 0 from 134 to 134.5 with dt = 0.5 Fast time integration at level 0 from 134.5 to 135 with dt = 0.5 Time integration of scalars at level 0 from 134 to 135 with dt = 1 using RHS created at 134.6666666667 Making slow rhs at time 135 for fast variables advancing from 134 to 136 Fast time integration at level 0 from 134 to 134.5 with dt = 0.5 Fast time integration at level 0 from 134.5 to 135 with dt = 0.5 Fast time integration at level 0 from 135 to 135.5 with dt = 0.5 Fast time integration at level 0 from 135.5 to 136 with dt = 0.5 Time integration of scalars at level 0 from 134 to 136 with dt = 2 using RHS created at 135 Done with advance_dycore at level 0 [Level 0 step 68] Advanced 4096 cells [Level 1 step 68] ADVANCE from elapsed time = 134 to 136 with dt = 2 Making slow rhs at time 134 for fast variables advancing from 134 to 136 No-substepping time integration at level 1 to 136 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.080346099e-05 0.0006232380933 and volume-weighted sum 13041.71178 Subtracting 4.245348885e-06 from rhs in subdomain 0 Sum after subtraction -5.898059818e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.423176842e-05 MLMG: Initial residual (resid0) = 5.423176842e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 4.979905e-12, 9.182634358e-08 MLMG: Timers: Solve = 0.00169941 Iter = 0.001481752 Bottom = 0.00017357 Time in solve 0.00203712 Max/L2 norm of divergence after solve at level 1 : 4.245353865e-06 0.0002353011189 and volume-weighted sum 13041.71178 Time integration of scalars at level 1 from 134 to 136 with dt = 2 using RHS created at 134 Making slow rhs at time 136 for fast variables advancing from 134 to 136 No-substepping time integration at level 1 to 136 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.048344318e-05 0.0005874307196 and volume-weighted sum 13041.71178 Subtracting 4.245348885e-06 from rhs in subdomain 0 Sum after subtraction -6.526897078e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.440435672e-05 MLMG: Initial residual (resid0) = 5.440435672e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.758042196e-11, 1.242187686e-06 MLMG: Timers: Solve = 0.001476863 Iter = 0.001261442 Bottom = 0.000149712 Time in solve 0.001814315 Max/L2 norm of divergence after solve at level 1 : 4.245408137e-06 0.0002353011189 and volume-weighted sum 13041.71178 Time integration of scalars at level 1 from 134 to 136 with dt = 2 using RHS created at 136 Done with advance_dycore at level 1 [Level 1 step 68] Advanced 3072 cells Coarse STEP 68 ends. TIME = 136 DT = 2 Timestep time = 0.022963648 seconds. Coarse STEP 69 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.58524514 (terrain aware) 1.58524514 (terrain unaware) Anelastic dt at level 0 would be: 11.05913008 (terrain aware) 11.05913008 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.280584022 (terrain aware) 0.280584022 (terrain unaware) Anelastic dt at level 1 would be: 5.309144189 (terrain aware) 5.309144189 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 69] ADVANCE from elapsed time = 136 to 138 with dt = 2 Making slow rhs at time 136 for fast variables advancing from 136 to 136.6666666667 Fast time integration at level 0 from 136 to 136.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 136 to 136.6666666667 with dt = 0.6666666666667 using RHS created at 136 Making slow rhs at time 136.6666666667 for fast variables advancing from 136 to 137 Fast time integration at level 0 from 136 to 136.5 with dt = 0.5 Fast time integration at level 0 from 136.5 to 137 with dt = 0.5 Time integration of scalars at level 0 from 136 to 137 with dt = 1 using RHS created at 136.6666666667 Making slow rhs at time 137 for fast variables advancing from 136 to 138 Fast time integration at level 0 from 136 to 136.5 with dt = 0.5 Fast time integration at level 0 from 136.5 to 137 with dt = 0.5 Fast time integration at level 0 from 137 to 137.5 with dt = 0.5 Fast time integration at level 0 from 137.5 to 138 with dt = 0.5 Time integration of scalars at level 0 from 136 to 138 with dt = 2 using RHS created at 137 Done with advance_dycore at level 0 [Level 0 step 69] Advanced 4096 cells [Level 1 step 69] ADVANCE from elapsed time = 136 to 138 with dt = 2 Making slow rhs at time 136 for fast variables advancing from 136 to 138 No-substepping time integration at level 1 to 138 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.239087168e-05 0.000632783264 and volume-weighted sum 12705.19282 Subtracting 4.135804953e-06 from rhs in subdomain 0 Sum after subtraction -5.128276276e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.634901903e-05 MLMG: Initial residual (resid0) = 5.634901903e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.714596287e-11, 1.724004509e-06 MLMG: Timers: Solve = 0.001473968 Iter = 0.00124842 Bottom = 0.000148216 Time in solve 0.001816011 Max/L2 norm of divergence after solve at level 1 : 4.135854314e-06 0.0002292295779 and volume-weighted sum 12705.19282 Time integration of scalars at level 1 from 136 to 138 with dt = 2 using RHS created at 136 Making slow rhs at time 138 for fast variables advancing from 136 to 138 No-substepping time integration at level 1 to 138 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.230003929e-05 0.0005982418354 and volume-weighted sum 12705.19282 Subtracting 4.135804953e-06 from rhs in subdomain 0 Sum after subtraction -8.67361738e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.643584424e-05 MLMG: Initial residual (resid0) = 5.643584424e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.862409558e-11, 1.215966493e-06 MLMG: Timers: Solve = 0.001480285 Iter = 0.001256023 Bottom = 0.000149173 Time in solve 0.001818654 Max/L2 norm of divergence after solve at level 1 : 4.135864374e-06 0.0002292295779 and volume-weighted sum 12705.19282 Time integration of scalars at level 1 from 136 to 138 with dt = 2 using RHS created at 138 Done with advance_dycore at level 1 [Level 1 step 69] Advanced 3072 cells Coarse STEP 69 ends. TIME = 138 DT = 2 Timestep time = 0.022866326 seconds. Coarse STEP 70 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.582132055 (terrain aware) 1.582132055 (terrain unaware) Anelastic dt at level 0 would be: 11.0070725 (terrain aware) 11.0070725 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2804010924 (terrain aware) 0.2804010924 (terrain unaware) Anelastic dt at level 1 would be: 5.269282137 (terrain aware) 5.269282137 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 70] ADVANCE from elapsed time = 138 to 140 with dt = 2 Making slow rhs at time 138 for fast variables advancing from 138 to 138.6666666667 Fast time integration at level 0 from 138 to 138.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 138 to 138.6666666667 with dt = 0.6666666666667 using RHS created at 138 Making slow rhs at time 138.6666666667 for fast variables advancing from 138 to 139 Fast time integration at level 0 from 138 to 138.5 with dt = 0.5 Fast time integration at level 0 from 138.5 to 139 with dt = 0.5 Time integration of scalars at level 0 from 138 to 139 with dt = 1 using RHS created at 138.6666666667 Making slow rhs at time 139 for fast variables advancing from 138 to 140 Fast time integration at level 0 from 138 to 138.5 with dt = 0.5 Fast time integration at level 0 from 138.5 to 139 with dt = 0.5 Fast time integration at level 0 from 139 to 139.5 with dt = 0.5 Fast time integration at level 0 from 139.5 to 140 with dt = 0.5 Time integration of scalars at level 0 from 138 to 140 with dt = 2 using RHS created at 139 Done with advance_dycore at level 0 [Level 0 step 70] Advanced 4096 cells [Level 1 step 70] ADVANCE from elapsed time = 138 to 140 with dt = 2 Making slow rhs at time 138 for fast variables advancing from 138 to 140 No-substepping time integration at level 1 to 140 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.805571393e-05 0.0006724769377 and volume-weighted sum 12444.23331 Subtracting 4.050857197e-06 from rhs in subdomain 0 Sum after subtraction -3.371868756e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.210657112e-05 MLMG: Initial residual (resid0) = 6.210657112e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.038528893e-12, 8.112714648e-08 MLMG: Timers: Solve = 0.001691791 Iter = 0.00146768 Bottom = 0.000172655 Time in solve 0.002031354 Max/L2 norm of divergence after solve at level 1 : 4.050862235e-06 0.0002245212953 and volume-weighted sum 12444.23331 Time integration of scalars at level 1 from 138 to 140 with dt = 2 using RHS created at 138 Making slow rhs at time 140 for fast variables advancing from 138 to 140 No-substepping time integration at level 1 to 140 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.404038046e-05 0.0006100632468 and volume-weighted sum 12444.23331 Subtracting 4.050857197e-06 from rhs in subdomain 0 Sum after subtraction -5.605325232e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.809123766e-05 MLMG: Initial residual (resid0) = 5.809123766e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.979749467e-11, 1.201515022e-06 MLMG: Timers: Solve = 0.001476499 Iter = 0.001260206 Bottom = 0.000148758 Time in solve 0.00182438 Max/L2 norm of divergence after solve at level 1 : 4.05091659e-06 0.0002245212953 and volume-weighted sum 12444.23331 Time integration of scalars at level 1 from 138 to 140 with dt = 2 using RHS created at 140 Done with advance_dycore at level 1 [Level 1 step 70] Advanced 3072 cells Coarse STEP 70 ends. TIME = 140 DT = 2 Timestep time = 0.022883691 seconds. Coarse STEP 71 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.579060252 (terrain aware) 1.579060252 (terrain unaware) Anelastic dt at level 0 would be: 10.94562139 (terrain aware) 10.94562139 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2802145847 (terrain aware) 0.2802145847 (terrain unaware) Anelastic dt at level 1 would be: 5.232591578 (terrain aware) 5.232591578 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 71] ADVANCE from elapsed time = 140 to 142 with dt = 2 Making slow rhs at time 140 for fast variables advancing from 140 to 140.6666666667 Fast time integration at level 0 from 140 to 140.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 140 to 140.6666666667 with dt = 0.6666666666667 using RHS created at 140 Making slow rhs at time 140.6666666667 for fast variables advancing from 140 to 141 Fast time integration at level 0 from 140 to 140.5 with dt = 0.5 Fast time integration at level 0 from 140.5 to 141 with dt = 0.5 Time integration of scalars at level 0 from 140 to 141 with dt = 1 using RHS created at 140.6666666667 Making slow rhs at time 141 for fast variables advancing from 140 to 142 Fast time integration at level 0 from 140 to 140.5 with dt = 0.5 Fast time integration at level 0 from 140.5 to 141 with dt = 0.5 Fast time integration at level 0 from 141 to 141.5 with dt = 0.5 Fast time integration at level 0 from 141.5 to 142 with dt = 0.5 Time integration of scalars at level 0 from 140 to 142 with dt = 2 using RHS created at 141 Done with advance_dycore at level 0 [Level 0 step 71] Advanced 4096 cells [Level 1 step 71] ADVANCE from elapsed time = 140 to 142 with dt = 2 Making slow rhs at time 140 for fast variables advancing from 140 to 142 No-substepping time integration at level 1 to 142 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.626156339e-05 0.0006644770784 and volume-weighted sum 12269.35551 Subtracting 3.99393083e-06 from rhs in subdomain 0 Sum after subtraction 6.711211448e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.930843326e-05 MLMG: Initial residual (resid0) = 5.930843326e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.123020472e-11, 1.538233261e-06 MLMG: Timers: Solve = 0.001478688 Iter = 0.001249606 Bottom = 0.000145344 Time in solve 0.001815516 Max/L2 norm of divergence after solve at level 1 : 3.993979207e-06 0.0002213661158 and volume-weighted sum 12269.35551 Time integration of scalars at level 1 from 140 to 142 with dt = 2 using RHS created at 140 Making slow rhs at time 142 for fast variables advancing from 140 to 142 No-substepping time integration at level 1 to 142 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.592692457e-05 0.0006228751609 and volume-weighted sum 12269.35551 Subtracting 3.99393083e-06 from rhs in subdomain 0 Sum after subtraction 6.396792818e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.924373593e-05 MLMG: Initial residual (resid0) = 5.924373593e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.113264321e-11, 1.200677879e-06 MLMG: Timers: Solve = 0.001484551 Iter = 0.001267525 Bottom = 0.000148593 Time in solve 0.001824113 Max/L2 norm of divergence after solve at level 1 : 3.993989979e-06 0.0002213661158 and volume-weighted sum 12269.35551 Time integration of scalars at level 1 from 140 to 142 with dt = 2 using RHS created at 142 Done with advance_dycore at level 1 [Level 1 step 71] Advanced 3072 cells Coarse STEP 71 ends. TIME = 142 DT = 2 Timestep time = 0.023422454 seconds. Coarse STEP 72 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.576040162 (terrain aware) 1.576040162 (terrain unaware) Anelastic dt at level 0 would be: 10.87913035 (terrain aware) 10.87913035 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.280024352 (terrain aware) 0.280024352 (terrain unaware) Anelastic dt at level 1 would be: 5.196767971 (terrain aware) 5.196767971 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 72] ADVANCE from elapsed time = 142 to 144 with dt = 2 Making slow rhs at time 142 for fast variables advancing from 142 to 142.6666666667 Fast time integration at level 0 from 142 to 142.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 142 to 142.6666666667 with dt = 0.6666666666667 using RHS created at 142 Making slow rhs at time 142.6666666667 for fast variables advancing from 142 to 143 Fast time integration at level 0 from 142 to 142.5 with dt = 0.5 Fast time integration at level 0 from 142.5 to 143 with dt = 0.5 Time integration of scalars at level 0 from 142 to 143 with dt = 1 using RHS created at 142.6666666667 Making slow rhs at time 143 for fast variables advancing from 142 to 144 Fast time integration at level 0 from 142 to 142.5 with dt = 0.5 Fast time integration at level 0 from 142.5 to 143 with dt = 0.5 Fast time integration at level 0 from 143 to 143.5 with dt = 0.5 Fast time integration at level 0 from 143.5 to 144 with dt = 0.5 Time integration of scalars at level 0 from 142 to 144 with dt = 2 using RHS created at 143 Done with advance_dycore at level 0 [Level 0 step 72] Advanced 4096 cells [Level 1 step 72] ADVANCE from elapsed time = 142 to 144 with dt = 2 Making slow rhs at time 142 for fast variables advancing from 142 to 144 No-substepping time integration at level 1 to 144 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.834979433e-05 0.0006516319014 and volume-weighted sum 12154.8415 Subtracting 3.956654135e-06 from rhs in subdomain 0 Sum after subtraction 9.085614205e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.230644847e-05 MLMG: Initial residual (resid0) = 6.230644847e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.06496557e-11, 1.29440303e-06 MLMG: Timers: Solve = 0.00147166 Iter = 0.00125028 Bottom = 0.000146761 Time in solve 0.001814486 Max/L2 norm of divergence after solve at level 1 : 3.956706163e-06 0.0002193000317 and volume-weighted sum 12154.8415 Time integration of scalars at level 1 from 142 to 144 with dt = 2 using RHS created at 142 Making slow rhs at time 144 for fast variables advancing from 142 to 144 No-substepping time integration at level 1 to 144 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 5.850779931e-05 0.0006365973938 and volume-weighted sum 12154.8415 Subtracting 3.956654135e-06 from rhs in subdomain 0 Sum after subtraction -9.215718466e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.246445345e-05 MLMG: Initial residual (resid0) = 6.246445345e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.250044424e-11, 1.160667231e-06 MLMG: Timers: Solve = 0.001466998 Iter = 0.001245963 Bottom = 0.000148542 Time in solve 0.001808267 Max/L2 norm of divergence after solve at level 1 : 3.95671285e-06 0.0002193000317 and volume-weighted sum 12154.8415 Time integration of scalars at level 1 from 142 to 144 with dt = 2 using RHS created at 144 Done with advance_dycore at level 1 [Level 1 step 72] Advanced 3072 cells Coarse STEP 72 ends. TIME = 144 DT = 2 Timestep time = 0.022905865 seconds. Coarse STEP 73 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.573088802 (terrain aware) 1.573088802 (terrain unaware) Anelastic dt at level 0 would be: 10.80873549 (terrain aware) 10.80873549 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2798303511 (terrain aware) 0.2798303511 (terrain unaware) Anelastic dt at level 1 would be: 5.163264541 (terrain aware) 5.163264541 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 73] ADVANCE from elapsed time = 144 to 146 with dt = 2 Making slow rhs at time 144 for fast variables advancing from 144 to 144.6666666667 Fast time integration at level 0 from 144 to 144.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 144 to 144.6666666667 with dt = 0.6666666666667 using RHS created at 144 Making slow rhs at time 144.6666666667 for fast variables advancing from 144 to 145 Fast time integration at level 0 from 144 to 144.5 with dt = 0.5 Fast time integration at level 0 from 144.5 to 145 with dt = 0.5 Time integration of scalars at level 0 from 144 to 145 with dt = 1 using RHS created at 144.6666666667 Making slow rhs at time 145 for fast variables advancing from 144 to 146 Fast time integration at level 0 from 144 to 144.5 with dt = 0.5 Fast time integration at level 0 from 144.5 to 145 with dt = 0.5 Fast time integration at level 0 from 145 to 145.5 with dt = 0.5 Fast time integration at level 0 from 145.5 to 146 with dt = 0.5 Time integration of scalars at level 0 from 144 to 146 with dt = 2 using RHS created at 145 Done with advance_dycore at level 0 [Level 0 step 73] Advanced 4096 cells [Level 1 step 73] ADVANCE from elapsed time = 144 to 146 with dt = 2 Making slow rhs at time 144 for fast variables advancing from 144 to 146 No-substepping time integration at level 1 to 146 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.150040365e-05 0.0006735286405 and volume-weighted sum 12099.27232 Subtracting 3.93856521e-06 from rhs in subdomain 0 Sum after subtraction 8.142358315e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.543896886e-05 MLMG: Initial residual (resid0) = 6.543896886e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.940681391e-11, 1.366262572e-06 MLMG: Timers: Solve = 0.001465642 Iter = 0.001242958 Bottom = 0.000147221 Time in solve 0.001803819 Max/L2 norm of divergence after solve at level 1 : 3.938622596e-06 0.0002182974417 and volume-weighted sum 12099.27232 Time integration of scalars at level 1 from 144 to 146 with dt = 2 using RHS created at 144 Making slow rhs at time 146 for fast variables advancing from 144 to 146 No-substepping time integration at level 1 to 146 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.159541941e-05 0.0006509957081 and volume-weighted sum 12099.27232 Subtracting 3.93856521e-06 from rhs in subdomain 0 Sum after subtraction 4.239230494e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.553398462e-05 MLMG: Initial residual (resid0) = 6.553398462e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.373665529e-11, 1.125166671e-06 MLMG: Timers: Solve = 0.001471769 Iter = 0.001242531 Bottom = 0.00014617 Time in solve 0.001816039 Max/L2 norm of divergence after solve at level 1 : 3.938623311e-06 0.0002182974417 and volume-weighted sum 12099.27232 Time integration of scalars at level 1 from 144 to 146 with dt = 2 using RHS created at 146 Done with advance_dycore at level 1 [Level 1 step 73] Advanced 3072 cells Coarse STEP 73 ends. TIME = 146 DT = 2 Timestep time = 0.022640751 seconds. Coarse STEP 74 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.570202689 (terrain aware) 1.570202689 (terrain unaware) Anelastic dt at level 0 would be: 10.73092438 (terrain aware) 10.73092438 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2796325276 (terrain aware) 0.2796325276 (terrain unaware) Anelastic dt at level 1 would be: 5.132677323 (terrain aware) 5.132677323 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 74] ADVANCE from elapsed time = 146 to 148 with dt = 2 Making slow rhs at time 146 for fast variables advancing from 146 to 146.6666666667 Fast time integration at level 0 from 146 to 146.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 146 to 146.6666666667 with dt = 0.6666666666667 using RHS created at 146 Making slow rhs at time 146.6666666667 for fast variables advancing from 146 to 147 Fast time integration at level 0 from 146 to 146.5 with dt = 0.5 Fast time integration at level 0 from 146.5 to 147 with dt = 0.5 Time integration of scalars at level 0 from 146 to 147 with dt = 1 using RHS created at 146.6666666667 Making slow rhs at time 147 for fast variables advancing from 146 to 148 Fast time integration at level 0 from 146 to 146.5 with dt = 0.5 Fast time integration at level 0 from 146.5 to 147 with dt = 0.5 Fast time integration at level 0 from 147 to 147.5 with dt = 0.5 Fast time integration at level 0 from 147.5 to 148 with dt = 0.5 Time integration of scalars at level 0 from 146 to 148 with dt = 2 using RHS created at 147 Done with advance_dycore at level 0 [Level 0 step 74] Advanced 4096 cells [Level 1 step 74] ADVANCE from elapsed time = 146 to 148 with dt = 2 Making slow rhs at time 146 for fast variables advancing from 146 to 148 No-substepping time integration at level 1 to 148 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.425141172e-05 0.000685928967 and volume-weighted sum 12164.90196 Subtracting 3.959929023e-06 from rhs in subdomain 0 Sum after subtraction 4.987329993e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.821134074e-05 MLMG: Initial residual (resid0) = 6.821134074e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.056926193e-11, 1.327774252e-06 MLMG: Timers: Solve = 0.001460794 Iter = 0.001243523 Bottom = 0.000144447 Time in solve 0.001806769 Max/L2 norm of divergence after solve at level 1 : 3.959991202e-06 0.0002194815444 and volume-weighted sum 12164.90196 Time integration of scalars at level 1 from 146 to 148 with dt = 2 using RHS created at 146 Making slow rhs at time 148 for fast variables advancing from 146 to 148 No-substepping time integration at level 1 to 148 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.425246494e-05 0.0006664808894 and volume-weighted sum 12164.90196 Subtracting 3.959929023e-06 from rhs in subdomain 0 Sum after subtraction 5.963111949e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.821239397e-05 MLMG: Initial residual (resid0) = 6.821239397e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.482226487e-11, 1.096901318e-06 MLMG: Timers: Solve = 0.00146935 Iter = 0.001250751 Bottom = 0.000147725 Time in solve 0.001813143 Max/L2 norm of divergence after solve at level 1 : 3.959987232e-06 0.0002194815444 and volume-weighted sum 12164.90196 Time integration of scalars at level 1 from 146 to 148 with dt = 2 using RHS created at 148 Done with advance_dycore at level 1 [Level 1 step 74] Advanced 3072 cells Coarse STEP 74 ends. TIME = 148 DT = 2 Timestep time = 0.022994054 seconds. Coarse STEP 75 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.567358426 (terrain aware) 1.567358426 (terrain unaware) Anelastic dt at level 0 would be: 10.64651135 (terrain aware) 10.64651135 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2794306947 (terrain aware) 0.2794306947 (terrain unaware) Anelastic dt at level 1 would be: 5.104844962 (terrain aware) 5.104844962 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 75] ADVANCE from elapsed time = 148 to 150 with dt = 2 Making slow rhs at time 148 for fast variables advancing from 148 to 148.6666666667 Fast time integration at level 0 from 148 to 148.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 148 to 148.6666666667 with dt = 0.6666666666667 using RHS created at 148 Making slow rhs at time 148.6666666667 for fast variables advancing from 148 to 149 Fast time integration at level 0 from 148 to 148.5 with dt = 0.5 Fast time integration at level 0 from 148.5 to 149 with dt = 0.5 Time integration of scalars at level 0 from 148 to 149 with dt = 1 using RHS created at 148.6666666667 Making slow rhs at time 149 for fast variables advancing from 148 to 150 Fast time integration at level 0 from 148 to 148.5 with dt = 0.5 Fast time integration at level 0 from 148.5 to 149 with dt = 0.5 Fast time integration at level 0 from 149 to 149.5 with dt = 0.5 Fast time integration at level 0 from 149.5 to 150 with dt = 0.5 Time integration of scalars at level 0 from 148 to 150 with dt = 2 using RHS created at 149 Done with advance_dycore at level 0 [Level 0 step 75] Advanced 4096 cells [Level 1 step 75] ADVANCE from elapsed time = 148 to 150 with dt = 2 Making slow rhs at time 148 for fast variables advancing from 148 to 150 No-substepping time integration at level 1 to 150 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.640182163e-05 0.0007009326085 and volume-weighted sum 12454.16857 Subtracting 4.054091331e-06 from rhs in subdomain 0 Sum after subtraction -2.970713953e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.045591296e-05 MLMG: Initial residual (resid0) = 7.045591296e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.80990532e-11, 1.108481175e-06 MLMG: Timers: Solve = 0.001476066 Iter = 0.001253284 Bottom = 0.000145895 Time in solve 0.001823109 Max/L2 norm of divergence after solve at level 1 : 4.054156214e-06 0.0002247005493 and volume-weighted sum 12454.16857 Time integration of scalars at level 1 from 148 to 150 with dt = 2 using RHS created at 148 Making slow rhs at time 150 for fast variables advancing from 148 to 150 No-substepping time integration at level 1 to 150 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.62864978e-05 0.0006837489125 and volume-weighted sum 12454.16857 Subtracting 4.054091331e-06 from rhs in subdomain 0 Sum after subtraction -5.290906602e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.034058913e-05 MLMG: Initial residual (resid0) = 7.034058913e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.587377776e-11, 1.078662813e-06 MLMG: Timers: Solve = 0.001471139 Iter = 0.001253088 Bottom = 0.000152115 Time in solve 0.001819287 Max/L2 norm of divergence after solve at level 1 : 4.054149846e-06 0.0002247005493 and volume-weighted sum 12454.16857 Time integration of scalars at level 1 from 148 to 150 with dt = 2 using RHS created at 150 Done with advance_dycore at level 1 [Level 1 step 75] Advanced 3072 cells Coarse STEP 75 ends. TIME = 150 DT = 2 Timestep time = 0.02269431 seconds. Coarse STEP 76 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.564095266 (terrain aware) 1.564095266 (terrain unaware) Anelastic dt at level 0 would be: 10.55048844 (terrain aware) 10.55048844 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2792245241 (terrain aware) 0.2792245241 (terrain unaware) Anelastic dt at level 1 would be: 5.079592193 (terrain aware) 5.079592193 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 76] ADVANCE from elapsed time = 150 to 152 with dt = 2 Making slow rhs at time 150 for fast variables advancing from 150 to 150.6666666667 Fast time integration at level 0 from 150 to 150.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 150 to 150.6666666667 with dt = 0.6666666666667 using RHS created at 150 Making slow rhs at time 150.6666666667 for fast variables advancing from 150 to 151 Fast time integration at level 0 from 150 to 150.5 with dt = 0.5 Fast time integration at level 0 from 150.5 to 151 with dt = 0.5 Time integration of scalars at level 0 from 150 to 151 with dt = 1 using RHS created at 150.6666666667 Making slow rhs at time 151 for fast variables advancing from 150 to 152 Fast time integration at level 0 from 150 to 150.5 with dt = 0.5 Fast time integration at level 0 from 150.5 to 151 with dt = 0.5 Fast time integration at level 0 from 151 to 151.5 with dt = 0.5 Fast time integration at level 0 from 151.5 to 152 with dt = 0.5 Time integration of scalars at level 0 from 150 to 152 with dt = 2 using RHS created at 151 Done with advance_dycore at level 0 [Level 0 step 76] Advanced 4096 cells [Level 1 step 76] ADVANCE from elapsed time = 150 to 152 with dt = 2 Making slow rhs at time 150 for fast variables advancing from 150 to 152 No-substepping time integration at level 1 to 152 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.772271751e-05 0.0007293749498 and volume-weighted sum 13027.87817 Subtracting 4.240845759e-06 from rhs in subdomain 0 Sum after subtraction -4.510281038e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.196356327e-05 MLMG: Initial residual (resid0) = 7.196356327e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.171466502e-11, 1.135500541e-06 MLMG: Timers: Solve = 0.001485045 Iter = 0.001258039 Bottom = 0.000141989 Time in solve 0.001824368 Max/L2 norm of divergence after solve at level 1 : 4.240910937e-06 0.0002350515303 and volume-weighted sum 13027.87817 Time integration of scalars at level 1 from 150 to 152 with dt = 2 using RHS created at 150 Making slow rhs at time 152 for fast variables advancing from 150 to 152 No-substepping time integration at level 1 to 152 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.749370842e-05 0.0007029342902 and volume-weighted sum 13027.87817 Subtracting 4.240845759e-06 from rhs in subdomain 0 Sum after subtraction 8.998878032e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.173455418e-05 MLMG: Initial residual (resid0) = 7.173455418e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.708559259e-11, 1.074594991e-06 MLMG: Timers: Solve = 0.001486828 Iter = 0.001260996 Bottom = 0.000142191 Time in solve 0.001823618 Max/L2 norm of divergence after solve at level 1 : 4.240904394e-06 0.0002350515303 and volume-weighted sum 13027.87817 Time integration of scalars at level 1 from 150 to 152 with dt = 2 using RHS created at 152 Done with advance_dycore at level 1 [Level 1 step 76] Advanced 3072 cells Coarse STEP 76 ends. TIME = 152 DT = 2 Timestep time = 0.022588202 seconds. Coarse STEP 77 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.560421953 (terrain aware) 1.560421953 (terrain unaware) Anelastic dt at level 0 would be: 10.45797467 (terrain aware) 10.45797467 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2790136812 (terrain aware) 0.2790136812 (terrain unaware) Anelastic dt at level 1 would be: 5.056753714 (terrain aware) 5.056753714 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 77] ADVANCE from elapsed time = 152 to 154 with dt = 2 Making slow rhs at time 152 for fast variables advancing from 152 to 152.6666666667 Fast time integration at level 0 from 152 to 152.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 152 to 152.6666666667 with dt = 0.6666666666667 using RHS created at 152 Making slow rhs at time 152.6666666667 for fast variables advancing from 152 to 153 Fast time integration at level 0 from 152 to 152.5 with dt = 0.5 Fast time integration at level 0 from 152.5 to 153 with dt = 0.5 Time integration of scalars at level 0 from 152 to 153 with dt = 1 using RHS created at 152.6666666667 Making slow rhs at time 153 for fast variables advancing from 152 to 154 Fast time integration at level 0 from 152 to 152.5 with dt = 0.5 Fast time integration at level 0 from 152.5 to 153 with dt = 0.5 Fast time integration at level 0 from 153 to 153.5 with dt = 0.5 Fast time integration at level 0 from 153.5 to 154 with dt = 0.5 Time integration of scalars at level 0 from 152 to 154 with dt = 2 using RHS created at 153 Done with advance_dycore at level 0 [Level 0 step 77] Advanced 4096 cells [Level 1 step 77] ADVANCE from elapsed time = 152 to 154 with dt = 2 Making slow rhs at time 152 for fast variables advancing from 152 to 154 No-substepping time integration at level 1 to 154 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.020778678e-05 0.0007562211851 and volume-weighted sum 13827.35404 Subtracting 4.501091811e-06 from rhs in subdomain 0 Sum after subtraction 2.439454888e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.294264779e-05 MLMG: Initial residual (resid0) = 7.294264779e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.44904049e-11, 1.158312831e-06 MLMG: Timers: Solve = 0.001467814 Iter = 0.001249271 Bottom = 0.000145829 Time in solve 0.0018123 Max/L2 norm of divergence after solve at level 1 : 4.50115522e-06 0.0002494758306 and volume-weighted sum 13827.35404 Time integration of scalars at level 1 from 152 to 154 with dt = 2 using RHS created at 152 Making slow rhs at time 154 for fast variables advancing from 152 to 154 No-substepping time integration at level 1 to 154 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 6.969708008e-05 0.0007238235124 and volume-weighted sum 13827.35404 Subtracting 4.501091811e-06 from rhs in subdomain 0 Sum after subtraction 3.903127821e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.305629363e-05 MLMG: Initial residual (resid0) = 7.305629363e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.867134376e-11, 1.076859225e-06 MLMG: Timers: Solve = 0.001709299 Iter = 0.001490983 Bottom = 0.000145017 Time in solve 0.002054644 Max/L2 norm of divergence after solve at level 1 : 4.501150391e-06 0.0002494758306 and volume-weighted sum 13827.35404 Time integration of scalars at level 1 from 152 to 154 with dt = 2 using RHS created at 154 Done with advance_dycore at level 1 [Level 1 step 77] Advanced 3072 cells Coarse STEP 77 ends. TIME = 154 DT = 2 Timestep time = 0.023084676 seconds. Coarse STEP 78 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.55668996 (terrain aware) 1.55668996 (terrain unaware) Anelastic dt at level 0 would be: 10.3676448 (terrain aware) 10.3676448 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2787980029 (terrain aware) 0.2787980029 (terrain unaware) Anelastic dt at level 1 would be: 5.036207663 (terrain aware) 5.036207663 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 78] ADVANCE from elapsed time = 154 to 156 with dt = 2 Making slow rhs at time 154 for fast variables advancing from 154 to 154.6666666667 Fast time integration at level 0 from 154 to 154.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 154 to 154.6666666667 with dt = 0.6666666666667 using RHS created at 154 Making slow rhs at time 154.6666666667 for fast variables advancing from 154 to 155 Fast time integration at level 0 from 154 to 154.5 with dt = 0.5 Fast time integration at level 0 from 154.5 to 155 with dt = 0.5 Time integration of scalars at level 0 from 154 to 155 with dt = 1 using RHS created at 154.6666666667 Making slow rhs at time 155 for fast variables advancing from 154 to 156 Fast time integration at level 0 from 154 to 154.5 with dt = 0.5 Fast time integration at level 0 from 154.5 to 155 with dt = 0.5 Fast time integration at level 0 from 155 to 155.5 with dt = 0.5 Fast time integration at level 0 from 155.5 to 156 with dt = 0.5 Time integration of scalars at level 0 from 154 to 156 with dt = 2 using RHS created at 155 Done with advance_dycore at level 0 [Level 0 step 78] Advanced 4096 cells [Level 1 step 78] ADVANCE from elapsed time = 154 to 156 with dt = 2 Making slow rhs at time 154 for fast variables advancing from 154 to 156 No-substepping time integration at level 1 to 156 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.311000752e-05 0.0007769820542 and volume-weighted sum 14674.31589 Subtracting 4.776795536e-06 from rhs in subdomain 0 Sum after subtraction -1.051676107e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.701244758e-05 MLMG: Initial residual (resid0) = 7.701244758e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.973274261e-11, 1.035322797e-06 MLMG: Timers: Solve = 0.001761215 Iter = 0.001241247 Bottom = 0.000141328 Time in solve 0.002116726 Max/L2 norm of divergence after solve at level 1 : 4.776855909e-06 0.0002647568821 and volume-weighted sum 14674.31589 Time integration of scalars at level 1 from 154 to 156 with dt = 2 using RHS created at 154 Making slow rhs at time 156 for fast variables advancing from 154 to 156 No-substepping time integration at level 1 to 156 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.249634449e-05 0.0007455728799 and volume-weighted sum 14674.31589 Subtracting 4.776795536e-06 from rhs in subdomain 0 Sum after subtraction -6.179952383e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.708492056e-05 MLMG: Initial residual (resid0) = 7.708492056e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.045950191e-11, 1.043777451e-06 MLMG: Timers: Solve = 0.001460393 Iter = 0.001244729 Bottom = 0.000136854 Time in solve 0.001799907 Max/L2 norm of divergence after solve at level 1 : 4.776853913e-06 0.0002647568821 and volume-weighted sum 14674.31589 Time integration of scalars at level 1 from 154 to 156 with dt = 2 using RHS created at 156 Done with advance_dycore at level 1 [Level 1 step 78] Advanced 3072 cells Coarse STEP 78 ends. TIME = 156 DT = 2 Timestep time = 0.022839093 seconds. Coarse STEP 79 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.552920575 (terrain aware) 1.552920575 (terrain unaware) Anelastic dt at level 0 would be: 10.27882049 (terrain aware) 10.27882049 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2785771768 (terrain aware) 0.2785771768 (terrain unaware) Anelastic dt at level 1 would be: 5.017890703 (terrain aware) 5.017890703 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 79] ADVANCE from elapsed time = 156 to 158 with dt = 2 Making slow rhs at time 156 for fast variables advancing from 156 to 156.6666666667 Fast time integration at level 0 from 156 to 156.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 156 to 156.6666666667 with dt = 0.6666666666667 using RHS created at 156 Making slow rhs at time 156.6666666667 for fast variables advancing from 156 to 157 Fast time integration at level 0 from 156 to 156.5 with dt = 0.5 Fast time integration at level 0 from 156.5 to 157 with dt = 0.5 Time integration of scalars at level 0 from 156 to 157 with dt = 1 using RHS created at 156.6666666667 Making slow rhs at time 157 for fast variables advancing from 156 to 158 Fast time integration at level 0 from 156 to 156.5 with dt = 0.5 Fast time integration at level 0 from 156.5 to 157 with dt = 0.5 Fast time integration at level 0 from 157 to 157.5 with dt = 0.5 Fast time integration at level 0 from 157.5 to 158 with dt = 0.5 Time integration of scalars at level 0 from 156 to 158 with dt = 2 using RHS created at 157 Done with advance_dycore at level 0 [Level 0 step 79] Advanced 4096 cells [Level 1 step 79] ADVANCE from elapsed time = 156 to 158 with dt = 2 Making slow rhs at time 156 for fast variables advancing from 156 to 158 No-substepping time integration at level 1 to 158 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.555224747e-05 0.000785652317 and volume-weighted sum 15360.19776 Subtracting 5.000064375e-06 from rhs in subdomain 0 Sum after subtraction -5.486062993e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.055231185e-05 MLMG: Initial residual (resid0) = 8.055231185e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.635495474e-11, 9.478927791e-07 MLMG: Timers: Solve = 0.001630737 Iter = 0.001414708 Bottom = 0.00014477 Time in solve 0.001969019 Max/L2 norm of divergence after solve at level 1 : 5.000121595e-06 0.0002771316972 and volume-weighted sum 15360.19776 Time integration of scalars at level 1 from 156 to 158 with dt = 2 using RHS created at 156 Making slow rhs at time 158 for fast variables advancing from 156 to 158 No-substepping time integration at level 1 to 158 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.55708802e-05 0.0007666900833 and volume-weighted sum 15360.19776 Subtracting 5.000064375e-06 from rhs in subdomain 0 Sum after subtraction -6.364266752e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.057094458e-05 MLMG: Initial residual (resid0) = 8.057094458e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.194459454e-11, 1.017048949e-06 MLMG: Timers: Solve = 0.001481432 Iter = 0.001247165 Bottom = 0.000142214 Time in solve 0.001904869 Max/L2 norm of divergence after solve at level 1 : 5.000122411e-06 0.0002771316972 and volume-weighted sum 15360.19776 Time integration of scalars at level 1 from 156 to 158 with dt = 2 using RHS created at 158 Done with advance_dycore at level 1 [Level 1 step 79] Advanced 3072 cells Coarse STEP 79 ends. TIME = 158 DT = 2 Timestep time = 0.023468288 seconds. Coarse STEP 80 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.549127592 (terrain aware) 1.549127592 (terrain unaware) Anelastic dt at level 0 would be: 10.20034792 (terrain aware) 10.20034792 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2783488611 (terrain aware) 0.2783488611 (terrain unaware) Anelastic dt at level 1 would be: 5.000845814 (terrain aware) 5.000845814 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 80] ADVANCE from elapsed time = 158 to 160 with dt = 2 Making slow rhs at time 158 for fast variables advancing from 158 to 158.6666666667 Fast time integration at level 0 from 158 to 158.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 158 to 158.6666666667 with dt = 0.6666666666667 using RHS created at 158 Making slow rhs at time 158.6666666667 for fast variables advancing from 158 to 159 Fast time integration at level 0 from 158 to 158.5 with dt = 0.5 Fast time integration at level 0 from 158.5 to 159 with dt = 0.5 Time integration of scalars at level 0 from 158 to 159 with dt = 1 using RHS created at 158.6666666667 Making slow rhs at time 159 for fast variables advancing from 158 to 160 Fast time integration at level 0 from 158 to 158.5 with dt = 0.5 Fast time integration at level 0 from 158.5 to 159 with dt = 0.5 Fast time integration at level 0 from 159 to 159.5 with dt = 0.5 Fast time integration at level 0 from 159.5 to 160 with dt = 0.5 Time integration of scalars at level 0 from 158 to 160 with dt = 2 using RHS created at 159 Done with advance_dycore at level 0 [Level 0 step 80] Advanced 4096 cells [Level 1 step 80] ADVANCE from elapsed time = 158 to 160 with dt = 2 Making slow rhs at time 158 for fast variables advancing from 158 to 160 No-substepping time integration at level 1 to 160 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.853581271e-05 0.0007987819787 and volume-weighted sum 15761.46682 Subtracting 5.130685813e-06 from rhs in subdomain 0 Sum after subtraction -2.992397996e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.336461204e-05 MLMG: Initial residual (resid0) = 8.336461204e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.165523143e-11, 9.794951291e-07 MLMG: Timers: Solve = 0.001479406 Iter = 0.001257769 Bottom = 0.000146226 Time in solve 0.001827465 Max/L2 norm of divergence after solve at level 1 : 5.130741065e-06 0.0002843714722 and volume-weighted sum 15761.46682 Time integration of scalars at level 1 from 158 to 160 with dt = 2 using RHS created at 158 Making slow rhs at time 160 for fast variables advancing from 158 to 160 No-substepping time integration at level 1 to 160 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 7.81557397e-05 0.0007862544714 and volume-weighted sum 15761.46682 Subtracting 5.130685813e-06 from rhs in subdomain 0 Sum after subtraction -2.840609692e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.328642551e-05 MLMG: Initial residual (resid0) = 8.328642551e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.311341225e-11, 9.979226716e-07 MLMG: Timers: Solve = 0.001467425 Iter = 0.00124916 Bottom = 0.000146043 Time in solve 0.001809287 Max/L2 norm of divergence after solve at level 1 : 5.130743349e-06 0.0002843714722 and volume-weighted sum 15761.46682 Time integration of scalars at level 1 from 158 to 160 with dt = 2 using RHS created at 160 Done with advance_dycore at level 1 [Level 1 step 80] Advanced 3072 cells Coarse STEP 80 ends. TIME = 160 DT = 2 Timestep time = 0.022707875 seconds. Coarse STEP 81 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.545320701 (terrain aware) 1.545320701 (terrain unaware) Anelastic dt at level 0 would be: 10.14554982 (terrain aware) 10.14554982 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2781161896 (terrain aware) 0.2781161896 (terrain unaware) Anelastic dt at level 1 would be: 4.985358433 (terrain aware) 4.985358433 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 81] ADVANCE from elapsed time = 160 to 162 with dt = 2 Making slow rhs at time 160 for fast variables advancing from 160 to 160.6666666667 Fast time integration at level 0 from 160 to 160.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 160 to 160.6666666667 with dt = 0.6666666666667 using RHS created at 160 Making slow rhs at time 160.6666666667 for fast variables advancing from 160 to 161 Fast time integration at level 0 from 160 to 160.5 with dt = 0.5 Fast time integration at level 0 from 160.5 to 161 with dt = 0.5 Time integration of scalars at level 0 from 160 to 161 with dt = 1 using RHS created at 160.6666666667 Making slow rhs at time 161 for fast variables advancing from 160 to 162 Fast time integration at level 0 from 160 to 160.5 with dt = 0.5 Fast time integration at level 0 from 160.5 to 161 with dt = 0.5 Fast time integration at level 0 from 161 to 161.5 with dt = 0.5 Fast time integration at level 0 from 161.5 to 162 with dt = 0.5 Time integration of scalars at level 0 from 160 to 162 with dt = 2 using RHS created at 161 Done with advance_dycore at level 0 [Level 0 step 81] Advanced 4096 cells [Level 1 step 81] ADVANCE from elapsed time = 160 to 162 with dt = 2 Making slow rhs at time 160 for fast variables advancing from 160 to 162 No-substepping time integration at level 1 to 162 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.176110246e-05 0.0008151991248 and volume-weighted sum 15903.58788 Subtracting 5.17694918e-06 from rhs in subdomain 0 Sum after subtraction -3.751339517e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.521343076e-05 MLMG: Initial residual (resid0) = 8.521343076e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.532265128e-11, 1.118634122e-06 MLMG: Timers: Solve = 0.001486643 Iter = 0.001260022 Bottom = 0.000152054 Time in solve 0.001825094 Max/L2 norm of divergence after solve at level 1 : 5.177004189e-06 0.0002869356483 and volume-weighted sum 15903.58788 Time integration of scalars at level 1 from 160 to 162 with dt = 2 using RHS created at 160 Making slow rhs at time 162 for fast variables advancing from 160 to 162 No-substepping time integration at level 1 to 162 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.092256108e-05 0.0008044684634 and volume-weighted sum 15903.58788 Subtracting 5.17694918e-06 from rhs in subdomain 0 Sum after subtraction -3.686287386e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.498413077e-05 MLMG: Initial residual (resid0) = 8.498413077e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.406773198e-11, 9.892168246e-07 MLMG: Timers: Solve = 0.001473518 Iter = 0.001251702 Bottom = 0.000143506 Time in solve 0.001811023 Max/L2 norm of divergence after solve at level 1 : 5.177006019e-06 0.0002869356483 and volume-weighted sum 15903.58788 Time integration of scalars at level 1 from 160 to 162 with dt = 2 using RHS created at 162 Done with advance_dycore at level 1 [Level 1 step 81] Advanced 3072 cells Coarse STEP 81 ends. TIME = 162 DT = 2 Timestep time = 0.023424278 seconds. Coarse STEP 82 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.541522877 (terrain aware) 1.541522877 (terrain unaware) Anelastic dt at level 0 would be: 10.12032503 (terrain aware) 10.12032503 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2778791768 (terrain aware) 0.2778791768 (terrain unaware) Anelastic dt at level 1 would be: 4.972161114 (terrain aware) 4.972161114 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 82] ADVANCE from elapsed time = 162 to 164 with dt = 2 Making slow rhs at time 162 for fast variables advancing from 162 to 162.6666666667 Fast time integration at level 0 from 162 to 162.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 162 to 162.6666666667 with dt = 0.6666666666667 using RHS created at 162 Making slow rhs at time 162.6666666667 for fast variables advancing from 162 to 163 Fast time integration at level 0 from 162 to 162.5 with dt = 0.5 Fast time integration at level 0 from 162.5 to 163 with dt = 0.5 Time integration of scalars at level 0 from 162 to 163 with dt = 1 using RHS created at 162.6666666667 Making slow rhs at time 163 for fast variables advancing from 162 to 164 Fast time integration at level 0 from 162 to 162.5 with dt = 0.5 Fast time integration at level 0 from 162.5 to 163 with dt = 0.5 Fast time integration at level 0 from 163 to 163.5 with dt = 0.5 Fast time integration at level 0 from 163.5 to 164 with dt = 0.5 Time integration of scalars at level 0 from 162 to 164 with dt = 2 using RHS created at 163 Done with advance_dycore at level 0 [Level 0 step 82] Advanced 4096 cells [Level 1 step 82] ADVANCE from elapsed time = 162 to 164 with dt = 2 Making slow rhs at time 162 for fast variables advancing from 162 to 164 No-substepping time integration at level 1 to 164 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.351790093e-05 0.0008281025021 and volume-weighted sum 15945.28631 Subtracting 5.190522888e-06 from rhs in subdomain 0 Sum after subtraction 7.589415207e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.582561727e-05 MLMG: Initial residual (resid0) = 8.582561727e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.423918427e-11, 1.098030952e-06 MLMG: Timers: Solve = 0.001462213 Iter = 0.001236141 Bottom = 0.000143744 Time in solve 0.001800761 Max/L2 norm of divergence after solve at level 1 : 5.190578833e-06 0.0002876879795 and volume-weighted sum 15945.28631 Time integration of scalars at level 1 from 162 to 164 with dt = 2 using RHS created at 162 Making slow rhs at time 164 for fast variables advancing from 162 to 164 No-substepping time integration at level 1 to 164 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.269837818e-05 0.0008223516205 and volume-weighted sum 15945.28631 Subtracting 5.190522888e-06 from rhs in subdomain 0 Sum after subtraction -2.406928823e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.540454265e-05 MLMG: Initial residual (resid0) = 8.540454265e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.504265828e-11, 9.957627035e-07 MLMG: Timers: Solve = 0.001829981 Iter = 0.001322329 Bottom = 0.00014348 Time in solve 0.002176112 Max/L2 norm of divergence after solve at level 1 : 5.190578866e-06 0.0002876879795 and volume-weighted sum 15945.28631 Time integration of scalars at level 1 from 162 to 164 with dt = 2 using RHS created at 164 Done with advance_dycore at level 1 [Level 1 step 82] Advanced 3072 cells Coarse STEP 82 ends. TIME = 164 DT = 2 Timestep time = 0.023150281 seconds. Coarse STEP 83 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.537779471 (terrain aware) 1.537779471 (terrain unaware) Anelastic dt at level 0 would be: 10.1183852 (terrain aware) 10.1183852 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2776375837 (terrain aware) 0.2776375837 (terrain unaware) Anelastic dt at level 1 would be: 4.961128182 (terrain aware) 4.961128182 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 83] ADVANCE from elapsed time = 164 to 166 with dt = 2 Making slow rhs at time 164 for fast variables advancing from 164 to 164.6666666667 Fast time integration at level 0 from 164 to 164.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 164 to 164.6666666667 with dt = 0.6666666666667 using RHS created at 164 Making slow rhs at time 164.6666666667 for fast variables advancing from 164 to 165 Fast time integration at level 0 from 164 to 164.5 with dt = 0.5 Fast time integration at level 0 from 164.5 to 165 with dt = 0.5 Time integration of scalars at level 0 from 164 to 165 with dt = 1 using RHS created at 164.6666666667 Making slow rhs at time 165 for fast variables advancing from 164 to 166 Fast time integration at level 0 from 164 to 164.5 with dt = 0.5 Fast time integration at level 0 from 164.5 to 165 with dt = 0.5 Fast time integration at level 0 from 165 to 165.5 with dt = 0.5 Fast time integration at level 0 from 165.5 to 166 with dt = 0.5 Time integration of scalars at level 0 from 164 to 166 with dt = 2 using RHS created at 165 Done with advance_dycore at level 0 [Level 0 step 83] Advanced 4096 cells [Level 1 step 83] ADVANCE from elapsed time = 164 to 166 with dt = 2 Making slow rhs at time 164 for fast variables advancing from 164 to 166 No-substepping time integration at level 1 to 166 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.612033696e-05 0.0008513156605 and volume-weighted sum 16092.25762 Subtracting 5.23836511e-06 from rhs in subdomain 0 Sum after subtraction -5.84384971e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.731782562e-05 MLMG: Initial residual (resid0) = 8.731782562e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.080775423e-11, 1.039968112e-06 MLMG: Timers: Solve = 0.001483305 Iter = 0.001238636 Bottom = 0.00014143 Time in solve 0.001848608 Max/L2 norm of divergence after solve at level 1 : 5.238422222e-06 0.0002903396646 and volume-weighted sum 16092.25762 Time integration of scalars at level 1 from 164 to 166 with dt = 2 using RHS created at 164 Making slow rhs at time 166 for fast variables advancing from 164 to 166 No-substepping time integration at level 1 to 166 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.53126851e-05 0.0008411369153 and volume-weighted sum 16092.25762 Subtracting 5.23836511e-06 from rhs in subdomain 0 Sum after subtraction -6.331740687e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.731514834e-05 MLMG: Initial residual (resid0) = 8.731514834e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.603879853e-11, 9.853822637e-07 MLMG: Timers: Solve = 0.001473703 Iter = 0.001252789 Bottom = 0.000145477 Time in solve 0.001813394 Max/L2 norm of divergence after solve at level 1 : 5.238420042e-06 0.0002903396646 and volume-weighted sum 16092.25762 Time integration of scalars at level 1 from 164 to 166 with dt = 2 using RHS created at 166 Done with advance_dycore at level 1 [Level 1 step 83] Advanced 3072 cells Coarse STEP 83 ends. TIME = 166 DT = 2 Timestep time = 0.022744674 seconds. Coarse STEP 84 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.534151993 (terrain aware) 1.534151993 (terrain unaware) Anelastic dt at level 0 would be: 10.12720731 (terrain aware) 10.12720731 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2773910264 (terrain aware) 0.2773910264 (terrain unaware) Anelastic dt at level 1 would be: 4.952099696 (terrain aware) 4.952099696 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 84] ADVANCE from elapsed time = 166 to 168 with dt = 2 Making slow rhs at time 166 for fast variables advancing from 166 to 166.6666666667 Fast time integration at level 0 from 166 to 166.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 166 to 166.6666666667 with dt = 0.6666666666667 using RHS created at 166 Making slow rhs at time 166.6666666667 for fast variables advancing from 166 to 167 Fast time integration at level 0 from 166 to 166.5 with dt = 0.5 Fast time integration at level 0 from 166.5 to 167 with dt = 0.5 Time integration of scalars at level 0 from 166 to 167 with dt = 1 using RHS created at 166.6666666667 Making slow rhs at time 167 for fast variables advancing from 166 to 168 Fast time integration at level 0 from 166 to 166.5 with dt = 0.5 Fast time integration at level 0 from 166.5 to 167 with dt = 0.5 Fast time integration at level 0 from 167 to 167.5 with dt = 0.5 Fast time integration at level 0 from 167.5 to 168 with dt = 0.5 Time integration of scalars at level 0 from 166 to 168 with dt = 2 using RHS created at 167 Done with advance_dycore at level 0 [Level 0 step 84] Advanced 4096 cells [Level 1 step 84] ADVANCE from elapsed time = 166 to 168 with dt = 2 Making slow rhs at time 166 for fast variables advancing from 166 to 168 No-substepping time integration at level 1 to 168 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.03638115e-05 0.0008762696207 and volume-weighted sum 16475.48624 Subtracting 5.363114009e-06 from rhs in subdomain 0 Sum after subtraction -1.003971212e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.192913604e-05 MLMG: Initial residual (resid0) = 9.192913604e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.123992225e-11, 8.837233303e-07 MLMG: Timers: Solve = 0.001467617 Iter = 0.001249486 Bottom = 0.000149456 Time in solve 0.001807083 Max/L2 norm of divergence after solve at level 1 : 5.363171769e-06 0.0002972539504 and volume-weighted sum 16475.48624 Time integration of scalars at level 1 from 166 to 168 with dt = 2 using RHS created at 166 Making slow rhs at time 168 for fast variables advancing from 166 to 168 No-substepping time integration at level 1 to 168 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 8.951715763e-05 0.0008616387383 and volume-weighted sum 16475.48624 Subtracting 5.363114009e-06 from rhs in subdomain 0 Sum after subtraction -1.270684946e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.174631032e-05 MLMG: Initial residual (resid0) = 9.174631032e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.710027139e-11, 9.49359937e-07 MLMG: Timers: Solve = 0.001473283 Iter = 0.001257254 Bottom = 0.000150232 Time in solve 0.001812257 Max/L2 norm of divergence after solve at level 1 : 5.363167698e-06 0.0002972539504 and volume-weighted sum 16475.48624 Time integration of scalars at level 1 from 166 to 168 with dt = 2 using RHS created at 168 Done with advance_dycore at level 1 [Level 1 step 84] Advanced 3072 cells Coarse STEP 84 ends. TIME = 168 DT = 2 Timestep time = 0.023180792 seconds. Coarse STEP 85 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.530697131 (terrain aware) 1.530697131 (terrain unaware) Anelastic dt at level 0 would be: 10.13814736 (terrain aware) 10.13814736 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.277139201 (terrain aware) 0.277139201 (terrain unaware) Anelastic dt at level 1 would be: 4.944926951 (terrain aware) 4.944926951 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 85] ADVANCE from elapsed time = 168 to 170 with dt = 2 Making slow rhs at time 168 for fast variables advancing from 168 to 168.6666666667 Fast time integration at level 0 from 168 to 168.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 168 to 168.6666666667 with dt = 0.6666666666667 using RHS created at 168 Making slow rhs at time 168.6666666667 for fast variables advancing from 168 to 169 Fast time integration at level 0 from 168 to 168.5 with dt = 0.5 Fast time integration at level 0 from 168.5 to 169 with dt = 0.5 Time integration of scalars at level 0 from 168 to 169 with dt = 1 using RHS created at 168.6666666667 Making slow rhs at time 169 for fast variables advancing from 168 to 170 Fast time integration at level 0 from 168 to 168.5 with dt = 0.5 Fast time integration at level 0 from 168.5 to 169 with dt = 0.5 Fast time integration at level 0 from 169 to 169.5 with dt = 0.5 Fast time integration at level 0 from 169.5 to 170 with dt = 0.5 Time integration of scalars at level 0 from 168 to 170 with dt = 2 using RHS created at 169 Done with advance_dycore at level 0 [Level 0 step 85] Advanced 4096 cells [Level 1 step 85] ADVANCE from elapsed time = 168 to 170 with dt = 2 Making slow rhs at time 168 for fast variables advancing from 168 to 170 No-substepping time integration at level 1 to 170 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.303904539e-05 0.0008941224839 and volume-weighted sum 17066.65021 Subtracting 5.555550197e-06 from rhs in subdomain 0 Sum after subtraction -2.927345866e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.558342225e-05 MLMG: Initial residual (resid0) = 9.558342225e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.776030798e-11, 8.135334156e-07 MLMG: Timers: Solve = 0.001480073 Iter = 0.001260408 Bottom = 0.000141948 Time in solve 0.001817746 Max/L2 norm of divergence after solve at level 1 : 5.555607385e-06 0.0003079198466 and volume-weighted sum 17066.65021 Time integration of scalars at level 1 from 168 to 170 with dt = 2 using RHS created at 168 Making slow rhs at time 170 for fast variables advancing from 168 to 170 No-substepping time integration at level 1 to 170 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.214483641e-05 0.0008837556577 and volume-weighted sum 17066.65021 Subtracting 5.555550197e-06 from rhs in subdomain 0 Sum after subtraction 1.994931997e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.52489094e-05 MLMG: Initial residual (resid0) = 9.52489094e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.815049118e-11, 9.254750709e-07 MLMG: Timers: Solve = 0.001472759 Iter = 0.001259048 Bottom = 0.000143208 Time in solve 0.001812964 Max/L2 norm of divergence after solve at level 1 : 5.555602565e-06 0.0003079198466 and volume-weighted sum 17066.65021 Time integration of scalars at level 1 from 168 to 170 with dt = 2 using RHS created at 170 Done with advance_dycore at level 1 [Level 1 step 85] Advanced 3072 cells Coarse STEP 85 ends. TIME = 170 DT = 2 Timestep time = 0.022712677 seconds. Coarse STEP 86 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.527439666 (terrain aware) 1.527439666 (terrain unaware) Anelastic dt at level 0 would be: 10.15117512 (terrain aware) 10.15117512 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2768820763 (terrain aware) 0.2768820763 (terrain unaware) Anelastic dt at level 1 would be: 4.939518311 (terrain aware) 4.939518311 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 86] ADVANCE from elapsed time = 170 to 172 with dt = 2 Making slow rhs at time 170 for fast variables advancing from 170 to 170.6666666667 Fast time integration at level 0 from 170 to 170.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 170 to 170.6666666667 with dt = 0.6666666666667 using RHS created at 170 Making slow rhs at time 170.6666666667 for fast variables advancing from 170 to 171 Fast time integration at level 0 from 170 to 170.5 with dt = 0.5 Fast time integration at level 0 from 170.5 to 171 with dt = 0.5 Time integration of scalars at level 0 from 170 to 171 with dt = 1 using RHS created at 170.6666666667 Making slow rhs at time 171 for fast variables advancing from 170 to 172 Fast time integration at level 0 from 170 to 170.5 with dt = 0.5 Fast time integration at level 0 from 170.5 to 171 with dt = 0.5 Fast time integration at level 0 from 171 to 171.5 with dt = 0.5 Fast time integration at level 0 from 171.5 to 172 with dt = 0.5 Time integration of scalars at level 0 from 170 to 172 with dt = 2 using RHS created at 171 Done with advance_dycore at level 0 [Level 0 step 86] Advanced 4096 cells [Level 1 step 86] ADVANCE from elapsed time = 170 to 172 with dt = 2 Making slow rhs at time 170 for fast variables advancing from 170 to 172 No-substepping time integration at level 1 to 172 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.407104299e-05 0.000914131531 and volume-weighted sum 17695.03809 Subtracting 5.760103545e-06 from rhs in subdomain 0 Sum after subtraction 2.406928823e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.796274773e-05 MLMG: Initial residual (resid0) = 9.796274773e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.117496673e-11, 8.286309706e-07 MLMG: Timers: Solve = 0.001498096 Iter = 0.001280087 Bottom = 0.000141374 Time in solve 0.001837273 Max/L2 norm of divergence after solve at level 1 : 5.760158302e-06 0.0003192573439 and volume-weighted sum 17695.03809 Time integration of scalars at level 1 from 170 to 172 with dt = 2 using RHS created at 170 Making slow rhs at time 172 for fast variables advancing from 170 to 172 No-substepping time integration at level 1 to 172 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.312893244e-05 0.0009064071314 and volume-weighted sum 17695.03809 Subtracting 5.760103545e-06 from rhs in subdomain 0 Sum after subtraction 5.312590645e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.750365635e-05 MLMG: Initial residual (resid0) = 9.750365635e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.907867852e-11, 9.135932113e-07 MLMG: Timers: Solve = 0.001492604 Iter = 0.001273574 Bottom = 0.000142665 Time in solve 0.001829358 Max/L2 norm of divergence after solve at level 1 : 5.760155653e-06 0.0003192573439 and volume-weighted sum 17695.03809 Time integration of scalars at level 1 from 170 to 172 with dt = 2 using RHS created at 172 Done with advance_dycore at level 1 [Level 1 step 86] Advanced 3072 cells Coarse STEP 86 ends. TIME = 172 DT = 2 Timestep time = 0.022750766 seconds. Coarse STEP 87 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.524365119 (terrain aware) 1.524365119 (terrain unaware) Anelastic dt at level 0 would be: 10.16995821 (terrain aware) 10.16995821 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2766199023 (terrain aware) 0.2766199023 (terrain unaware) Anelastic dt at level 1 would be: 4.935852877 (terrain aware) 4.935852877 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 87] ADVANCE from elapsed time = 172 to 174 with dt = 2 Making slow rhs at time 172 for fast variables advancing from 172 to 172.6666666667 Fast time integration at level 0 from 172 to 172.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 172 to 172.6666666667 with dt = 0.6666666666667 using RHS created at 172 Making slow rhs at time 172.6666666667 for fast variables advancing from 172 to 173 Fast time integration at level 0 from 172 to 172.5 with dt = 0.5 Fast time integration at level 0 from 172.5 to 173 with dt = 0.5 Time integration of scalars at level 0 from 172 to 173 with dt = 1 using RHS created at 172.6666666667 Making slow rhs at time 173 for fast variables advancing from 172 to 174 Fast time integration at level 0 from 172 to 172.5 with dt = 0.5 Fast time integration at level 0 from 172.5 to 173 with dt = 0.5 Fast time integration at level 0 from 173 to 173.5 with dt = 0.5 Fast time integration at level 0 from 173.5 to 174 with dt = 0.5 Time integration of scalars at level 0 from 172 to 174 with dt = 2 using RHS created at 173 Done with advance_dycore at level 0 [Level 0 step 87] Advanced 4096 cells [Level 1 step 87] ADVANCE from elapsed time = 172 to 174 with dt = 2 Making slow rhs at time 172 for fast variables advancing from 172 to 174 No-substepping time integration at level 1 to 174 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.922251615e-05 0.0009400030351 and volume-weighted sum 18149.2215 Subtracting 5.907949707e-06 from rhs in subdomain 0 Sum after subtraction 1.298874203e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.876385348e-05 MLMG: Initial residual (resid0) = 9.876385348e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.237980764e-12, 5.303540293e-08 MLMG: Timers: Solve = 0.001695411 Iter = 0.001468474 Bottom = 0.000172183 Time in solve 0.002033543 Max/L2 norm of divergence after solve at level 1 : 5.907954945e-06 0.0003274518099 and volume-weighted sum 18149.2215 Time integration of scalars at level 1 from 172 to 174 with dt = 2 using RHS created at 172 Making slow rhs at time 174 for fast variables advancing from 172 to 174 No-substepping time integration at level 1 to 174 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 9.810526343e-05 0.000928136816 and volume-weighted sum 18149.2215 Subtracting 5.907949707e-06 from rhs in subdomain 0 Sum after subtraction 9.280770596e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.820020048e-05 MLMG: Initial residual (resid0) = 9.820020048e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.979209869e-11, 9.14377957e-07 MLMG: Timers: Solve = 0.001726701 Iter = 0.001509825 Bottom = 0.000142684 Time in solve 0.00207266 Max/L2 norm of divergence after solve at level 1 : 5.90800139e-06 0.0003274518099 and volume-weighted sum 18149.2215 Time integration of scalars at level 1 from 172 to 174 with dt = 2 using RHS created at 174 Done with advance_dycore at level 1 [Level 1 step 87] Advanced 3072 cells Coarse STEP 87 ends. TIME = 174 DT = 2 Timestep time = 0.023236323 seconds. Coarse STEP 88 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.521146441 (terrain aware) 1.521146441 (terrain unaware) Anelastic dt at level 0 would be: 10.19385262 (terrain aware) 10.19385262 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2763530362 (terrain aware) 0.2763530362 (terrain unaware) Anelastic dt at level 1 would be: 4.933952171 (terrain aware) 4.933952171 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 88] ADVANCE from elapsed time = 174 to 176 with dt = 2 Making slow rhs at time 174 for fast variables advancing from 174 to 174.6666666667 Fast time integration at level 0 from 174 to 174.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 174 to 174.6666666667 with dt = 0.6666666666667 using RHS created at 174 Making slow rhs at time 174.6666666667 for fast variables advancing from 174 to 175 Fast time integration at level 0 from 174 to 174.5 with dt = 0.5 Fast time integration at level 0 from 174.5 to 175 with dt = 0.5 Time integration of scalars at level 0 from 174 to 175 with dt = 1 using RHS created at 174.6666666667 Making slow rhs at time 175 for fast variables advancing from 174 to 176 Fast time integration at level 0 from 174 to 174.5 with dt = 0.5 Fast time integration at level 0 from 174.5 to 175 with dt = 0.5 Fast time integration at level 0 from 175 to 175.5 with dt = 0.5 Fast time integration at level 0 from 175.5 to 176 with dt = 0.5 Time integration of scalars at level 0 from 174 to 176 with dt = 2 using RHS created at 175 Done with advance_dycore at level 0 [Level 0 step 88] Advanced 4096 cells [Level 1 step 88] ADVANCE from elapsed time = 174 to 176 with dt = 2 Making slow rhs at time 174 for fast variables advancing from 174 to 176 No-substepping time integration at level 1 to 176 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001031041584 0.0009724844263 and volume-weighted sum 18285.43926 Subtracting 5.952291427e-06 from rhs in subdomain 0 Sum after subtraction 4.662069342e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.868046029e-05 MLMG: Initial residual (resid0) = 9.868046029e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.496287544e-12, 6.583154887e-08 MLMG: Timers: Solve = 0.001962798 Iter = 0.001744508 Bottom = 0.000174314 Time in solve 0.002310887 Max/L2 norm of divergence after solve at level 1 : 5.952297923e-06 0.0003299094775 and volume-weighted sum 18285.43926 Time integration of scalars at level 1 from 174 to 176 with dt = 2 using RHS created at 174 Making slow rhs at time 176 for fast variables advancing from 174 to 176 No-substepping time integration at level 1 to 176 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001018899339 0.000948052019 and volume-weighted sum 18285.43926 Subtracting 5.952291427e-06 from rhs in subdomain 0 Sum after subtraction 1.105886216e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.8242132e-05 MLMG: Initial residual (resid0) = 9.8242132e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.0304058e-11, 9.191988831e-07 MLMG: Timers: Solve = 0.001465615 Iter = 0.001251165 Bottom = 0.000143589 Time in solve 0.001803353 Max/L2 norm of divergence after solve at level 1 : 5.952342533e-06 0.0003299094775 and volume-weighted sum 18285.43926 Time integration of scalars at level 1 from 174 to 176 with dt = 2 using RHS created at 176 Done with advance_dycore at level 1 [Level 1 step 88] Advanced 3072 cells Coarse STEP 88 ends. TIME = 176 DT = 2 Timestep time = 0.022999348 seconds. Coarse STEP 89 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.516925809 (terrain aware) 1.516925809 (terrain unaware) Anelastic dt at level 0 would be: 10.21724463 (terrain aware) 10.21724463 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2760817346 (terrain aware) 0.2760817346 (terrain unaware) Anelastic dt at level 1 would be: 4.933832429 (terrain aware) 4.933832429 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 89] ADVANCE from elapsed time = 176 to 178 with dt = 2 Making slow rhs at time 176 for fast variables advancing from 176 to 176.6666666667 Fast time integration at level 0 from 176 to 176.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 176 to 176.6666666667 with dt = 0.6666666666667 using RHS created at 176 Making slow rhs at time 176.6666666667 for fast variables advancing from 176 to 177 Fast time integration at level 0 from 176 to 176.5 with dt = 0.5 Fast time integration at level 0 from 176.5 to 177 with dt = 0.5 Time integration of scalars at level 0 from 176 to 177 with dt = 1 using RHS created at 176.6666666667 Making slow rhs at time 177 for fast variables advancing from 176 to 178 Fast time integration at level 0 from 176 to 176.5 with dt = 0.5 Fast time integration at level 0 from 176.5 to 177 with dt = 0.5 Fast time integration at level 0 from 177 to 177.5 with dt = 0.5 Fast time integration at level 0 from 177.5 to 178 with dt = 0.5 Time integration of scalars at level 0 from 176 to 178 with dt = 2 using RHS created at 177 Done with advance_dycore at level 0 [Level 0 step 89] Advanced 4096 cells [Level 1 step 89] ADVANCE from elapsed time = 176 to 178 with dt = 2 Making slow rhs at time 176 for fast variables advancing from 176 to 178 No-substepping time integration at level 1 to 178 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001048057168 0.001014956 and volume-weighted sum 18075.1443 Subtracting 5.883836036e-06 from rhs in subdomain 0 Sum after subtraction -1.474514955e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.892188075e-05 MLMG: Initial residual (resid0) = 9.892188075e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 7.352024713e-12, 7.432152176e-08 MLMG: Timers: Solve = 0.001707613 Iter = 0.001492542 Bottom = 0.000177166 Time in solve 0.002048055 Max/L2 norm of divergence after solve at level 1 : 5.883843388e-06 0.0003261152947 and volume-weighted sum 18075.1443 Time integration of scalars at level 1 from 176 to 178 with dt = 2 using RHS created at 176 Making slow rhs at time 178 for fast variables advancing from 176 to 178 No-substepping time integration at level 1 to 178 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001035758705 0.0009660794467 and volume-weighted sum 18075.1443 Subtracting 5.883836036e-06 from rhs in subdomain 0 Sum after subtraction 2.255140519e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.874748023e-05 MLMG: Initial residual (resid0) = 9.874748023e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.073614522e-11, 9.188704868e-07 MLMG: Timers: Solve = 0.001486047 Iter = 0.001269882 Bottom = 0.000146775 Time in solve 0.001823778 Max/L2 norm of divergence after solve at level 1 : 5.883886398e-06 0.0003261152947 and volume-weighted sum 18075.1443 Time integration of scalars at level 1 from 176 to 178 with dt = 2 using RHS created at 178 Done with advance_dycore at level 1 [Level 1 step 89] Advanced 3072 cells Coarse STEP 89 ends. TIME = 178 DT = 2 Timestep time = 0.022826074 seconds. Coarse STEP 90 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.512670855 (terrain aware) 1.512670855 (terrain unaware) Anelastic dt at level 0 would be: 10.23621082 (terrain aware) 10.23621082 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2758060643 (terrain aware) 0.2758060643 (terrain unaware) Anelastic dt at level 1 would be: 4.935470614 (terrain aware) 4.935470614 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 90] ADVANCE from elapsed time = 178 to 180 with dt = 2 Making slow rhs at time 178 for fast variables advancing from 178 to 178.6666666667 Fast time integration at level 0 from 178 to 178.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 178 to 178.6666666667 with dt = 0.6666666666667 using RHS created at 178 Making slow rhs at time 178.6666666667 for fast variables advancing from 178 to 179 Fast time integration at level 0 from 178 to 178.5 with dt = 0.5 Fast time integration at level 0 from 178.5 to 179 with dt = 0.5 Time integration of scalars at level 0 from 178 to 179 with dt = 1 using RHS created at 178.6666666667 Making slow rhs at time 179 for fast variables advancing from 178 to 180 Fast time integration at level 0 from 178 to 178.5 with dt = 0.5 Fast time integration at level 0 from 178.5 to 179 with dt = 0.5 Fast time integration at level 0 from 179 to 179.5 with dt = 0.5 Fast time integration at level 0 from 179.5 to 180 with dt = 0.5 Time integration of scalars at level 0 from 178 to 180 with dt = 2 using RHS created at 179 Done with advance_dycore at level 0 [Level 0 step 90] Advanced 4096 cells [Level 1 step 90] ADVANCE from elapsed time = 178 to 180 with dt = 2 Making slow rhs at time 178 for fast variables advancing from 178 to 180 No-substepping time integration at level 1 to 180 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001049992861 0.001043938944 and volume-weighted sum 17581.02714 Subtracting 5.722990606e-06 from rhs in subdomain 0 Sum after subtraction 6.830473687e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001034073794 MLMG: Initial residual (resid0) = 0.0001034073794 MLMG: Final Iter. 6 resid, resid/bnorm = 7.534793415e-12, 7.286514231e-08 MLMG: Timers: Solve = 0.001691699 Iter = 0.001470694 Bottom = 0.00017628 Time in solve 0.002030436 Max/L2 norm of divergence after solve at level 1 : 5.722998141e-06 0.0003172003361 and volume-weighted sum 17581.02714 Time integration of scalars at level 1 from 178 to 180 with dt = 2 using RHS created at 178 Making slow rhs at time 180 for fast variables advancing from 178 to 180 No-substepping time integration at level 1 to 180 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000103746394 0.0009826405005 and volume-weighted sum 17581.02714 Subtracting 5.722990606e-06 from rhs in subdomain 0 Sum after subtraction 3.252606517e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001031227725 MLMG: Initial residual (resid0) = 0.0001031227725 MLMG: Final Iter. 5 resid, resid/bnorm = 9.119066896e-11, 8.842922541e-07 MLMG: Timers: Solve = 0.001456932 Iter = 0.001239466 Bottom = 0.000140912 Time in solve 0.001800968 Max/L2 norm of divergence after solve at level 1 : 5.723040439e-06 0.0003172003361 and volume-weighted sum 17581.02714 Time integration of scalars at level 1 from 178 to 180 with dt = 2 using RHS created at 180 Done with advance_dycore at level 1 [Level 1 step 90] Advanced 3072 cells Coarse STEP 90 ends. TIME = 180 DT = 2 Timestep time = 0.023200363 seconds. Coarse STEP 91 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.508434135 (terrain aware) 1.508434135 (terrain unaware) Anelastic dt at level 0 would be: 10.25209186 (terrain aware) 10.25209186 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2755259567 (terrain aware) 0.2755259567 (terrain unaware) Anelastic dt at level 1 would be: 4.938557207 (terrain aware) 4.938557207 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 91] ADVANCE from elapsed time = 180 to 182 with dt = 2 Making slow rhs at time 180 for fast variables advancing from 180 to 180.6666666667 Fast time integration at level 0 from 180 to 180.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 180 to 180.6666666667 with dt = 0.6666666666667 using RHS created at 180 Making slow rhs at time 180.6666666667 for fast variables advancing from 180 to 181 Fast time integration at level 0 from 180 to 180.5 with dt = 0.5 Fast time integration at level 0 from 180.5 to 181 with dt = 0.5 Time integration of scalars at level 0 from 180 to 181 with dt = 1 using RHS created at 180.6666666667 Making slow rhs at time 181 for fast variables advancing from 180 to 182 Fast time integration at level 0 from 180 to 180.5 with dt = 0.5 Fast time integration at level 0 from 180.5 to 181 with dt = 0.5 Fast time integration at level 0 from 181 to 181.5 with dt = 0.5 Fast time integration at level 0 from 181.5 to 182 with dt = 0.5 Time integration of scalars at level 0 from 180 to 182 with dt = 2 using RHS created at 181 Done with advance_dycore at level 0 [Level 0 step 91] Advanced 4096 cells [Level 1 step 91] ADVANCE from elapsed time = 180 to 182 with dt = 2 Making slow rhs at time 180 for fast variables advancing from 180 to 182 No-substepping time integration at level 1 to 182 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001107943691 0.001039013831 and volume-weighted sum 16905.36583 Subtracting 5.503048772e-06 from rhs in subdomain 0 Sum after subtraction -1.576429959e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001067048512 MLMG: Initial residual (resid0) = 0.0001067048512 MLMG: Final Iter. 6 resid, resid/bnorm = 7.136573643e-12, 6.688143571e-08 MLMG: Timers: Solve = 0.001690127 Iter = 0.001473135 Bottom = 0.000179492 Time in solve 0.002036156 Max/L2 norm of divergence after solve at level 1 : 5.503055908e-06 0.0003050099222 and volume-weighted sum 16905.36583 Time integration of scalars at level 1 from 180 to 182 with dt = 2 using RHS created at 180 Making slow rhs at time 182 for fast variables advancing from 180 to 182 No-substepping time integration at level 1 to 182 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001094721706 0.0009985153757 and volume-weighted sum 16905.36583 Subtracting 5.503048772e-06 from rhs in subdomain 0 Sum after subtraction -1.203464411e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001062062532 MLMG: Initial residual (resid0) = 0.0001062062532 MLMG: Final Iter. 5 resid, resid/bnorm = 9.161622447e-11, 8.626255209e-07 MLMG: Timers: Solve = 0.001460408 Iter = 0.00124139 Bottom = 0.000140622 Time in solve 0.001793395 Max/L2 norm of divergence after solve at level 1 : 5.503099953e-06 0.0003050099222 and volume-weighted sum 16905.36583 Time integration of scalars at level 1 from 180 to 182 with dt = 2 using RHS created at 182 Done with advance_dycore at level 1 [Level 1 step 91] Advanced 3072 cells Coarse STEP 91 ends. TIME = 182 DT = 2 Timestep time = 0.023896532 seconds. Coarse STEP 92 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.504287993 (terrain aware) 1.504287993 (terrain unaware) Anelastic dt at level 0 would be: 10.26513255 (terrain aware) 10.26513255 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2752413083 (terrain aware) 0.2752413083 (terrain unaware) Anelastic dt at level 1 would be: 4.940718802 (terrain aware) 4.940718802 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 92] ADVANCE from elapsed time = 182 to 184 with dt = 2 Making slow rhs at time 182 for fast variables advancing from 182 to 182.6666666667 Fast time integration at level 0 from 182 to 182.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 182 to 182.6666666667 with dt = 0.6666666666667 using RHS created at 182 Making slow rhs at time 182.6666666667 for fast variables advancing from 182 to 183 Fast time integration at level 0 from 182 to 182.5 with dt = 0.5 Fast time integration at level 0 from 182.5 to 183 with dt = 0.5 Time integration of scalars at level 0 from 182 to 183 with dt = 1 using RHS created at 182.6666666667 Making slow rhs at time 183 for fast variables advancing from 182 to 184 Fast time integration at level 0 from 182 to 182.5 with dt = 0.5 Fast time integration at level 0 from 182.5 to 183 with dt = 0.5 Fast time integration at level 0 from 183 to 183.5 with dt = 0.5 Fast time integration at level 0 from 183.5 to 184 with dt = 0.5 Time integration of scalars at level 0 from 182 to 184 with dt = 2 using RHS created at 183 Done with advance_dycore at level 0 [Level 0 step 92] Advanced 4096 cells [Level 1 step 92] ADVANCE from elapsed time = 182 to 184 with dt = 2 Making slow rhs at time 182 for fast variables advancing from 182 to 184 No-substepping time integration at level 1 to 184 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001142014577 0.001031779689 and volume-weighted sum 16153.72599 Subtracting 5.258374345e-06 from rhs in subdomain 0 Sum after subtraction 5.876375775e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001089430833 MLMG: Initial residual (resid0) = 0.0001089430833 MLMG: Final Iter. 6 resid, resid/bnorm = 6.489788057e-12, 5.957044596e-08 MLMG: Timers: Solve = 0.001714771 Iter = 0.001494346 Bottom = 0.000178896 Time in solve 0.002054412 Max/L2 norm of divergence after solve at level 1 : 5.258380835e-06 0.000291448689 and volume-weighted sum 16153.72599 Time integration of scalars at level 1 from 182 to 184 with dt = 2 using RHS created at 182 Making slow rhs at time 184 for fast variables advancing from 182 to 184 No-substepping time integration at level 1 to 184 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001128670216 0.001014391979 and volume-weighted sum 16153.72599 Subtracting 5.258374345e-06 from rhs in subdomain 0 Sum after subtraction 2.038300084e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001079755604 MLMG: Initial residual (resid0) = 0.0001079755604 MLMG: Final Iter. 5 resid, resid/bnorm = 9.184619541e-11, 8.506202241e-07 MLMG: Timers: Solve = 0.002027674 Iter = 0.00154252 Bottom = 0.00013913 Time in solve 0.002399265 Max/L2 norm of divergence after solve at level 1 : 5.25842684e-06 0.000291448689 and volume-weighted sum 16153.72599 Time integration of scalars at level 1 from 182 to 184 with dt = 2 using RHS created at 184 Done with advance_dycore at level 1 [Level 1 step 92] Advanced 3072 cells Coarse STEP 92 ends. TIME = 184 DT = 2 Timestep time = 0.023662779 seconds. Coarse STEP 93 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.500297966 (terrain aware) 1.500297966 (terrain unaware) Anelastic dt at level 0 would be: 10.26813923 (terrain aware) 10.26813923 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2749520223 (terrain aware) 0.2749520223 (terrain unaware) Anelastic dt at level 1 would be: 4.94134631 (terrain aware) 4.94134631 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 93] ADVANCE from elapsed time = 184 to 186 with dt = 2 Making slow rhs at time 184 for fast variables advancing from 184 to 184.6666666667 Fast time integration at level 0 from 184 to 184.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 184 to 184.6666666667 with dt = 0.6666666666667 using RHS created at 184 Making slow rhs at time 184.6666666667 for fast variables advancing from 184 to 185 Fast time integration at level 0 from 184 to 184.5 with dt = 0.5 Fast time integration at level 0 from 184.5 to 185 with dt = 0.5 Time integration of scalars at level 0 from 184 to 185 with dt = 1 using RHS created at 184.6666666667 Making slow rhs at time 185 for fast variables advancing from 184 to 186 Fast time integration at level 0 from 184 to 184.5 with dt = 0.5 Fast time integration at level 0 from 184.5 to 185 with dt = 0.5 Fast time integration at level 0 from 185 to 185.5 with dt = 0.5 Fast time integration at level 0 from 185.5 to 186 with dt = 0.5 Time integration of scalars at level 0 from 184 to 186 with dt = 2 using RHS created at 185 Done with advance_dycore at level 0 [Level 0 step 93] Advanced 4096 cells [Level 1 step 93] ADVANCE from elapsed time = 184 to 186 with dt = 2 Making slow rhs at time 184 for fast variables advancing from 184 to 186 No-substepping time integration at level 1 to 186 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001152586873 0.001040345183 and volume-weighted sum 15419.3468 Subtracting 5.019318619e-06 from rhs in subdomain 0 Sum after subtraction 3.469446952e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001102393687 MLMG: Initial residual (resid0) = 0.0001102393687 MLMG: Final Iter. 6 resid, resid/bnorm = 5.815497457e-12, 5.27533632e-08 MLMG: Timers: Solve = 0.001689311 Iter = 0.001469557 Bottom = 0.000169812 Time in solve 0.002034989 Max/L2 norm of divergence after solve at level 1 : 5.019324435e-06 0.0002781988758 and volume-weighted sum 15419.3468 Time integration of scalars at level 1 from 184 to 186 with dt = 2 using RHS created at 184 Making slow rhs at time 186 for fast variables advancing from 184 to 186 No-substepping time integration at level 1 to 186 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001139648485 0.001030694578 and volume-weighted sum 15419.3468 Subtracting 5.019318619e-06 from rhs in subdomain 0 Sum after subtraction 1.019150042e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001096510809 MLMG: Initial residual (resid0) = 0.0001096510809 MLMG: Final Iter. 5 resid, resid/bnorm = 9.184969565e-11, 8.376542656e-07 MLMG: Timers: Solve = 0.001453504 Iter = 0.001238906 Bottom = 0.000142325 Time in solve 0.001799528 Max/L2 norm of divergence after solve at level 1 : 5.019372343e-06 0.0002781988758 and volume-weighted sum 15419.3468 Time integration of scalars at level 1 from 184 to 186 with dt = 2 using RHS created at 186 Done with advance_dycore at level 1 [Level 1 step 93] Advanced 3072 cells Coarse STEP 93 ends. TIME = 186 DT = 2 Timestep time = 0.022923005 seconds. Coarse STEP 94 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.496507186 (terrain aware) 1.496507186 (terrain unaware) Anelastic dt at level 0 would be: 10.25379253 (terrain aware) 10.25379253 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2746579858 (terrain aware) 0.2746579858 (terrain unaware) Anelastic dt at level 1 would be: 4.923160442 (terrain aware) 4.923160442 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 94] ADVANCE from elapsed time = 186 to 188 with dt = 2 Making slow rhs at time 186 for fast variables advancing from 186 to 186.6666666667 Fast time integration at level 0 from 186 to 186.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 186 to 186.6666666667 with dt = 0.6666666666667 using RHS created at 186 Making slow rhs at time 186.6666666667 for fast variables advancing from 186 to 187 Fast time integration at level 0 from 186 to 186.5 with dt = 0.5 Fast time integration at level 0 from 186.5 to 187 with dt = 0.5 Time integration of scalars at level 0 from 186 to 187 with dt = 1 using RHS created at 186.6666666667 Making slow rhs at time 187 for fast variables advancing from 186 to 188 Fast time integration at level 0 from 186 to 186.5 with dt = 0.5 Fast time integration at level 0 from 186.5 to 187 with dt = 0.5 Fast time integration at level 0 from 187 to 187.5 with dt = 0.5 Fast time integration at level 0 from 187.5 to 188 with dt = 0.5 Time integration of scalars at level 0 from 186 to 188 with dt = 2 using RHS created at 187 Done with advance_dycore at level 0 [Level 0 step 94] Advanced 4096 cells [Level 1 step 94] ADVANCE from elapsed time = 186 to 188 with dt = 2 Making slow rhs at time 186 for fast variables advancing from 186 to 188 No-substepping time integration at level 1 to 188 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001141106533 0.001052365597 and volume-weighted sum 14777.12501 Subtracting 4.810262049e-06 from rhs in subdomain 0 Sum after subtraction -1.02782366e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001118141591 MLMG: Initial residual (resid0) = 0.0001118141591 MLMG: Final Iter. 5 resid, resid/bnorm = 9.421185513e-11, 8.425753579e-07 MLMG: Timers: Solve = 0.001460611 Iter = 0.00123918 Bottom = 0.000139022 Time in solve 0.001800552 Max/L2 norm of divergence after solve at level 1 : 4.810316298e-06 0.0002666117845 and volume-weighted sum 14777.12501 Time integration of scalars at level 1 from 186 to 188 with dt = 2 using RHS created at 186 Making slow rhs at time 188 for fast variables advancing from 186 to 188 No-substepping time integration at level 1 to 188 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001129041152 0.001047816373 and volume-weighted sum 14777.12501 Subtracting 4.810262049e-06 from rhs in subdomain 0 Sum after subtraction -9.606031248e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001113987297 MLMG: Initial residual (resid0) = 0.0001113987297 MLMG: Final Iter. 5 resid, resid/bnorm = 9.179742488e-11, 8.240437312e-07 MLMG: Timers: Solve = 0.001458507 Iter = 0.001239358 Bottom = 0.000142442 Time in solve 0.001802066 Max/L2 norm of divergence after solve at level 1 : 4.810316905e-06 0.0002666117845 and volume-weighted sum 14777.12501 Time integration of scalars at level 1 from 186 to 188 with dt = 2 using RHS created at 188 Done with advance_dycore at level 1 [Level 1 step 94] Advanced 3072 cells Coarse STEP 94 ends. TIME = 188 DT = 2 Timestep time = 0.022870355 seconds. Coarse STEP 95 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.492934523 (terrain aware) 1.492934523 (terrain unaware) Anelastic dt at level 0 would be: 10.15420716 (terrain aware) 10.15420716 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2743590548 (terrain aware) 0.2743590548 (terrain unaware) Anelastic dt at level 1 would be: 4.837616902 (terrain aware) 4.837616902 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 95] ADVANCE from elapsed time = 188 to 190 with dt = 2 Making slow rhs at time 188 for fast variables advancing from 188 to 188.6666666667 Fast time integration at level 0 from 188 to 188.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 188 to 188.6666666667 with dt = 0.6666666666667 using RHS created at 188 Making slow rhs at time 188.6666666667 for fast variables advancing from 188 to 189 Fast time integration at level 0 from 188 to 188.5 with dt = 0.5 Fast time integration at level 0 from 188.5 to 189 with dt = 0.5 Time integration of scalars at level 0 from 188 to 189 with dt = 1 using RHS created at 188.6666666667 Making slow rhs at time 189 for fast variables advancing from 188 to 190 Fast time integration at level 0 from 188 to 188.5 with dt = 0.5 Fast time integration at level 0 from 188.5 to 189 with dt = 0.5 Fast time integration at level 0 from 189 to 189.5 with dt = 0.5 Fast time integration at level 0 from 189.5 to 190 with dt = 0.5 Time integration of scalars at level 0 from 188 to 190 with dt = 2 using RHS created at 189 Done with advance_dycore at level 0 [Level 0 step 95] Advanced 4096 cells [Level 1 step 95] ADVANCE from elapsed time = 188 to 190 with dt = 2 Making slow rhs at time 188 for fast variables advancing from 188 to 190 No-substepping time integration at level 1 to 190 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001197807627 0.00107394524 and volume-weighted sum 14285.05485 Subtracting 4.650082959e-06 from rhs in subdomain 0 Sum after subtraction 2.45029691e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001151306797 MLMG: Initial residual (resid0) = 0.0001151306797 MLMG: Final Iter. 5 resid, resid/bnorm = 8.103701134e-11, 7.038698246e-07 MLMG: Timers: Solve = 0.001479033 Iter = 0.001261165 Bottom = 0.000142858 Time in solve 0.001817929 Max/L2 norm of divergence after solve at level 1 : 4.650139178e-06 0.0002577337582 and volume-weighted sum 14285.05485 Time integration of scalars at level 1 from 188 to 190 with dt = 2 using RHS created at 188 Making slow rhs at time 190 for fast variables advancing from 188 to 190 No-substepping time integration at level 1 to 190 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000118384326 0.001065923828 and volume-weighted sum 14285.05485 Subtracting 4.650082959e-06 from rhs in subdomain 0 Sum after subtraction 2.645453301e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000113734243 MLMG: Initial residual (resid0) = 0.000113734243 MLMG: Final Iter. 5 resid, resid/bnorm = 9.183976036e-11, 8.074943649e-07 MLMG: Timers: Solve = 0.001466574 Iter = 0.001243184 Bottom = 0.00014032 Time in solve 0.001804215 Max/L2 norm of divergence after solve at level 1 : 4.650138814e-06 0.0002577337582 and volume-weighted sum 14285.05485 Time integration of scalars at level 1 from 188 to 190 with dt = 2 using RHS created at 190 Done with advance_dycore at level 1 [Level 1 step 95] Advanced 3072 cells Coarse STEP 95 ends. TIME = 190 DT = 2 Timestep time = 0.02274419 seconds. Coarse STEP 96 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.489583104 (terrain aware) 1.489583104 (terrain unaware) Anelastic dt at level 0 would be: 9.982158404 (terrain aware) 9.982158404 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2740550948 (terrain aware) 0.2740550948 (terrain unaware) Anelastic dt at level 1 would be: 4.75327046 (terrain aware) 4.75327046 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 96] ADVANCE from elapsed time = 190 to 192 with dt = 2 Making slow rhs at time 190 for fast variables advancing from 190 to 190.6666666667 Fast time integration at level 0 from 190 to 190.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 190 to 190.6666666667 with dt = 0.6666666666667 using RHS created at 190 Making slow rhs at time 190.6666666667 for fast variables advancing from 190 to 191 Fast time integration at level 0 from 190 to 190.5 with dt = 0.5 Fast time integration at level 0 from 190.5 to 191 with dt = 0.5 Time integration of scalars at level 0 from 190 to 191 with dt = 1 using RHS created at 190.6666666667 Making slow rhs at time 191 for fast variables advancing from 190 to 192 Fast time integration at level 0 from 190 to 190.5 with dt = 0.5 Fast time integration at level 0 from 190.5 to 191 with dt = 0.5 Fast time integration at level 0 from 191 to 191.5 with dt = 0.5 Fast time integration at level 0 from 191.5 to 192 with dt = 0.5 Time integration of scalars at level 0 from 190 to 192 with dt = 2 using RHS created at 191 Done with advance_dycore at level 0 [Level 0 step 96] Advanced 4096 cells [Level 1 step 96] ADVANCE from elapsed time = 190 to 192 with dt = 2 Making slow rhs at time 190 for fast variables advancing from 190 to 192 No-substepping time integration at level 1 to 192 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001240053116 0.001103939492 and volume-weighted sum 13987.92082 Subtracting 4.553359643e-06 from rhs in subdomain 0 Sum after subtraction 6.591949209e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000119451952 MLMG: Initial residual (resid0) = 0.000119451952 MLMG: Final Iter. 5 resid, resid/bnorm = 7.903271562e-11, 6.616276611e-07 MLMG: Timers: Solve = 0.001476395 Iter = 0.001257426 Bottom = 0.000142467 Time in solve 0.001814809 Max/L2 norm of divergence after solve at level 1 : 4.553416186e-06 0.0002523728079 and volume-weighted sum 13987.92082 Time integration of scalars at level 1 from 190 to 192 with dt = 2 using RHS created at 190 Making slow rhs at time 192 for fast variables advancing from 190 to 192 No-substepping time integration at level 1 to 192 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001225829798 0.001085023075 and volume-weighted sum 13987.92082 Subtracting 4.553359643e-06 from rhs in subdomain 0 Sum after subtraction 8.261620554e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001180296201 MLMG: Initial residual (resid0) = 0.0001180296201 MLMG: Final Iter. 5 resid, resid/bnorm = 9.195483698e-11, 7.790827156e-07 MLMG: Timers: Solve = 0.001475859 Iter = 0.001256376 Bottom = 0.000147652 Time in solve 0.001810485 Max/L2 norm of divergence after solve at level 1 : 4.553416452e-06 0.0002523728079 and volume-weighted sum 13987.92082 Time integration of scalars at level 1 from 190 to 192 with dt = 2 using RHS created at 192 Done with advance_dycore at level 1 [Level 1 step 96] Advanced 3072 cells Coarse STEP 96 ends. TIME = 192 DT = 2 Timestep time = 0.022739691 seconds. Coarse STEP 97 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.486455307 (terrain aware) 1.486455307 (terrain unaware) Anelastic dt at level 0 would be: 9.822826307 (terrain aware) 9.822826307 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2737460568 (terrain aware) 0.2737460568 (terrain unaware) Anelastic dt at level 1 would be: 4.67587769 (terrain aware) 4.67587769 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 97] ADVANCE from elapsed time = 192 to 194 with dt = 2 Making slow rhs at time 192 for fast variables advancing from 192 to 192.6666666667 Fast time integration at level 0 from 192 to 192.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 192 to 192.6666666667 with dt = 0.6666666666667 using RHS created at 192 Making slow rhs at time 192.6666666667 for fast variables advancing from 192 to 193 Fast time integration at level 0 from 192 to 192.5 with dt = 0.5 Fast time integration at level 0 from 192.5 to 193 with dt = 0.5 Time integration of scalars at level 0 from 192 to 193 with dt = 1 using RHS created at 192.6666666667 Making slow rhs at time 193 for fast variables advancing from 192 to 194 Fast time integration at level 0 from 192 to 192.5 with dt = 0.5 Fast time integration at level 0 from 192.5 to 193 with dt = 0.5 Fast time integration at level 0 from 193 to 193.5 with dt = 0.5 Fast time integration at level 0 from 193.5 to 194 with dt = 0.5 Time integration of scalars at level 0 from 192 to 194 with dt = 2 using RHS created at 193 Done with advance_dycore at level 0 [Level 0 step 97] Advanced 4096 cells [Level 1 step 97] ADVANCE from elapsed time = 192 to 194 with dt = 2 Making slow rhs at time 192 for fast variables advancing from 192 to 194 No-substepping time integration at level 1 to 194 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001256992321 0.001130999497 and volume-weighted sum 13915.82885 Subtracting 4.529892204e-06 from rhs in subdomain 0 Sum after subtraction 8.868773771e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001211693399 MLMG: Initial residual (resid0) = 0.0001211693399 MLMG: Final Iter. 5 resid, resid/bnorm = 8.387190807e-11, 6.921875464e-07 MLMG: Timers: Solve = 0.001467517 Iter = 0.001239853 Bottom = 0.000141871 Time in solve 0.001809608 Max/L2 norm of divergence after solve at level 1 : 4.529948158e-06 0.0002510721104 and volume-weighted sum 13915.82885 Time integration of scalars at level 1 from 192 to 194 with dt = 2 using RHS created at 192 Making slow rhs at time 194 for fast variables advancing from 192 to 194 No-substepping time integration at level 1 to 194 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001243112837 0.001105269814 and volume-weighted sum 13915.82885 Subtracting 4.529892204e-06 from rhs in subdomain 0 Sum after subtraction 9.86623977e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001197813915 MLMG: Initial residual (resid0) = 0.0001197813915 MLMG: Final Iter. 5 resid, resid/bnorm = 9.217061937e-11, 7.694903043e-07 MLMG: Timers: Solve = 0.001722501 Iter = 0.001493611 Bottom = 0.000140218 Time in solve 0.002060854 Max/L2 norm of divergence after solve at level 1 : 4.529949869e-06 0.0002510721104 and volume-weighted sum 13915.82885 Time integration of scalars at level 1 from 192 to 194 with dt = 2 using RHS created at 194 Done with advance_dycore at level 1 [Level 1 step 97] Advanced 3072 cells Coarse STEP 97 ends. TIME = 194 DT = 2 Timestep time = 0.023164387 seconds. Coarse STEP 98 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.483285952 (terrain aware) 1.483285952 (terrain unaware) Anelastic dt at level 0 would be: 9.675523622 (terrain aware) 9.675523622 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2734320337 (terrain aware) 0.2734320337 (terrain unaware) Anelastic dt at level 1 would be: 4.606041898 (terrain aware) 4.606041898 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 98] ADVANCE from elapsed time = 194 to 196 with dt = 2 Making slow rhs at time 194 for fast variables advancing from 194 to 194.6666666667 Fast time integration at level 0 from 194 to 194.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 194 to 194.6666666667 with dt = 0.6666666666667 using RHS created at 194 Making slow rhs at time 194.6666666667 for fast variables advancing from 194 to 195 Fast time integration at level 0 from 194 to 194.5 with dt = 0.5 Fast time integration at level 0 from 194.5 to 195 with dt = 0.5 Time integration of scalars at level 0 from 194 to 195 with dt = 1 using RHS created at 194.6666666667 Making slow rhs at time 195 for fast variables advancing from 194 to 196 Fast time integration at level 0 from 194 to 194.5 with dt = 0.5 Fast time integration at level 0 from 194.5 to 195 with dt = 0.5 Fast time integration at level 0 from 195 to 195.5 with dt = 0.5 Fast time integration at level 0 from 195.5 to 196 with dt = 0.5 Time integration of scalars at level 0 from 194 to 196 with dt = 2 using RHS created at 195 Done with advance_dycore at level 0 [Level 0 step 98] Advanced 4096 cells [Level 1 step 98] ADVANCE from elapsed time = 194 to 196 with dt = 2 Making slow rhs at time 194 for fast variables advancing from 194 to 196 No-substepping time integration at level 1 to 196 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001250200414 0.001151380134 and volume-weighted sum 14079.92438 Subtracting 4.583308719e-06 from rhs in subdomain 0 Sum after subtraction 8.023096076e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001204367327 MLMG: Initial residual (resid0) = 0.0001204367327 MLMG: Final Iter. 5 resid, resid/bnorm = 8.705905389e-11, 7.22861306e-07 MLMG: Timers: Solve = 0.001752783 Iter = 0.001241997 Bottom = 0.000139898 Time in solve 0.002111624 Max/L2 norm of divergence after solve at level 1 : 4.583365243e-06 0.0002540327542 and volume-weighted sum 14079.92438 Time integration of scalars at level 1 from 194 to 196 with dt = 2 using RHS created at 194 Making slow rhs at time 196 for fast variables advancing from 194 to 196 No-substepping time integration at level 1 to 196 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001237185338 0.001126692015 and volume-weighted sum 14079.92438 Subtracting 4.583308719e-06 from rhs in subdomain 0 Sum after subtraction -4.683753385e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001191352251 MLMG: Initial residual (resid0) = 0.0001191352251 MLMG: Final Iter. 5 resid, resid/bnorm = 9.218240916e-11, 7.737628318e-07 MLMG: Timers: Solve = 0.001468078 Iter = 0.001249992 Bottom = 0.000139891 Time in solve 0.001813361 Max/L2 norm of divergence after solve at level 1 : 4.583367234e-06 0.0002540327542 and volume-weighted sum 14079.92438 Time integration of scalars at level 1 from 194 to 196 with dt = 2 using RHS created at 196 Done with advance_dycore at level 1 [Level 1 step 98] Advanced 3072 cells Coarse STEP 98 ends. TIME = 196 DT = 2 Timestep time = 0.02292475 seconds. Coarse STEP 99 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.478615534 (terrain aware) 1.478615534 (terrain unaware) Anelastic dt at level 0 would be: 9.540010406 (terrain aware) 9.540010406 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2731132711 (terrain aware) 0.2731132711 (terrain unaware) Anelastic dt at level 1 would be: 4.528528008 (terrain aware) 4.528528008 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 99] ADVANCE from elapsed time = 196 to 198 with dt = 2 Making slow rhs at time 196 for fast variables advancing from 196 to 196.6666666667 Fast time integration at level 0 from 196 to 196.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 196 to 196.6666666667 with dt = 0.6666666666667 using RHS created at 196 Making slow rhs at time 196.6666666667 for fast variables advancing from 196 to 197 Fast time integration at level 0 from 196 to 196.5 with dt = 0.5 Fast time integration at level 0 from 196.5 to 197 with dt = 0.5 Time integration of scalars at level 0 from 196 to 197 with dt = 1 using RHS created at 196.6666666667 Making slow rhs at time 197 for fast variables advancing from 196 to 198 Fast time integration at level 0 from 196 to 196.5 with dt = 0.5 Fast time integration at level 0 from 196.5 to 197 with dt = 0.5 Fast time integration at level 0 from 197 to 197.5 with dt = 0.5 Fast time integration at level 0 from 197.5 to 198 with dt = 0.5 Time integration of scalars at level 0 from 196 to 198 with dt = 2 using RHS created at 197 Done with advance_dycore at level 0 [Level 0 step 99] Advanced 4096 cells [Level 1 step 99] ADVANCE from elapsed time = 196 to 198 with dt = 2 Making slow rhs at time 196 for fast variables advancing from 196 to 198 No-substepping time integration at level 1 to 198 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001241077021 0.001167384708 and volume-weighted sum 14471.01156 Subtracting 4.710615743e-06 from rhs in subdomain 0 Sum after subtraction -8.196568424e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001193970864 MLMG: Initial residual (resid0) = 0.0001193970864 MLMG: Final Iter. 5 resid, resid/bnorm = 8.34378616e-11, 6.98826614e-07 MLMG: Timers: Solve = 0.001459308 Iter = 0.001239398 Bottom = 0.000141233 Time in solve 0.001800654 Max/L2 norm of divergence after solve at level 1 : 4.710674198e-06 0.0002610888256 and volume-weighted sum 14471.01156 Time integration of scalars at level 1 from 196 to 198 with dt = 2 using RHS created at 196 Making slow rhs at time 198 for fast variables advancing from 196 to 198 No-substepping time integration at level 1 to 198 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001226913066 0.001149181253 and volume-weighted sum 14471.01156 Subtracting 4.710615743e-06 from rhs in subdomain 0 Sum after subtraction -6.22332047e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001184311295 MLMG: Initial residual (resid0) = 0.0001184311295 MLMG: Final Iter. 5 resid, resid/bnorm = 9.199126354e-11, 7.767490182e-07 MLMG: Timers: Solve = 0.001474276 Iter = 0.001255068 Bottom = 0.000141813 Time in solve 0.001816312 Max/L2 norm of divergence after solve at level 1 : 4.710675087e-06 0.0002610888256 and volume-weighted sum 14471.01156 Time integration of scalars at level 1 from 196 to 198 with dt = 2 using RHS created at 198 Done with advance_dycore at level 1 [Level 1 step 99] Advanced 3072 cells Coarse STEP 99 ends. TIME = 198 DT = 2 Timestep time = 0.022980518 seconds. Coarse STEP 100 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.473965996 (terrain aware) 1.473965996 (terrain unaware) Anelastic dt at level 0 would be: 9.396170874 (terrain aware) 9.396170874 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2727901543 (terrain aware) 0.2727901543 (terrain unaware) Anelastic dt at level 1 would be: 4.447678971 (terrain aware) 4.447678971 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 100] ADVANCE from elapsed time = 198 to 200 with dt = 2 Making slow rhs at time 198 for fast variables advancing from 198 to 198.6666666667 Fast time integration at level 0 from 198 to 198.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 198 to 198.6666666667 with dt = 0.6666666666667 using RHS created at 198 Making slow rhs at time 198.6666666667 for fast variables advancing from 198 to 199 Fast time integration at level 0 from 198 to 198.5 with dt = 0.5 Fast time integration at level 0 from 198.5 to 199 with dt = 0.5 Time integration of scalars at level 0 from 198 to 199 with dt = 1 using RHS created at 198.6666666667 Making slow rhs at time 199 for fast variables advancing from 198 to 200 Fast time integration at level 0 from 198 to 198.5 with dt = 0.5 Fast time integration at level 0 from 198.5 to 199 with dt = 0.5 Fast time integration at level 0 from 199 to 199.5 with dt = 0.5 Fast time integration at level 0 from 199.5 to 200 with dt = 0.5 Time integration of scalars at level 0 from 198 to 200 with dt = 2 using RHS created at 199 Done with advance_dycore at level 0 [Level 0 step 100] Advanced 4096 cells [Level 1 step 100] ADVANCE from elapsed time = 198 to 200 with dt = 2 Making slow rhs at time 198 for fast variables advancing from 198 to 200 No-substepping time integration at level 1 to 200 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001306210468 0.001183969109 and volume-weighted sum 15058.914 Subtracting 4.901990234e-06 from rhs in subdomain 0 Sum after subtraction 7.177418382e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001257190566 MLMG: Initial residual (resid0) = 0.0001257190566 MLMG: Final Iter. 5 resid, resid/bnorm = 7.423518479e-11, 5.904847427e-07 MLMG: Timers: Solve = 0.001771029 Iter = 0.001458442 Bottom = 0.000145128 Time in solve 0.002111469 Max/L2 norm of divergence after solve at level 1 : 4.90204986e-06 0.0002716958766 and volume-weighted sum 15058.914 Time integration of scalars at level 1 from 198 to 200 with dt = 2 using RHS created at 198 Making slow rhs at time 200 for fast variables advancing from 198 to 200 No-substepping time integration at level 1 to 200 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001291465243 0.001172711074 and volume-weighted sum 15058.914 Subtracting 4.901990234e-06 from rhs in subdomain 0 Sum after subtraction 7.697835425e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001242445341 MLMG: Initial residual (resid0) = 0.0001242445341 MLMG: Final Iter. 5 resid, resid/bnorm = 9.164969577e-11, 7.376557564e-07 MLMG: Timers: Solve = 0.001465361 Iter = 0.001244019 Bottom = 0.000140047 Time in solve 0.001805172 Max/L2 norm of divergence after solve at level 1 : 4.902050413e-06 0.0002716958766 and volume-weighted sum 15058.914 Time integration of scalars at level 1 from 198 to 200 with dt = 2 using RHS created at 200 Done with advance_dycore at level 1 [Level 1 step 100] Advanced 3072 cells Coarse STEP 100 ends. TIME = 200 DT = 2 Timestep time = 0.023109077 seconds. 3DPlotfile write time = 0.00615312 seconds. Coarse STEP 101 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.469375888 (terrain aware) 1.469375888 (terrain unaware) Anelastic dt at level 0 would be: 9.232426017 (terrain aware) 9.232426017 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2724631956 (terrain aware) 0.2724631956 (terrain unaware) Anelastic dt at level 1 would be: 4.374340305 (terrain aware) 4.374340305 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 101] ADVANCE from elapsed time = 200 to 202 with dt = 2 Making slow rhs at time 200 for fast variables advancing from 200 to 200.6666666667 Fast time integration at level 0 from 200 to 200.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 200 to 200.6666666667 with dt = 0.6666666666667 using RHS created at 200 Making slow rhs at time 200.6666666667 for fast variables advancing from 200 to 201 Fast time integration at level 0 from 200 to 200.5 with dt = 0.5 Fast time integration at level 0 from 200.5 to 201 with dt = 0.5 Time integration of scalars at level 0 from 200 to 201 with dt = 1 using RHS created at 200.6666666667 Making slow rhs at time 201 for fast variables advancing from 200 to 202 Fast time integration at level 0 from 200 to 200.5 with dt = 0.5 Fast time integration at level 0 from 200.5 to 201 with dt = 0.5 Fast time integration at level 0 from 201 to 201.5 with dt = 0.5 Fast time integration at level 0 from 201.5 to 202 with dt = 0.5 Time integration of scalars at level 0 from 200 to 202 with dt = 2 using RHS created at 201 Done with advance_dycore at level 0 [Level 0 step 101] Advanced 4096 cells [Level 1 step 101] ADVANCE from elapsed time = 200 to 202 with dt = 2 Making slow rhs at time 200 for fast variables advancing from 200 to 202 No-substepping time integration at level 1 to 202 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001344662477 0.001201107968 and volume-weighted sum 15788.47499 Subtracting 5.139477534e-06 from rhs in subdomain 0 Sum after subtraction -9.606031248e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001293267701 MLMG: Initial residual (resid0) = 0.0001293267701 MLMG: Final Iter. 5 resid, resid/bnorm = 7.434024297e-11, 5.748248634e-07 MLMG: Timers: Solve = 0.001479256 Iter = 0.001257868 Bottom = 0.00013999 Time in solve 0.001817876 Max/L2 norm of divergence after solve at level 1 : 5.139537029e-06 0.0002848587588 and volume-weighted sum 15788.47499 Time integration of scalars at level 1 from 200 to 202 with dt = 2 using RHS created at 200 Making slow rhs at time 202 for fast variables advancing from 200 to 202 No-substepping time integration at level 1 to 202 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001329886479 0.001197137585 and volume-weighted sum 15788.47499 Subtracting 5.139477534e-06 from rhs in subdomain 0 Sum after subtraction -9.714451465e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001278491704 MLMG: Initial residual (resid0) = 0.0001278491704 MLMG: Final Iter. 5 resid, resid/bnorm = 9.118220565e-11, 7.132013872e-07 MLMG: Timers: Solve = 0.001477033 Iter = 0.001250049 Bottom = 0.00014148 Time in solve 0.001816566 Max/L2 norm of divergence after solve at level 1 : 5.139538577e-06 0.0002848587588 and volume-weighted sum 15788.47499 Time integration of scalars at level 1 from 200 to 202 with dt = 2 using RHS created at 202 Done with advance_dycore at level 1 [Level 1 step 101] Advanced 3072 cells Coarse STEP 101 ends. TIME = 202 DT = 2 Timestep time = 0.024372904 seconds. Coarse STEP 102 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.464893854 (terrain aware) 1.464893854 (terrain unaware) Anelastic dt at level 0 would be: 9.079045458 (terrain aware) 9.079045458 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2721330257 (terrain aware) 0.2721330257 (terrain unaware) Anelastic dt at level 1 would be: 4.309352227 (terrain aware) 4.309352227 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 102] ADVANCE from elapsed time = 202 to 204 with dt = 2 Making slow rhs at time 202 for fast variables advancing from 202 to 202.6666666667 Fast time integration at level 0 from 202 to 202.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 202 to 202.6666666667 with dt = 0.6666666666667 using RHS created at 202 Making slow rhs at time 202.6666666667 for fast variables advancing from 202 to 203 Fast time integration at level 0 from 202 to 202.5 with dt = 0.5 Fast time integration at level 0 from 202.5 to 203 with dt = 0.5 Time integration of scalars at level 0 from 202 to 203 with dt = 1 using RHS created at 202.6666666667 Making slow rhs at time 203 for fast variables advancing from 202 to 204 Fast time integration at level 0 from 202 to 202.5 with dt = 0.5 Fast time integration at level 0 from 202.5 to 203 with dt = 0.5 Fast time integration at level 0 from 203 to 203.5 with dt = 0.5 Fast time integration at level 0 from 203.5 to 204 with dt = 0.5 Time integration of scalars at level 0 from 202 to 204 with dt = 2 using RHS created at 203 Done with advance_dycore at level 0 [Level 0 step 102] Advanced 4096 cells [Level 1 step 102] ADVANCE from elapsed time = 202 to 204 with dt = 2 Making slow rhs at time 202 for fast variables advancing from 202 to 204 No-substepping time integration at level 1 to 204 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001357373546 0.001222481633 and volume-weighted sum 16570.05252 Subtracting 5.393897306e-06 from rhs in subdomain 0 Sum after subtraction -5.442694906e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001303434573 MLMG: Initial residual (resid0) = 0.0001303434573 MLMG: Final Iter. 5 resid, resid/bnorm = 8.742917663e-11, 6.70759994e-07 MLMG: Timers: Solve = 0.001472652 Iter = 0.001248894 Bottom = 0.00014309 Time in solve 0.001815471 Max/L2 norm of divergence after solve at level 1 : 5.39395813e-06 0.0002989601339 and volume-weighted sum 16570.05252 Time integration of scalars at level 1 from 202 to 204 with dt = 2 using RHS created at 202 Making slow rhs at time 204 for fast variables advancing from 202 to 204 No-substepping time integration at level 1 to 204 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001343019551 0.001222165068 and volume-weighted sum 16570.05252 Subtracting 5.393897306e-06 from rhs in subdomain 0 Sum after subtraction -6.418476861e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001290608029 MLMG: Initial residual (resid0) = 0.0001290608029 MLMG: Final Iter. 5 resid, resid/bnorm = 9.126803391e-11, 7.071708207e-07 MLMG: Timers: Solve = 0.001472286 Iter = 0.001250352 Bottom = 0.000141076 Time in solve 0.001812193 Max/L2 norm of divergence after solve at level 1 : 5.39395916e-06 0.0002989601339 and volume-weighted sum 16570.05252 Time integration of scalars at level 1 from 202 to 204 with dt = 2 using RHS created at 204 Done with advance_dycore at level 1 [Level 1 step 102] Advanced 3072 cells Coarse STEP 102 ends. TIME = 204 DT = 2 Timestep time = 0.022713161 seconds. Coarse STEP 103 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.460598059 (terrain aware) 1.460598059 (terrain unaware) Anelastic dt at level 0 would be: 8.93816259 (terrain aware) 8.93816259 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2718004047 (terrain aware) 0.2718004047 (terrain unaware) Anelastic dt at level 1 would be: 4.237969817 (terrain aware) 4.237969817 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 103] ADVANCE from elapsed time = 204 to 206 with dt = 2 Making slow rhs at time 204 for fast variables advancing from 204 to 204.6666666667 Fast time integration at level 0 from 204 to 204.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 204 to 204.6666666667 with dt = 0.6666666666667 using RHS created at 204 Making slow rhs at time 204.6666666667 for fast variables advancing from 204 to 205 Fast time integration at level 0 from 204 to 204.5 with dt = 0.5 Fast time integration at level 0 from 204.5 to 205 with dt = 0.5 Time integration of scalars at level 0 from 204 to 205 with dt = 1 using RHS created at 204.6666666667 Making slow rhs at time 205 for fast variables advancing from 204 to 206 Fast time integration at level 0 from 204 to 204.5 with dt = 0.5 Fast time integration at level 0 from 204.5 to 205 with dt = 0.5 Fast time integration at level 0 from 205 to 205.5 with dt = 0.5 Fast time integration at level 0 from 205.5 to 206 with dt = 0.5 Time integration of scalars at level 0 from 204 to 206 with dt = 2 using RHS created at 205 Done with advance_dycore at level 0 [Level 0 step 103] Advanced 4096 cells [Level 1 step 103] ADVANCE from elapsed time = 204 to 206 with dt = 2 Making slow rhs at time 204 for fast variables advancing from 204 to 206 No-substepping time integration at level 1 to 206 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001347123371 0.001252502942 and volume-weighted sum 17273.1794 Subtracting 5.622779752e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001325242575 MLMG: Initial residual (resid0) = 0.0001325242575 MLMG: Final Iter. 6 resid, resid/bnorm = 5.774014769e-12, 4.356949344e-08 MLMG: Timers: Solve = 0.00169266 Iter = 0.001481046 Bottom = 0.000168921 Time in solve 0.002038846 Max/L2 norm of divergence after solve at level 1 : 5.622785526e-06 0.0003116460867 and volume-weighted sum 17273.1794 Time integration of scalars at level 1 from 204 to 206 with dt = 2 using RHS created at 204 Making slow rhs at time 206 for fast variables advancing from 204 to 206 No-substepping time integration at level 1 to 206 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001333297902 0.001247180208 and volume-weighted sum 17273.1794 Subtracting 5.622779752e-06 from rhs in subdomain 0 Sum after subtraction 2.883977779e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001327055912 MLMG: Initial residual (resid0) = 0.0001327055912 MLMG: Final Iter. 5 resid, resid/bnorm = 9.159075728e-11, 6.901800928e-07 MLMG: Timers: Solve = 0.001465511 Iter = 0.00124873 Bottom = 0.00014179 Time in solve 0.001801528 Max/L2 norm of divergence after solve at level 1 : 5.622842351e-06 0.0003116460867 and volume-weighted sum 17273.1794 Time integration of scalars at level 1 from 204 to 206 with dt = 2 using RHS created at 206 Done with advance_dycore at level 1 [Level 1 step 103] Advanced 3072 cells Coarse STEP 103 ends. TIME = 206 DT = 2 Timestep time = 0.023196772 seconds. Coarse STEP 104 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.456597944 (terrain aware) 1.456597944 (terrain unaware) Anelastic dt at level 0 would be: 8.812217684 (terrain aware) 8.812217684 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2714662586 (terrain aware) 0.2714662586 (terrain unaware) Anelastic dt at level 1 would be: 4.171362977 (terrain aware) 4.171362977 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 104] ADVANCE from elapsed time = 206 to 208 with dt = 2 Making slow rhs at time 206 for fast variables advancing from 206 to 206.6666666667 Fast time integration at level 0 from 206 to 206.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 206 to 206.6666666667 with dt = 0.6666666666667 using RHS created at 206 Making slow rhs at time 206.6666666667 for fast variables advancing from 206 to 207 Fast time integration at level 0 from 206 to 206.5 with dt = 0.5 Fast time integration at level 0 from 206.5 to 207 with dt = 0.5 Time integration of scalars at level 0 from 206 to 207 with dt = 1 using RHS created at 206.6666666667 Making slow rhs at time 207 for fast variables advancing from 206 to 208 Fast time integration at level 0 from 206 to 206.5 with dt = 0.5 Fast time integration at level 0 from 206.5 to 207 with dt = 0.5 Fast time integration at level 0 from 207 to 207.5 with dt = 0.5 Fast time integration at level 0 from 207.5 to 208 with dt = 0.5 Time integration of scalars at level 0 from 206 to 208 with dt = 2 using RHS created at 207 Done with advance_dycore at level 0 [Level 0 step 104] Advanced 4096 cells [Level 1 step 104] ADVANCE from elapsed time = 206 to 208 with dt = 2 Making slow rhs at time 206 for fast variables advancing from 206 to 208 No-substepping time integration at level 1 to 208 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001330258519 0.001288038834 and volume-weighted sum 17740.58514 Subtracting 5.774930057e-06 from rhs in subdomain 0 Sum after subtraction 6.071532166e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001356569558 MLMG: Initial residual (resid0) = 0.0001356569558 MLMG: Final Iter. 6 resid, resid/bnorm = 6.678977748e-12, 4.923431836e-08 MLMG: Timers: Solve = 0.001698696 Iter = 0.001483113 Bottom = 0.000169667 Time in solve 0.002040166 Max/L2 norm of divergence after solve at level 1 : 5.774936736e-06 0.0003200791126 and volume-weighted sum 17740.58514 Time integration of scalars at level 1 from 206 to 208 with dt = 2 using RHS created at 206 Making slow rhs at time 208 for fast variables advancing from 206 to 208 No-substepping time integration at level 1 to 208 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001316448398 0.001271584109 and volume-weighted sum 17740.58514 Subtracting 5.774930057e-06 from rhs in subdomain 0 Sum after subtraction -2.168404345e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001360706919 MLMG: Initial residual (resid0) = 0.0001360706919 MLMG: Final Iter. 5 resid, resid/bnorm = 9.186852782e-11, 6.751529409e-07 MLMG: Timers: Solve = 0.001464397 Iter = 0.001247394 Bottom = 0.000148643 Time in solve 0.001804286 Max/L2 norm of divergence after solve at level 1 : 5.774993375e-06 0.0003200791126 and volume-weighted sum 17740.58514 Time integration of scalars at level 1 from 206 to 208 with dt = 2 using RHS created at 208 Done with advance_dycore at level 1 [Level 1 step 104] Advanced 3072 cells Coarse STEP 104 ends. TIME = 208 DT = 2 Timestep time = 0.022968772 seconds. Coarse STEP 105 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.452696514 (terrain aware) 1.452696514 (terrain unaware) Anelastic dt at level 0 would be: 8.689865202 (terrain aware) 8.689865202 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2711317084 (terrain aware) 0.2711317084 (terrain unaware) Anelastic dt at level 1 would be: 4.104675302 (terrain aware) 4.104675302 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 105] ADVANCE from elapsed time = 208 to 210 with dt = 2 Making slow rhs at time 208 for fast variables advancing from 208 to 208.6666666667 Fast time integration at level 0 from 208 to 208.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 208 to 208.6666666667 with dt = 0.6666666666667 using RHS created at 208 Making slow rhs at time 208.6666666667 for fast variables advancing from 208 to 209 Fast time integration at level 0 from 208 to 208.5 with dt = 0.5 Fast time integration at level 0 from 208.5 to 209 with dt = 0.5 Time integration of scalars at level 0 from 208 to 209 with dt = 1 using RHS created at 208.6666666667 Making slow rhs at time 209 for fast variables advancing from 208 to 210 Fast time integration at level 0 from 208 to 208.5 with dt = 0.5 Fast time integration at level 0 from 208.5 to 209 with dt = 0.5 Fast time integration at level 0 from 209 to 209.5 with dt = 0.5 Fast time integration at level 0 from 209.5 to 210 with dt = 0.5 Time integration of scalars at level 0 from 208 to 210 with dt = 2 using RHS created at 209 Done with advance_dycore at level 0 [Level 0 step 105] Advanced 4096 cells [Level 1 step 105] ADVANCE from elapsed time = 208 to 210 with dt = 2 Making slow rhs at time 208 for fast variables advancing from 208 to 210 No-substepping time integration at level 1 to 210 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001335613568 0.001328430842 and volume-weighted sum 17831.95089 Subtracting 5.804671514e-06 from rhs in subdomain 0 Sum after subtraction 8.326672685e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000138259209 MLMG: Initial residual (resid0) = 0.000138259209 MLMG: Final Iter. 6 resid, resid/bnorm = 7.513276229e-12, 5.434195873e-08 MLMG: Timers: Solve = 0.001703863 Iter = 0.001484197 Bottom = 0.000170421 Time in solve 0.002041859 Max/L2 norm of divergence after solve at level 1 : 5.804679027e-06 0.0003217275515 and volume-weighted sum 17831.95089 Time integration of scalars at level 1 from 208 to 210 with dt = 2 using RHS created at 208 Making slow rhs at time 210 for fast variables advancing from 208 to 210 No-substepping time integration at level 1 to 210 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000133119706 0.001294727728 and volume-weighted sum 17831.95089 Subtracting 5.804671514e-06 from rhs in subdomain 0 Sum after subtraction 7.459310947e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001389243775 MLMG: Initial residual (resid0) = 0.0001389243775 MLMG: Final Iter. 5 resid, resid/bnorm = 9.198396359e-11, 6.621153554e-07 MLMG: Timers: Solve = 0.001479368 Iter = 0.001263933 Bottom = 0.000149665 Time in solve 0.001819622 Max/L2 norm of divergence after solve at level 1 : 5.804735574e-06 0.0003217275515 and volume-weighted sum 17831.95089 Time integration of scalars at level 1 from 208 to 210 with dt = 2 using RHS created at 210 Done with advance_dycore at level 1 [Level 1 step 105] Advanced 3072 cells Coarse STEP 105 ends. TIME = 210 DT = 2 Timestep time = 0.022778795 seconds. Coarse STEP 106 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.448053215 (terrain aware) 1.448053215 (terrain unaware) Anelastic dt at level 0 would be: 8.556612154 (terrain aware) 8.556612154 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2707837443 (terrain aware) 0.2707837443 (terrain unaware) Anelastic dt at level 1 would be: 4.034539321 (terrain aware) 4.034539321 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 106] ADVANCE from elapsed time = 210 to 212 with dt = 2 Making slow rhs at time 210 for fast variables advancing from 210 to 210.6666666667 Fast time integration at level 0 from 210 to 210.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 210 to 210.6666666667 with dt = 0.6666666666667 using RHS created at 210 Making slow rhs at time 210.6666666667 for fast variables advancing from 210 to 211 Fast time integration at level 0 from 210 to 210.5 with dt = 0.5 Fast time integration at level 0 from 210.5 to 211 with dt = 0.5 Time integration of scalars at level 0 from 210 to 211 with dt = 1 using RHS created at 210.6666666667 Making slow rhs at time 211 for fast variables advancing from 210 to 212 Fast time integration at level 0 from 210 to 210.5 with dt = 0.5 Fast time integration at level 0 from 210.5 to 211 with dt = 0.5 Fast time integration at level 0 from 211 to 211.5 with dt = 0.5 Fast time integration at level 0 from 211.5 to 212 with dt = 0.5 Time integration of scalars at level 0 from 210 to 212 with dt = 2 using RHS created at 211 Done with advance_dycore at level 0 [Level 0 step 106] Advanced 4096 cells [Level 1 step 106] ADVANCE from elapsed time = 210 to 212 with dt = 2 Making slow rhs at time 210 for fast variables advancing from 210 to 212 No-substepping time integration at level 1 to 212 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001380065523 0.00136682224 and volume-weighted sum 17483.75363 Subtracting 5.69132605e-06 from rhs in subdomain 0 Sum after subtraction 9.107298249e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001411757476 MLMG: Initial residual (resid0) = 0.0001411757476 MLMG: Final Iter. 6 resid, resid/bnorm = 8.905330858e-12, 6.307974996e-08 MLMG: Timers: Solve = 0.001702669 Iter = 0.001476354 Bottom = 0.000172782 Time in solve 0.002043245 Max/L2 norm of divergence after solve at level 1 : 5.691334067e-06 0.0003154453082 and volume-weighted sum 17483.75363 Time integration of scalars at level 1 from 210 to 212 with dt = 2 using RHS created at 210 Making slow rhs at time 212 for fast variables advancing from 210 to 212 No-substepping time integration at level 1 to 212 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000136476452 0.001316460531 and volume-weighted sum 17483.75363 Subtracting 5.69132605e-06 from rhs in subdomain 0 Sum after subtraction 5.637851297e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001418317045 MLMG: Initial residual (resid0) = 0.0001418317045 MLMG: Final Iter. 5 resid, resid/bnorm = 9.181552466e-11, 6.473554343e-07 MLMG: Timers: Solve = 0.001600948 Iter = 0.001249147 Bottom = 0.000143329 Time in solve 0.001977132 Max/L2 norm of divergence after solve at level 1 : 5.691390856e-06 0.0003154453082 and volume-weighted sum 17483.75363 Time integration of scalars at level 1 from 210 to 212 with dt = 2 using RHS created at 212 Done with advance_dycore at level 1 [Level 1 step 106] Advanced 3072 cells Coarse STEP 106 ends. TIME = 212 DT = 2 Timestep time = 0.023482015 seconds. Coarse STEP 107 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.44375291 (terrain aware) 1.44375291 (terrain unaware) Anelastic dt at level 0 would be: 8.3966125 (terrain aware) 8.3966125 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2704351703 (terrain aware) 0.2704351703 (terrain unaware) Anelastic dt at level 1 would be: 3.969464471 (terrain aware) 3.969464471 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 107] ADVANCE from elapsed time = 212 to 214 with dt = 2 Making slow rhs at time 212 for fast variables advancing from 212 to 212.6666666667 Fast time integration at level 0 from 212 to 212.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 212 to 212.6666666667 with dt = 0.6666666666667 using RHS created at 212 Making slow rhs at time 212.6666666667 for fast variables advancing from 212 to 213 Fast time integration at level 0 from 212 to 212.5 with dt = 0.5 Fast time integration at level 0 from 212.5 to 213 with dt = 0.5 Time integration of scalars at level 0 from 212 to 213 with dt = 1 using RHS created at 212.6666666667 Making slow rhs at time 213 for fast variables advancing from 212 to 214 Fast time integration at level 0 from 212 to 212.5 with dt = 0.5 Fast time integration at level 0 from 212.5 to 213 with dt = 0.5 Fast time integration at level 0 from 213 to 213.5 with dt = 0.5 Fast time integration at level 0 from 213.5 to 214 with dt = 0.5 Time integration of scalars at level 0 from 212 to 214 with dt = 2 using RHS created at 213 Done with advance_dycore at level 0 [Level 0 step 107] Advanced 4096 cells [Level 1 step 107] ADVANCE from elapsed time = 212 to 214 with dt = 2 Making slow rhs at time 212 for fast variables advancing from 212 to 214 No-substepping time integration at level 1 to 214 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001398637876 0.001383243929 and volume-weighted sum 16748.15125 Subtracting 5.45187215e-06 from rhs in subdomain 0 Sum after subtraction -1.036497277e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001439186974 MLMG: Initial residual (resid0) = 0.0001439186974 MLMG: Final Iter. 6 resid, resid/bnorm = 8.722228933e-12, 6.060525208e-08 MLMG: Timers: Solve = 0.001698111 Iter = 0.001479512 Bottom = 0.000171365 Time in solve 0.002034661 Max/L2 norm of divergence after solve at level 1 : 5.451880081e-06 0.0003021734259 and volume-weighted sum 16748.15125 Time integration of scalars at level 1 from 212 to 214 with dt = 2 using RHS created at 212 Making slow rhs at time 214 for fast variables advancing from 212 to 214 No-substepping time integration at level 1 to 214 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001393827132 0.001337135722 and volume-weighted sum 16748.15125 Subtracting 5.45187215e-06 from rhs in subdomain 0 Sum after subtraction -5.854691731e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001448345853 MLMG: Initial residual (resid0) = 0.0001448345853 MLMG: Final Iter. 5 resid, resid/bnorm = 9.134536788e-11, 6.306875369e-07 MLMG: Timers: Solve = 0.001463804 Iter = 0.001246017 Bottom = 0.000143735 Time in solve 0.001804516 Max/L2 norm of divergence after solve at level 1 : 5.451937608e-06 0.0003021734259 and volume-weighted sum 16748.15125 Time integration of scalars at level 1 from 212 to 214 with dt = 2 using RHS created at 214 Done with advance_dycore at level 1 [Level 1 step 107] Advanced 3072 cells Coarse STEP 107 ends. TIME = 214 DT = 2 Timestep time = 0.022825236 seconds. Coarse STEP 108 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.439827493 (terrain aware) 1.439827493 (terrain unaware) Anelastic dt at level 0 would be: 8.250994651 (terrain aware) 8.250994651 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2700871382 (terrain aware) 0.2700871382 (terrain unaware) Anelastic dt at level 1 would be: 3.913916593 (terrain aware) 3.913916593 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 108] ADVANCE from elapsed time = 214 to 216 with dt = 2 Making slow rhs at time 214 for fast variables advancing from 214 to 214.6666666667 Fast time integration at level 0 from 214 to 214.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 214 to 214.6666666667 with dt = 0.6666666666667 using RHS created at 214 Making slow rhs at time 214.6666666667 for fast variables advancing from 214 to 215 Fast time integration at level 0 from 214 to 214.5 with dt = 0.5 Fast time integration at level 0 from 214.5 to 215 with dt = 0.5 Time integration of scalars at level 0 from 214 to 215 with dt = 1 using RHS created at 214.6666666667 Making slow rhs at time 215 for fast variables advancing from 214 to 216 Fast time integration at level 0 from 214 to 214.5 with dt = 0.5 Fast time integration at level 0 from 214.5 to 215 with dt = 0.5 Fast time integration at level 0 from 215 to 215.5 with dt = 0.5 Fast time integration at level 0 from 215.5 to 216 with dt = 0.5 Time integration of scalars at level 0 from 214 to 216 with dt = 2 using RHS created at 215 Done with advance_dycore at level 0 [Level 0 step 108] Advanced 4096 cells [Level 1 step 108] ADVANCE from elapsed time = 214 to 216 with dt = 2 Making slow rhs at time 214 for fast variables advancing from 214 to 216 No-substepping time integration at level 1 to 216 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001406581028 0.001382353917 and volume-weighted sum 15779.85055 Subtracting 5.136670102e-06 from rhs in subdomain 0 Sum after subtraction -7.806255642e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001457947729 MLMG: Initial residual (resid0) = 0.0001457947729 MLMG: Final Iter. 6 resid, resid/bnorm = 7.127714482e-12, 4.888868333e-08 MLMG: Timers: Solve = 0.001692145 Iter = 0.00147663 Bottom = 0.000175359 Time in solve 0.002032482 Max/L2 norm of divergence after solve at level 1 : 5.13667723e-06 0.0002847031552 and volume-weighted sum 15779.85055 Time integration of scalars at level 1 from 214 to 216 with dt = 2 using RHS created at 214 Making slow rhs at time 216 for fast variables advancing from 214 to 216 No-substepping time integration at level 1 to 216 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001418284291 0.001357815513 and volume-weighted sum 15779.85055 Subtracting 5.136670102e-06 from rhs in subdomain 0 Sum after subtraction -1.405126016e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001469650992 MLMG: Initial residual (resid0) = 0.0001469650992 MLMG: Final Iter. 5 resid, resid/bnorm = 9.070728815e-11, 6.172029187e-07 MLMG: Timers: Solve = 0.001478981 Iter = 0.001253452 Bottom = 0.000145426 Time in solve 0.001815599 Max/L2 norm of divergence after solve at level 1 : 5.136736025e-06 0.0002847031552 and volume-weighted sum 15779.85055 Time integration of scalars at level 1 from 214 to 216 with dt = 2 using RHS created at 216 Done with advance_dycore at level 1 [Level 1 step 108] Advanced 3072 cells Coarse STEP 108 ends. TIME = 216 DT = 2 Timestep time = 0.023130142 seconds. Coarse STEP 109 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.436311263 (terrain aware) 1.436311263 (terrain unaware) Anelastic dt at level 0 would be: 8.119714622 (terrain aware) 8.119714622 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2697405079 (terrain aware) 0.2697405079 (terrain unaware) Anelastic dt at level 1 would be: 3.85796047 (terrain aware) 3.85796047 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 109] ADVANCE from elapsed time = 216 to 218 with dt = 2 Making slow rhs at time 216 for fast variables advancing from 216 to 216.6666666667 Fast time integration at level 0 from 216 to 216.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 216 to 216.6666666667 with dt = 0.6666666666667 using RHS created at 216 Making slow rhs at time 216.6666666667 for fast variables advancing from 216 to 217 Fast time integration at level 0 from 216 to 216.5 with dt = 0.5 Fast time integration at level 0 from 216.5 to 217 with dt = 0.5 Time integration of scalars at level 0 from 216 to 217 with dt = 1 using RHS created at 216.6666666667 Making slow rhs at time 217 for fast variables advancing from 216 to 218 Fast time integration at level 0 from 216 to 216.5 with dt = 0.5 Fast time integration at level 0 from 216.5 to 217 with dt = 0.5 Fast time integration at level 0 from 217 to 217.5 with dt = 0.5 Fast time integration at level 0 from 217.5 to 218 with dt = 0.5 Time integration of scalars at level 0 from 216 to 218 with dt = 2 using RHS created at 217 Done with advance_dycore at level 0 [Level 0 step 109] Advanced 4096 cells [Level 1 step 109] ADVANCE from elapsed time = 216 to 218 with dt = 2 Making slow rhs at time 216 for fast variables advancing from 216 to 218 No-substepping time integration at level 1 to 218 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000142172369 0.001391230825 and volume-weighted sum 14773.53061 Subtracting 4.809091997e-06 from rhs in subdomain 0 Sum after subtraction 7.112366252e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000146981461 MLMG: Initial residual (resid0) = 0.000146981461 MLMG: Final Iter. 6 resid, resid/bnorm = 6.33973369e-12, 4.313287979e-08 MLMG: Timers: Solve = 0.001697694 Iter = 0.001481008 Bottom = 0.00016976 Time in solve 0.002037476 Max/L2 norm of divergence after solve at level 1 : 4.809097775e-06 0.0002665469337 and volume-weighted sum 14773.53061 Time integration of scalars at level 1 from 216 to 218 with dt = 2 using RHS created at 216 Making slow rhs at time 218 for fast variables advancing from 216 to 218 No-substepping time integration at level 1 to 218 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001434210474 0.001379391602 and volume-weighted sum 14773.53061 Subtracting 4.809091997e-06 from rhs in subdomain 0 Sum after subtraction 6.028164079e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001482301394 MLMG: Initial residual (resid0) = 0.0001482301394 MLMG: Final Iter. 5 resid, resid/bnorm = 9.01053651e-11, 6.078747916e-07 MLMG: Timers: Solve = 0.00149054 Iter = 0.001267737 Bottom = 0.000144166 Time in solve 0.001837675 Max/L2 norm of divergence after solve at level 1 : 4.809158171e-06 0.0002665469337 and volume-weighted sum 14773.53061 Time integration of scalars at level 1 from 216 to 218 with dt = 2 using RHS created at 218 Done with advance_dycore at level 1 [Level 1 step 109] Advanced 3072 cells Coarse STEP 109 ends. TIME = 218 DT = 2 Timestep time = 0.022867214 seconds. Coarse STEP 110 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.433254874 (terrain aware) 1.433254874 (terrain unaware) Anelastic dt at level 0 would be: 8.002971587 (terrain aware) 8.002971587 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2693962107 (terrain aware) 0.2693962107 (terrain unaware) Anelastic dt at level 1 would be: 3.795168414 (terrain aware) 3.795168414 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 110] ADVANCE from elapsed time = 218 to 220 with dt = 2 Making slow rhs at time 218 for fast variables advancing from 218 to 218.6666666667 Fast time integration at level 0 from 218 to 218.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 218 to 218.6666666667 with dt = 0.6666666666667 using RHS created at 218 Making slow rhs at time 218.6666666667 for fast variables advancing from 218 to 219 Fast time integration at level 0 from 218 to 218.5 with dt = 0.5 Fast time integration at level 0 from 218.5 to 219 with dt = 0.5 Time integration of scalars at level 0 from 218 to 219 with dt = 1 using RHS created at 218.6666666667 Making slow rhs at time 219 for fast variables advancing from 218 to 220 Fast time integration at level 0 from 218 to 218.5 with dt = 0.5 Fast time integration at level 0 from 218.5 to 219 with dt = 0.5 Fast time integration at level 0 from 219 to 219.5 with dt = 0.5 Fast time integration at level 0 from 219.5 to 220 with dt = 0.5 Time integration of scalars at level 0 from 218 to 220 with dt = 2 using RHS created at 219 Done with advance_dycore at level 0 [Level 0 step 110] Advanced 4096 cells [Level 1 step 110] ADVANCE from elapsed time = 218 to 220 with dt = 2 Making slow rhs at time 218 for fast variables advancing from 218 to 220 No-substepping time integration at level 1 to 220 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001444783402 0.001409524988 and volume-weighted sum 13897.41327 Subtracting 4.523897549e-06 from rhs in subdomain 0 Sum after subtraction -5.637851297e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001490022377 MLMG: Initial residual (resid0) = 0.0001490022377 MLMG: Final Iter. 5 resid, resid/bnorm = 8.486525159e-11, 5.695568931e-07 MLMG: Timers: Solve = 0.001489111 Iter = 0.001259863 Bottom = 0.000140465 Time in solve 0.001827962 Max/L2 norm of divergence after solve at level 1 : 4.523964283e-06 0.0002507398529 and volume-weighted sum 13897.41327 Time integration of scalars at level 1 from 218 to 220 with dt = 2 using RHS created at 218 Making slow rhs at time 220 for fast variables advancing from 218 to 220 No-substepping time integration at level 1 to 220 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000146056336 0.001402693689 and volume-weighted sum 13897.41327 Subtracting 4.523897549e-06 from rhs in subdomain 0 Sum after subtraction -1.647987302e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001505802336 MLMG: Initial residual (resid0) = 0.0001505802336 MLMG: Final Iter. 5 resid, resid/bnorm = 8.966422554e-11, 5.954581382e-07 MLMG: Timers: Solve = 0.001474968 Iter = 0.001251207 Bottom = 0.000141868 Time in solve 0.001814281 Max/L2 norm of divergence after solve at level 1 : 4.52396379e-06 0.0002507398529 and volume-weighted sum 13897.41327 Time integration of scalars at level 1 from 218 to 220 with dt = 2 using RHS created at 220 Done with advance_dycore at level 1 [Level 1 step 110] Advanced 3072 cells Coarse STEP 110 ends. TIME = 220 DT = 2 Timestep time = 0.022701728 seconds. Coarse STEP 111 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.428880243 (terrain aware) 1.428880243 (terrain unaware) Anelastic dt at level 0 would be: 7.901045904 (terrain aware) 7.901045904 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2690554718 (terrain aware) 0.2690554718 (terrain unaware) Anelastic dt at level 1 would be: 3.739888065 (terrain aware) 3.739888065 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 111] ADVANCE from elapsed time = 220 to 222 with dt = 2 Making slow rhs at time 220 for fast variables advancing from 220 to 220.6666666667 Fast time integration at level 0 from 220 to 220.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 220 to 220.6666666667 with dt = 0.6666666666667 using RHS created at 220 Making slow rhs at time 220.6666666667 for fast variables advancing from 220 to 221 Fast time integration at level 0 from 220 to 220.5 with dt = 0.5 Fast time integration at level 0 from 220.5 to 221 with dt = 0.5 Time integration of scalars at level 0 from 220 to 221 with dt = 1 using RHS created at 220.6666666667 Making slow rhs at time 221 for fast variables advancing from 220 to 222 Fast time integration at level 0 from 220 to 220.5 with dt = 0.5 Fast time integration at level 0 from 220.5 to 221 with dt = 0.5 Fast time integration at level 0 from 221 to 221.5 with dt = 0.5 Fast time integration at level 0 from 221.5 to 222 with dt = 0.5 Time integration of scalars at level 0 from 220 to 222 with dt = 2 using RHS created at 221 Done with advance_dycore at level 0 [Level 0 step 111] Advanced 4096 cells [Level 1 step 111] ADVANCE from elapsed time = 220 to 222 with dt = 2 Making slow rhs at time 220 for fast variables advancing from 220 to 222 No-substepping time integration at level 1 to 222 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001495157654 0.001430189535 and volume-weighted sum 13259.20036 Subtracting 4.316145951e-06 from rhs in subdomain 0 Sum after subtraction 1.461504529e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001494881223 MLMG: Initial residual (resid0) = 0.0001494881223 MLMG: Final Iter. 5 resid, resid/bnorm = 8.748332947e-11, 5.852192677e-07 MLMG: Timers: Solve = 0.001485622 Iter = 0.001264266 Bottom = 0.00014266 Time in solve 0.001827513 Max/L2 norm of divergence after solve at level 1 : 4.316209695e-06 0.0002392250906 and volume-weighted sum 13259.20036 Time integration of scalars at level 1 from 220 to 222 with dt = 2 using RHS created at 220 Making slow rhs at time 222 for fast variables advancing from 220 to 222 No-substepping time integration at level 1 to 222 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00015372512 0.001428101033 and volume-weighted sum 13259.20036 Subtracting 4.316145951e-06 from rhs in subdomain 0 Sum after subtraction 1.392115589e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001513985518 MLMG: Initial residual (resid0) = 0.0001513985518 MLMG: Final Iter. 5 resid, resid/bnorm = 8.936299671e-11, 5.9025001e-07 MLMG: Timers: Solve = 0.001500125 Iter = 0.001261747 Bottom = 0.000142494 Time in solve 0.001877945 Max/L2 norm of divergence after solve at level 1 : 4.316212066e-06 0.0002392250906 and volume-weighted sum 13259.20036 Time integration of scalars at level 1 from 220 to 222 with dt = 2 using RHS created at 222 Done with advance_dycore at level 1 [Level 1 step 111] Advanced 3072 cells Coarse STEP 111 ends. TIME = 222 DT = 2 Timestep time = 0.023884887 seconds. Coarse STEP 112 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.42405821 (terrain aware) 1.42405821 (terrain unaware) Anelastic dt at level 0 would be: 7.814069165 (terrain aware) 7.814069165 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2687052766 (terrain aware) 0.2687052766 (terrain unaware) Anelastic dt at level 1 would be: 3.680146487 (terrain aware) 3.680146487 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 112] ADVANCE from elapsed time = 222 to 224 with dt = 2 Making slow rhs at time 222 for fast variables advancing from 222 to 222.6666666667 Fast time integration at level 0 from 222 to 222.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 222 to 222.6666666667 with dt = 0.6666666666667 using RHS created at 222 Making slow rhs at time 222.6666666667 for fast variables advancing from 222 to 223 Fast time integration at level 0 from 222 to 222.5 with dt = 0.5 Fast time integration at level 0 from 222.5 to 223 with dt = 0.5 Time integration of scalars at level 0 from 222 to 223 with dt = 1 using RHS created at 222.6666666667 Making slow rhs at time 223 for fast variables advancing from 222 to 224 Fast time integration at level 0 from 222 to 222.5 with dt = 0.5 Fast time integration at level 0 from 222.5 to 223 with dt = 0.5 Fast time integration at level 0 from 223 to 223.5 with dt = 0.5 Fast time integration at level 0 from 223.5 to 224 with dt = 0.5 Time integration of scalars at level 0 from 222 to 224 with dt = 2 using RHS created at 223 Done with advance_dycore at level 0 [Level 0 step 112] Advanced 4096 cells [Level 1 step 112] ADVANCE from elapsed time = 222 to 224 with dt = 2 Making slow rhs at time 222 for fast variables advancing from 222 to 224 No-substepping time integration at level 1 to 224 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001575087144 0.001465703752 and volume-weighted sum 12918.14804 Subtracting 4.205126316e-06 from rhs in subdomain 0 Sum after subtraction -5.204170428e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001542220035 MLMG: Initial residual (resid0) = 0.0001542220035 MLMG: Final Iter. 6 resid, resid/bnorm = 6.679807776e-12, 4.331293605e-08 MLMG: Timers: Solve = 0.001709625 Iter = 0.00149414 Bottom = 0.000165596 Time in solve 0.002050476 Max/L2 norm of divergence after solve at level 1 : 4.205132996e-06 0.0002330717578 and volume-weighted sum 12918.14804 Time integration of scalars at level 1 from 222 to 224 with dt = 2 using RHS created at 222 Making slow rhs at time 224 for fast variables advancing from 222 to 224 No-substepping time integration at level 1 to 224 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001631319163 0.001455914286 and volume-weighted sum 12918.14804 Subtracting 4.205126316e-06 from rhs in subdomain 0 Sum after subtraction -5.724587471e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00015892679 MLMG: Initial residual (resid0) = 0.00015892679 MLMG: Final Iter. 5 resid, resid/bnorm = 8.906443968e-11, 5.604117449e-07 MLMG: Timers: Solve = 0.001502221 Iter = 0.001287436 Bottom = 0.000157654 Time in solve 0.001847724 Max/L2 norm of divergence after solve at level 1 : 4.205192121e-06 0.0002330717578 and volume-weighted sum 12918.14804 Time integration of scalars at level 1 from 222 to 224 with dt = 2 using RHS created at 224 Done with advance_dycore at level 1 [Level 1 step 112] Advanced 3072 cells Coarse STEP 112 ends. TIME = 224 DT = 2 Timestep time = 0.023179879 seconds. Coarse STEP 113 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.419417162 (terrain aware) 1.419417162 (terrain unaware) Anelastic dt at level 0 would be: 7.740134239 (terrain aware) 7.740134239 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2683445753 (terrain aware) 0.2683445753 (terrain unaware) Anelastic dt at level 1 would be: 3.625976255 (terrain aware) 3.625976255 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 113] ADVANCE from elapsed time = 224 to 226 with dt = 2 Making slow rhs at time 224 for fast variables advancing from 224 to 224.6666666667 Fast time integration at level 0 from 224 to 224.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 224 to 224.6666666667 with dt = 0.6666666666667 using RHS created at 224 Making slow rhs at time 224.6666666667 for fast variables advancing from 224 to 225 Fast time integration at level 0 from 224 to 224.5 with dt = 0.5 Fast time integration at level 0 from 224.5 to 225 with dt = 0.5 Time integration of scalars at level 0 from 224 to 225 with dt = 1 using RHS created at 224.6666666667 Making slow rhs at time 225 for fast variables advancing from 224 to 226 Fast time integration at level 0 from 224 to 224.5 with dt = 0.5 Fast time integration at level 0 from 224.5 to 225 with dt = 0.5 Fast time integration at level 0 from 225 to 225.5 with dt = 0.5 Fast time integration at level 0 from 225.5 to 226 with dt = 0.5 Time integration of scalars at level 0 from 224 to 226 with dt = 2 using RHS created at 225 Done with advance_dycore at level 0 [Level 0 step 113] Advanced 4096 cells [Level 1 step 113] ADVANCE from elapsed time = 224 to 226 with dt = 2 Making slow rhs at time 224 for fast variables advancing from 224 to 226 No-substepping time integration at level 1 to 226 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000167686687 0.001509276285 and volume-weighted sum 12904.31256 Subtracting 4.200622577e-06 from rhs in subdomain 0 Sum after subtraction -2.471980953e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001634860645 MLMG: Initial residual (resid0) = 0.0001634860645 MLMG: Final Iter. 6 resid, resid/bnorm = 7.571536226e-12, 4.631303745e-08 MLMG: Timers: Solve = 0.001710029 Iter = 0.00149902 Bottom = 0.000164616 Time in solve 0.002037643 Max/L2 norm of divergence after solve at level 1 : 4.200630148e-06 0.0002328221352 and volume-weighted sum 12904.31256 Time integration of scalars at level 1 from 224 to 226 with dt = 2 using RHS created at 224 Making slow rhs at time 226 for fast variables advancing from 224 to 226 No-substepping time integration at level 1 to 226 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001719881732 0.001486345841 and volume-weighted sum 12904.31256 Subtracting 4.200622577e-06 from rhs in subdomain 0 Sum after subtraction -1.418136442e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001677875506 MLMG: Initial residual (resid0) = 0.0001677875506 MLMG: Final Iter. 5 resid, resid/bnorm = 8.870033279e-11, 5.286466872e-07 MLMG: Timers: Solve = 0.00147157 Iter = 0.001245843 Bottom = 0.000137896 Time in solve 0.001807417 Max/L2 norm of divergence after solve at level 1 : 4.200687873e-06 0.0002328221352 and volume-weighted sum 12904.31256 Time integration of scalars at level 1 from 224 to 226 with dt = 2 using RHS created at 226 Done with advance_dycore at level 1 [Level 1 step 113] Advanced 3072 cells Coarse STEP 113 ends. TIME = 226 DT = 2 Timestep time = 0.02330852 seconds. Coarse STEP 114 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.415004265 (terrain aware) 1.415004265 (terrain unaware) Anelastic dt at level 0 would be: 7.619139592 (terrain aware) 7.619139592 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2679889697 (terrain aware) 0.2679889697 (terrain unaware) Anelastic dt at level 1 would be: 3.582258595 (terrain aware) 3.582258595 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 114] ADVANCE from elapsed time = 226 to 228 with dt = 2 Making slow rhs at time 226 for fast variables advancing from 226 to 226.6666666667 Fast time integration at level 0 from 226 to 226.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 226 to 226.6666666667 with dt = 0.6666666666667 using RHS created at 226 Making slow rhs at time 226.6666666667 for fast variables advancing from 226 to 227 Fast time integration at level 0 from 226 to 226.5 with dt = 0.5 Fast time integration at level 0 from 226.5 to 227 with dt = 0.5 Time integration of scalars at level 0 from 226 to 227 with dt = 1 using RHS created at 226.6666666667 Making slow rhs at time 227 for fast variables advancing from 226 to 228 Fast time integration at level 0 from 226 to 226.5 with dt = 0.5 Fast time integration at level 0 from 226.5 to 227 with dt = 0.5 Fast time integration at level 0 from 227 to 227.5 with dt = 0.5 Fast time integration at level 0 from 227.5 to 228 with dt = 0.5 Time integration of scalars at level 0 from 226 to 228 with dt = 2 using RHS created at 227 Done with advance_dycore at level 0 [Level 0 step 114] Advanced 4096 cells [Level 1 step 114] ADVANCE from elapsed time = 226 to 228 with dt = 2 Making slow rhs at time 226 for fast variables advancing from 226 to 228 No-substepping time integration at level 1 to 228 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001747353512 0.001540640455 and volume-weighted sum 13221.66078 Subtracting 4.303926036e-06 from rhs in subdomain 0 Sum after subtraction 1.010476425e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001704314252 MLMG: Initial residual (resid0) = 0.0001704314252 MLMG: Final Iter. 6 resid, resid/bnorm = 7.502750591e-12, 4.40221079e-08 MLMG: Timers: Solve = 0.001914423 Iter = 0.001683607 Bottom = 0.000165522 Time in solve 0.002327489 Max/L2 norm of divergence after solve at level 1 : 4.303933538e-06 0.0002385477941 and volume-weighted sum 13221.66078 Time integration of scalars at level 1 from 226 to 228 with dt = 2 using RHS created at 226 Making slow rhs at time 228 for fast variables advancing from 226 to 228 No-substepping time integration at level 1 to 228 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000180558499 0.001519482385 and volume-weighted sum 13221.66078 Subtracting 4.303926036e-06 from rhs in subdomain 0 Sum after subtraction -1.25767452e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000176254573 MLMG: Initial residual (resid0) = 0.000176254573 MLMG: Final Iter. 5 resid, resid/bnorm = 8.821142805e-11, 5.004773865e-07 MLMG: Timers: Solve = 0.001630488 Iter = 0.001409427 Bottom = 0.000138328 Time in solve 0.001955191 Max/L2 norm of divergence after solve at level 1 : 4.303990611e-06 0.0002385477941 and volume-weighted sum 13221.66078 Time integration of scalars at level 1 from 226 to 228 with dt = 2 using RHS created at 228 Done with advance_dycore at level 1 [Level 1 step 114] Advanced 3072 cells Coarse STEP 114 ends. TIME = 228 DT = 2 Timestep time = 0.023609223 seconds. Coarse STEP 115 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.410885094 (terrain aware) 1.410885094 (terrain unaware) Anelastic dt at level 0 would be: 7.49881927 (terrain aware) 7.49881927 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2676410293 (terrain aware) 0.2676410293 (terrain unaware) Anelastic dt at level 1 would be: 3.529298927 (terrain aware) 3.529298927 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 115] ADVANCE from elapsed time = 228 to 230 with dt = 2 Making slow rhs at time 228 for fast variables advancing from 228 to 228.6666666667 Fast time integration at level 0 from 228 to 228.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 228 to 228.6666666667 with dt = 0.6666666666667 using RHS created at 228 Making slow rhs at time 228.6666666667 for fast variables advancing from 228 to 229 Fast time integration at level 0 from 228 to 228.5 with dt = 0.5 Fast time integration at level 0 from 228.5 to 229 with dt = 0.5 Time integration of scalars at level 0 from 228 to 229 with dt = 1 using RHS created at 228.6666666667 Making slow rhs at time 229 for fast variables advancing from 228 to 230 Fast time integration at level 0 from 228 to 228.5 with dt = 0.5 Fast time integration at level 0 from 228.5 to 229 with dt = 0.5 Fast time integration at level 0 from 229 to 229.5 with dt = 0.5 Fast time integration at level 0 from 229.5 to 230 with dt = 0.5 Time integration of scalars at level 0 from 228 to 230 with dt = 2 using RHS created at 229 Done with advance_dycore at level 0 [Level 0 step 115] Advanced 4096 cells [Level 1 step 115] ADVANCE from elapsed time = 228 to 230 with dt = 2 Making slow rhs at time 228 for fast variables advancing from 228 to 230 No-substepping time integration at level 1 to 230 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001869457679 0.001567250572 and volume-weighted sum 13822.05094 Subtracting 4.499365539e-06 from rhs in subdomain 0 Sum after subtraction 9.974659987e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001824464024 MLMG: Initial residual (resid0) = 0.0001824464024 MLMG: Final Iter. 6 resid, resid/bnorm = 7.06609847e-12, 3.872972215e-08 MLMG: Timers: Solve = 0.001690428 Iter = 0.001477564 Bottom = 0.00016431 Time in solve 0.00203748 Max/L2 norm of divergence after solve at level 1 : 4.499372605e-06 0.0002493801509 and volume-weighted sum 13822.05094 Time integration of scalars at level 1 from 228 to 230 with dt = 2 using RHS created at 228 Making slow rhs at time 230 for fast variables advancing from 228 to 230 No-substepping time integration at level 1 to 230 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001936666556 0.001555521215 and volume-weighted sum 13822.05094 Subtracting 4.499365539e-06 from rhs in subdomain 0 Sum after subtraction 9.714451465e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001891672901 MLMG: Initial residual (resid0) = 0.0001891672901 MLMG: Final Iter. 5 resid, resid/bnorm = 8.770132454e-11, 4.636178088e-07 MLMG: Timers: Solve = 0.001488638 Iter = 0.001266575 Bottom = 0.000140573 Time in solve 0.001828059 Max/L2 norm of divergence after solve at level 1 : 4.499429178e-06 0.0002493801509 and volume-weighted sum 13822.05094 Time integration of scalars at level 1 from 228 to 230 with dt = 2 using RHS created at 230 Done with advance_dycore at level 1 [Level 1 step 115] Advanced 3072 cells Coarse STEP 115 ends. TIME = 230 DT = 2 Timestep time = 0.023047583 seconds. Coarse STEP 116 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.407142392 (terrain aware) 1.407142392 (terrain unaware) Anelastic dt at level 0 would be: 7.382338314 (terrain aware) 7.382338314 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.267303145 (terrain aware) 0.267303145 (terrain unaware) Anelastic dt at level 1 would be: 3.477501051 (terrain aware) 3.477501051 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 116] ADVANCE from elapsed time = 230 to 232 with dt = 2 Making slow rhs at time 230 for fast variables advancing from 230 to 230.6666666667 Fast time integration at level 0 from 230 to 230.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 230 to 230.6666666667 with dt = 0.6666666666667 using RHS created at 230 Making slow rhs at time 230.6666666667 for fast variables advancing from 230 to 231 Fast time integration at level 0 from 230 to 230.5 with dt = 0.5 Fast time integration at level 0 from 230.5 to 231 with dt = 0.5 Time integration of scalars at level 0 from 230 to 231 with dt = 1 using RHS created at 230.6666666667 Making slow rhs at time 231 for fast variables advancing from 230 to 232 Fast time integration at level 0 from 230 to 230.5 with dt = 0.5 Fast time integration at level 0 from 230.5 to 231 with dt = 0.5 Fast time integration at level 0 from 231 to 231.5 with dt = 0.5 Fast time integration at level 0 from 231.5 to 232 with dt = 0.5 Time integration of scalars at level 0 from 230 to 232 with dt = 2 using RHS created at 231 Done with advance_dycore at level 0 [Level 0 step 116] Advanced 4096 cells [Level 1 step 116] ADVANCE from elapsed time = 230 to 232 with dt = 2 Making slow rhs at time 230 for fast variables advancing from 230 to 232 No-substepping time integration at level 1 to 232 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0001992316556 0.001601726095 and volume-weighted sum 14587.37809 Subtracting 4.748495472e-06 from rhs in subdomain 0 Sum after subtraction -5.551115123e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001944831601 MLMG: Initial residual (resid0) = 0.0001944831601 MLMG: Final Iter. 6 resid, resid/bnorm = 6.307172214e-12, 3.243042847e-08 MLMG: Timers: Solve = 0.001700061 Iter = 0.001484469 Bottom = 0.000170963 Time in solve 0.002041833 Max/L2 norm of divergence after solve at level 1 : 4.74850178e-06 0.0002631883334 and volume-weighted sum 14587.37809 Time integration of scalars at level 1 from 230 to 232 with dt = 2 using RHS created at 230 Making slow rhs at time 232 for fast variables advancing from 230 to 232 No-substepping time integration at level 1 to 232 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002041722766 0.001594449768 and volume-weighted sum 14587.37809 Subtracting 4.748495472e-06 from rhs in subdomain 0 Sum after subtraction -1.114559833e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001994237811 MLMG: Initial residual (resid0) = 0.0001994237811 MLMG: Final Iter. 5 resid, resid/bnorm = 8.717002785e-11, 4.37109493e-07 MLMG: Timers: Solve = 0.001484273 Iter = 0.001263649 Bottom = 0.000139583 Time in solve 0.001827107 Max/L2 norm of divergence after solve at level 1 : 4.748557986e-06 0.0002631883334 and volume-weighted sum 14587.37809 Time integration of scalars at level 1 from 230 to 232 with dt = 2 using RHS created at 232 Done with advance_dycore at level 1 [Level 1 step 116] Advanced 3072 cells Coarse STEP 116 ends. TIME = 232 DT = 2 Timestep time = 0.023353581 seconds. Coarse STEP 117 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.403873163 (terrain aware) 1.403873163 (terrain unaware) Anelastic dt at level 0 would be: 7.279146599 (terrain aware) 7.279146599 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2669337291 (terrain aware) 0.2669337291 (terrain unaware) Anelastic dt at level 1 would be: 3.426041676 (terrain aware) 3.426041676 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 117] ADVANCE from elapsed time = 232 to 234 with dt = 2 Making slow rhs at time 232 for fast variables advancing from 232 to 232.6666666667 Fast time integration at level 0 from 232 to 232.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 232 to 232.6666666667 with dt = 0.6666666666667 using RHS created at 232 Making slow rhs at time 232.6666666667 for fast variables advancing from 232 to 233 Fast time integration at level 0 from 232 to 232.5 with dt = 0.5 Fast time integration at level 0 from 232.5 to 233 with dt = 0.5 Time integration of scalars at level 0 from 232 to 233 with dt = 1 using RHS created at 232.6666666667 Making slow rhs at time 233 for fast variables advancing from 232 to 234 Fast time integration at level 0 from 232 to 232.5 with dt = 0.5 Fast time integration at level 0 from 232.5 to 233 with dt = 0.5 Fast time integration at level 0 from 233 to 233.5 with dt = 0.5 Fast time integration at level 0 from 233.5 to 234 with dt = 0.5 Time integration of scalars at level 0 from 232 to 234 with dt = 2 using RHS created at 233 Done with advance_dycore at level 0 [Level 0 step 117] Advanced 4096 cells [Level 1 step 117] ADVANCE from elapsed time = 232 to 234 with dt = 2 Making slow rhs at time 232 for fast variables advancing from 232 to 234 No-substepping time integration at level 1 to 234 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002112300689 0.001636768938 and volume-weighted sum 15347.29609 Subtracting 4.995864613e-06 from rhs in subdomain 0 Sum after subtraction 1.25767452e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002062342042 MLMG: Initial residual (resid0) = 0.0002062342042 MLMG: Final Iter. 5 resid, resid/bnorm = 9.100218713e-11, 4.412565193e-07 MLMG: Timers: Solve = 0.00148064 Iter = 0.001264827 Bottom = 0.00014471 Time in solve 0.00182518 Max/L2 norm of divergence after solve at level 1 : 4.995924416e-06 0.0002768989228 and volume-weighted sum 15347.29609 Time integration of scalars at level 1 from 232 to 234 with dt = 2 using RHS created at 232 Making slow rhs at time 234 for fast variables advancing from 232 to 234 No-substepping time integration at level 1 to 234 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002174642165 0.001635938661 and volume-weighted sum 15347.29609 Subtracting 4.995864613e-06 from rhs in subdomain 0 Sum after subtraction 4.466912951e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002124683518 MLMG: Initial residual (resid0) = 0.0002124683518 MLMG: Final Iter. 5 resid, resid/bnorm = 8.650686171e-11, 4.071517521e-07 MLMG: Timers: Solve = 0.001475388 Iter = 0.001254209 Bottom = 0.000140083 Time in solve 0.001824933 Max/L2 norm of divergence after solve at level 1 : 4.995925866e-06 0.0002768989228 and volume-weighted sum 15347.29609 Time integration of scalars at level 1 from 232 to 234 with dt = 2 using RHS created at 234 Done with advance_dycore at level 1 [Level 1 step 117] Advanced 3072 cells Coarse STEP 117 ends. TIME = 234 DT = 2 Timestep time = 0.022950925 seconds. Coarse STEP 118 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.398998278 (terrain aware) 1.398998278 (terrain unaware) Anelastic dt at level 0 would be: 7.177725752 (terrain aware) 7.177725752 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2665766758 (terrain aware) 0.2665766758 (terrain unaware) Anelastic dt at level 1 would be: 3.375797585 (terrain aware) 3.375797585 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 118] ADVANCE from elapsed time = 234 to 236 with dt = 2 Making slow rhs at time 234 for fast variables advancing from 234 to 234.6666666667 Fast time integration at level 0 from 234 to 234.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 234 to 234.6666666667 with dt = 0.6666666666667 using RHS created at 234 Making slow rhs at time 234.6666666667 for fast variables advancing from 234 to 235 Fast time integration at level 0 from 234 to 234.5 with dt = 0.5 Fast time integration at level 0 from 234.5 to 235 with dt = 0.5 Time integration of scalars at level 0 from 234 to 235 with dt = 1 using RHS created at 234.6666666667 Making slow rhs at time 235 for fast variables advancing from 234 to 236 Fast time integration at level 0 from 234 to 234.5 with dt = 0.5 Fast time integration at level 0 from 234.5 to 235 with dt = 0.5 Fast time integration at level 0 from 235 to 235.5 with dt = 0.5 Fast time integration at level 0 from 235.5 to 236 with dt = 0.5 Time integration of scalars at level 0 from 234 to 236 with dt = 2 using RHS created at 235 Done with advance_dycore at level 0 [Level 0 step 118] Advanced 4096 cells [Level 1 step 118] ADVANCE from elapsed time = 234 to 236 with dt = 2 Making slow rhs at time 234 for fast variables advancing from 234 to 236 No-substepping time integration at level 1 to 236 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002208380349 0.001671602803 and volume-weighted sum 15929.8017 Subtracting 5.185482325e-06 from rhs in subdomain 0 Sum after subtraction 2.168404345e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002156525526 MLMG: Initial residual (resid0) = 0.0002156525526 MLMG: Final Iter. 5 resid, resid/bnorm = 7.139665963e-11, 3.310726387e-07 MLMG: Timers: Solve = 0.001465131 Iter = 0.001248319 Bottom = 0.000142727 Time in solve 0.001793733 Max/L2 norm of divergence after solve at level 1 : 5.185546861e-06 0.0002874086032 and volume-weighted sum 15929.8017 Time integration of scalars at level 1 from 234 to 236 with dt = 2 using RHS created at 234 Making slow rhs at time 236 for fast variables advancing from 234 to 236 No-substepping time integration at level 1 to 236 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002286958505 0.001679579165 and volume-weighted sum 15929.8017 Subtracting 5.185482325e-06 from rhs in subdomain 0 Sum after subtraction -2.298508606e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002235103681 MLMG: Initial residual (resid0) = 0.0002235103681 MLMG: Final Iter. 5 resid, resid/bnorm = 8.55913187e-11, 3.829411558e-07 MLMG: Timers: Solve = 0.001464119 Iter = 0.001243748 Bottom = 0.000139976 Time in solve 0.001786475 Max/L2 norm of divergence after solve at level 1 : 5.185542209e-06 0.0002874086032 and volume-weighted sum 15929.8017 Time integration of scalars at level 1 from 234 to 236 with dt = 2 using RHS created at 236 Done with advance_dycore at level 1 [Level 1 step 118] Advanced 3072 cells Coarse STEP 118 ends. TIME = 236 DT = 2 Timestep time = 0.02310857 seconds. Coarse STEP 119 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.394483261 (terrain aware) 1.394483261 (terrain unaware) Anelastic dt at level 0 would be: 7.050600594 (terrain aware) 7.050600594 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2662367582 (terrain aware) 0.2662367582 (terrain unaware) Anelastic dt at level 1 would be: 3.336410056 (terrain aware) 3.336410056 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 119] ADVANCE from elapsed time = 236 to 238 with dt = 2 Making slow rhs at time 236 for fast variables advancing from 236 to 236.6666666667 Fast time integration at level 0 from 236 to 236.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 236 to 236.6666666667 with dt = 0.6666666666667 using RHS created at 236 Making slow rhs at time 236.6666666667 for fast variables advancing from 236 to 237 Fast time integration at level 0 from 236 to 236.5 with dt = 0.5 Fast time integration at level 0 from 236.5 to 237 with dt = 0.5 Time integration of scalars at level 0 from 236 to 237 with dt = 1 using RHS created at 236.6666666667 Making slow rhs at time 237 for fast variables advancing from 236 to 238 Fast time integration at level 0 from 236 to 236.5 with dt = 0.5 Fast time integration at level 0 from 236.5 to 237 with dt = 0.5 Fast time integration at level 0 from 237 to 237.5 with dt = 0.5 Fast time integration at level 0 from 237.5 to 238 with dt = 0.5 Time integration of scalars at level 0 from 236 to 238 with dt = 2 using RHS created at 237 Done with advance_dycore at level 0 [Level 0 step 119] Advanced 4096 cells [Level 1 step 119] ADVANCE from elapsed time = 236 to 238 with dt = 2 Making slow rhs at time 236 for fast variables advancing from 236 to 238 No-substepping time integration at level 1 to 238 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002352290255 0.001720149531 and volume-weighted sum 16209.05594 Subtracting 5.276385398e-06 from rhs in subdomain 0 Sum after subtraction 8.10983225e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002299526401 MLMG: Initial residual (resid0) = 0.0002299526401 MLMG: Final Iter. 5 resid, resid/bnorm = 9.69638325e-11, 4.216687073e-07 MLMG: Timers: Solve = 0.001675636 Iter = 0.00146256 Bottom = 0.000193915 Time in solve 0.002135044 Max/L2 norm of divergence after solve at level 1 : 5.276451802e-06 0.0002924469629 and volume-weighted sum 16209.05594 Time integration of scalars at level 1 from 236 to 238 with dt = 2 using RHS created at 236 Making slow rhs at time 238 for fast variables advancing from 236 to 238 No-substepping time integration at level 1 to 238 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000243064226 0.00172511222 and volume-weighted sum 16209.05594 Subtracting 5.276385398e-06 from rhs in subdomain 0 Sum after subtraction 1.301042607e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002377878406 MLMG: Initial residual (resid0) = 0.0002377878406 MLMG: Final Iter. 5 resid, resid/bnorm = 8.430697194e-11, 3.54547027e-07 MLMG: Timers: Solve = 0.001476555 Iter = 0.001260887 Bottom = 0.000140833 Time in solve 0.001805215 Max/L2 norm of divergence after solve at level 1 : 5.276443819e-06 0.0002924469629 and volume-weighted sum 16209.05594 Time integration of scalars at level 1 from 236 to 238 with dt = 2 using RHS created at 238 Done with advance_dycore at level 1 [Level 1 step 119] Advanced 3072 cells Coarse STEP 119 ends. TIME = 238 DT = 2 Timestep time = 0.022809023 seconds. Coarse STEP 120 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.390539337 (terrain aware) 1.390539337 (terrain unaware) Anelastic dt at level 0 would be: 6.938390203 (terrain aware) 6.938390203 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658948301 (terrain aware) 0.2658948301 (terrain unaware) Anelastic dt at level 1 would be: 3.289144218 (terrain aware) 3.289144218 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 120] ADVANCE from elapsed time = 238 to 240 with dt = 2 Making slow rhs at time 238 for fast variables advancing from 238 to 238.6666666667 Fast time integration at level 0 from 238 to 238.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 238 to 238.6666666667 with dt = 0.6666666666667 using RHS created at 238 Making slow rhs at time 238.6666666667 for fast variables advancing from 238 to 239 Fast time integration at level 0 from 238 to 238.5 with dt = 0.5 Fast time integration at level 0 from 238.5 to 239 with dt = 0.5 Time integration of scalars at level 0 from 238 to 239 with dt = 1 using RHS created at 238.6666666667 Making slow rhs at time 239 for fast variables advancing from 238 to 240 Fast time integration at level 0 from 238 to 238.5 with dt = 0.5 Fast time integration at level 0 from 238.5 to 239 with dt = 0.5 Fast time integration at level 0 from 239 to 239.5 with dt = 0.5 Fast time integration at level 0 from 239.5 to 240 with dt = 0.5 Time integration of scalars at level 0 from 238 to 240 with dt = 2 using RHS created at 239 Done with advance_dycore at level 0 [Level 0 step 120] Advanced 4096 cells [Level 1 step 120] ADVANCE from elapsed time = 238 to 240 with dt = 2 Making slow rhs at time 238 for fast variables advancing from 238 to 240 No-substepping time integration at level 1 to 240 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002517184347 0.001782102132 and volume-weighted sum 16132.09107 Subtracting 5.25133173e-06 from rhs in subdomain 0 Sum after subtraction 2.038300084e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000246467103 MLMG: Initial residual (resid0) = 0.000246467103 MLMG: Final Iter. 6 resid, resid/bnorm = 7.07854515e-12, 2.872004038e-08 MLMG: Timers: Solve = 0.001796056 Iter = 0.001486675 Bottom = 0.000173464 Time in solve 0.002125168 Max/L2 norm of divergence after solve at level 1 : 5.251338808e-06 0.0002910583476 and volume-weighted sum 16132.09107 Time integration of scalars at level 1 from 238 to 240 with dt = 2 using RHS created at 238 Making slow rhs at time 240 for fast variables advancing from 238 to 240 No-substepping time integration at level 1 to 240 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002581042703 0.001772491018 and volume-weighted sum 16132.09107 Subtracting 5.25133173e-06 from rhs in subdomain 0 Sum after subtraction -2.905661822e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002528529385 MLMG: Initial residual (resid0) = 0.0002528529385 MLMG: Final Iter. 5 resid, resid/bnorm = 8.264897446e-11, 3.268657859e-07 MLMG: Timers: Solve = 0.00147428 Iter = 0.001253154 Bottom = 0.000141618 Time in solve 0.001819955 Max/L2 norm of divergence after solve at level 1 : 5.251388566e-06 0.0002910583476 and volume-weighted sum 16132.09107 Time integration of scalars at level 1 from 238 to 240 with dt = 2 using RHS created at 240 Done with advance_dycore at level 1 [Level 1 step 120] Advanced 3072 cells Coarse STEP 120 ends. TIME = 240 DT = 2 Timestep time = 0.024086417 seconds. Coarse STEP 121 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.387053019 (terrain aware) 1.387053019 (terrain unaware) Anelastic dt at level 0 would be: 6.842406108 (terrain aware) 6.842406108 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2655389601 (terrain aware) 0.2655389601 (terrain unaware) Anelastic dt at level 1 would be: 3.252437138 (terrain aware) 3.252437138 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(3) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(3) m_ref->m_hash_sig(0) ((0,0,0) (15,0,63) (0,0,0)) ((16,0,0) (31,0,63) (0,0,0)) ((32,0,0) (47,0,63) (0,0,0)) ) Building the 3D FFT solver to be used on domain ((0,0,0) (47,0,47) (0,0,0)) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.002825107164 0.01317884433 and volume-weighted sum -22600.2745 Subtracting -9.809146917e-06 from rhs in subdomain 0 Sum after subtraction -9.714451465e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.002834916311 MLMG: Initial residual (resid0) = 0.002834916311 MLMG: Final Iter. 7 resid, resid/bnorm = 7.917228486e-12, 2.792755629e-09 MLMG: Timers: Solve = 0.001733422 Iter = 0.001488258 Bottom = 0.000151796 Time in solve 0.002085284 Max/L2 norm of divergence after solve at level 1 : 9.809150655e-06 0.000470839052 and volume-weighted sum -22600.2745 [Level 0 step 121] ADVANCE from elapsed time = 240 to 242 with dt = 2 Making slow rhs at time 240 for fast variables advancing from 240 to 240.6666666667 Fast time integration at level 0 from 240 to 240.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 240 to 240.6666666667 with dt = 0.6666666666667 using RHS created at 240 Making slow rhs at time 240.6666666667 for fast variables advancing from 240 to 241 Fast time integration at level 0 from 240 to 240.5 with dt = 0.5 Fast time integration at level 0 from 240.5 to 241 with dt = 0.5 Time integration of scalars at level 0 from 240 to 241 with dt = 1 using RHS created at 240.6666666667 Making slow rhs at time 241 for fast variables advancing from 240 to 242 Fast time integration at level 0 from 240 to 240.5 with dt = 0.5 Fast time integration at level 0 from 240.5 to 241 with dt = 0.5 Fast time integration at level 0 from 241 to 241.5 with dt = 0.5 Fast time integration at level 0 from 241.5 to 242 with dt = 0.5 Time integration of scalars at level 0 from 240 to 242 with dt = 2 using RHS created at 241 Done with advance_dycore at level 0 [Level 0 step 121] Advanced 4096 cells [Level 1 step 121] ADVANCE from elapsed time = 240 to 242 with dt = 2 Making slow rhs at time 240 for fast variables advancing from 240 to 242 No-substepping time integration at level 1 to 242 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.006178602471 0.05725374126 and volume-weighted sum -32706.48253 Subtracting -1.419552193e-05 from rhs in subdomain 0 Sum after subtraction -9.159339953e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.006164406949 MLMG: Initial residual (resid0) = 0.006164406949 MLMG: Final Iter. 7 resid, resid/bnorm = 3.493355317e-11, 5.666977126e-09 MLMG: Timers: Solve = 0.001691082 Iter = 0.001479965 Bottom = 0.000155554 Time in solve 0.002027183 Max/L2 norm of divergence after solve at level 1 : 1.419555573e-05 0.0006813850527 and volume-weighted sum -32706.48253 Time integration of scalars at level 1 from 240 to 242 with dt = 2 using RHS created at 240 Making slow rhs at time 242 for fast variables advancing from 240 to 242 No-substepping time integration at level 1 to 242 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002512415185 0.00192466662 and volume-weighted sum -32706.48253 Subtracting -1.419552193e-05 from rhs in subdomain 0 Sum after subtraction -4.331387679e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002654370405 MLMG: Initial residual (resid0) = 0.0002654370405 MLMG: Final Iter. 5 resid, resid/bnorm = 9.854774256e-11, 3.712659785e-07 MLMG: Timers: Solve = 0.001303861 Iter = 0.001093883 Bottom = 0.000112629 Time in solve 0.001682445 Max/L2 norm of divergence after solve at level 1 : 1.419559601e-05 0.0006813850527 and volume-weighted sum -32706.48253 Time integration of scalars at level 1 from 240 to 242 with dt = 2 using RHS created at 242 Done with advance_dycore at level 1 [Level 1 step 121] Advanced 2304 cells Coarse STEP 121 ends. TIME = 242 DT = 2 Timestep time = 0.030860184 seconds. Coarse STEP 122 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.382021015 (terrain aware) 1.382021015 (terrain unaware) Anelastic dt at level 0 would be: 6.763622281 (terrain aware) 6.763622281 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651937524 (terrain aware) 0.2651937524 (terrain unaware) Anelastic dt at level 1 would be: 3.205507727 (terrain aware) 3.205507727 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 122] ADVANCE from elapsed time = 242 to 244 with dt = 2 Making slow rhs at time 242 for fast variables advancing from 242 to 242.6666666667 Fast time integration at level 0 from 242 to 242.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 242 to 242.6666666667 with dt = 0.6666666666667 using RHS created at 242 Making slow rhs at time 242.6666666667 for fast variables advancing from 242 to 243 Fast time integration at level 0 from 242 to 242.5 with dt = 0.5 Fast time integration at level 0 from 242.5 to 243 with dt = 0.5 Time integration of scalars at level 0 from 242 to 243 with dt = 1 using RHS created at 242.6666666667 Making slow rhs at time 243 for fast variables advancing from 242 to 244 Fast time integration at level 0 from 242 to 242.5 with dt = 0.5 Fast time integration at level 0 from 242.5 to 243 with dt = 0.5 Fast time integration at level 0 from 243 to 243.5 with dt = 0.5 Fast time integration at level 0 from 243.5 to 244 with dt = 0.5 Time integration of scalars at level 0 from 242 to 244 with dt = 2 using RHS created at 243 Done with advance_dycore at level 0 [Level 0 step 122] Advanced 4096 cells [Level 1 step 122] ADVANCE from elapsed time = 242 to 244 with dt = 2 Making slow rhs at time 242 for fast variables advancing from 242 to 244 No-substepping time integration at level 1 to 244 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002535839396 0.002089700788 and volume-weighted sum -40527.20297 Subtracting -1.758993184e-05 from rhs in subdomain 0 Sum after subtraction -9.443400922e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002711738714 MLMG: Initial residual (resid0) = 0.0002711738714 MLMG: Final Iter. 6 resid, resid/bnorm = 8.616162925e-12, 3.177357346e-08 MLMG: Timers: Solve = 0.001503782 Iter = 0.001296516 Bottom = 0.000130839 Time in solve 0.001834228 Max/L2 norm of divergence after solve at level 1 : 1.758994046e-05 0.0008443167285 and volume-weighted sum -40527.20297 Time integration of scalars at level 1 from 242 to 244 with dt = 2 using RHS created at 242 Making slow rhs at time 244 for fast variables advancing from 242 to 244 No-substepping time integration at level 1 to 244 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002650739653 0.002037268944 and volume-weighted sum -40527.20297 Subtracting -1.758993184e-05 from rhs in subdomain 0 Sum after subtraction -1.456083518e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002826638971 MLMG: Initial residual (resid0) = 0.0002826638971 MLMG: Final Iter. 5 resid, resid/bnorm = 9.597221187e-11, 3.395276611e-07 MLMG: Timers: Solve = 0.001695542 Iter = 0.001488343 Bottom = 0.000166424 Time in solve 0.002040803 Max/L2 norm of divergence after solve at level 1 : 1.75900056e-05 0.0008443167285 and volume-weighted sum -40527.20297 Time integration of scalars at level 1 from 242 to 244 with dt = 2 using RHS created at 244 Done with advance_dycore at level 1 [Level 1 step 122] Advanced 2304 cells Coarse STEP 122 ends. TIME = 244 DT = 2 Timestep time = 0.021761956 seconds. Coarse STEP 123 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.377357941 (terrain aware) 1.377357941 (terrain unaware) Anelastic dt at level 0 would be: 6.70274247 (terrain aware) 6.70274247 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648658295 (terrain aware) 0.2648658295 (terrain unaware) Anelastic dt at level 1 would be: 3.164220541 (terrain aware) 3.164220541 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 123] ADVANCE from elapsed time = 244 to 246 with dt = 2 Making slow rhs at time 244 for fast variables advancing from 244 to 244.6666666667 Fast time integration at level 0 from 244 to 244.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 244 to 244.6666666667 with dt = 0.6666666666667 using RHS created at 244 Making slow rhs at time 244.6666666667 for fast variables advancing from 244 to 245 Fast time integration at level 0 from 244 to 244.5 with dt = 0.5 Fast time integration at level 0 from 244.5 to 245 with dt = 0.5 Time integration of scalars at level 0 from 244 to 245 with dt = 1 using RHS created at 244.6666666667 Making slow rhs at time 245 for fast variables advancing from 244 to 246 Fast time integration at level 0 from 244 to 244.5 with dt = 0.5 Fast time integration at level 0 from 244.5 to 245 with dt = 0.5 Fast time integration at level 0 from 245 to 245.5 with dt = 0.5 Fast time integration at level 0 from 245.5 to 246 with dt = 0.5 Time integration of scalars at level 0 from 244 to 246 with dt = 2 using RHS created at 245 Done with advance_dycore at level 0 [Level 0 step 123] Advanced 4096 cells [Level 1 step 123] ADVANCE from elapsed time = 244 to 246 with dt = 2 Making slow rhs at time 244 for fast variables advancing from 244 to 246 No-substepping time integration at level 1 to 246 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002693335805 0.002505395794 and volume-weighted sum -39132.4799 Subtracting -1.698458329e-05 from rhs in subdomain 0 Sum after subtraction -1.279358564e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002863181638 MLMG: Initial residual (resid0) = 0.0002863181638 MLMG: Final Iter. 6 resid, resid/bnorm = 1.967656364e-11, 6.872272224e-08 MLMG: Timers: Solve = 0.001902663 Iter = 0.00169403 Bottom = 0.000173175 Time in solve 0.002234402 Max/L2 norm of divergence after solve at level 1 : 1.698460297e-05 0.000815259998 and volume-weighted sum -39132.4799 Time integration of scalars at level 1 from 244 to 246 with dt = 2 using RHS created at 244 Making slow rhs at time 246 for fast variables advancing from 244 to 246 No-substepping time integration at level 1 to 246 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000280259215 0.002078094185 and volume-weighted sum -39132.4799 Subtracting -1.698458329e-05 from rhs in subdomain 0 Sum after subtraction -1.460149276e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002972437983 MLMG: Initial residual (resid0) = 0.0002972437983 MLMG: Final Iter. 5 resid, resid/bnorm = 9.404977956e-11, 3.164061962e-07 MLMG: Timers: Solve = 0.001308031 Iter = 0.0010981 Bottom = 0.000113129 Time in solve 0.001637791 Max/L2 norm of divergence after solve at level 1 : 1.698465846e-05 0.000815259998 and volume-weighted sum -39132.4799 Time integration of scalars at level 1 from 244 to 246 with dt = 2 using RHS created at 246 Done with advance_dycore at level 1 [Level 1 step 123] Advanced 2304 cells Coarse STEP 123 ends. TIME = 246 DT = 2 Timestep time = 0.021604453 seconds. Coarse STEP 124 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373150963 (terrain aware) 1.373150963 (terrain unaware) Anelastic dt at level 0 would be: 6.623828432 (terrain aware) 6.623828432 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645160499 (terrain aware) 0.2645160499 (terrain unaware) Anelastic dt at level 1 would be: 3.125651094 (terrain aware) 3.125651094 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 124] ADVANCE from elapsed time = 246 to 248 with dt = 2 Making slow rhs at time 246 for fast variables advancing from 246 to 246.6666666667 Fast time integration at level 0 from 246 to 246.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 246 to 246.6666666667 with dt = 0.6666666666667 using RHS created at 246 Making slow rhs at time 246.6666666667 for fast variables advancing from 246 to 247 Fast time integration at level 0 from 246 to 246.5 with dt = 0.5 Fast time integration at level 0 from 246.5 to 247 with dt = 0.5 Time integration of scalars at level 0 from 246 to 247 with dt = 1 using RHS created at 246.6666666667 Making slow rhs at time 247 for fast variables advancing from 246 to 248 Fast time integration at level 0 from 246 to 246.5 with dt = 0.5 Fast time integration at level 0 from 246.5 to 247 with dt = 0.5 Fast time integration at level 0 from 247 to 247.5 with dt = 0.5 Fast time integration at level 0 from 247.5 to 248 with dt = 0.5 Time integration of scalars at level 0 from 246 to 248 with dt = 2 using RHS created at 247 Done with advance_dycore at level 0 [Level 0 step 124] Advanced 4096 cells [Level 1 step 124] ADVANCE from elapsed time = 246 to 248 with dt = 2 Making slow rhs at time 246 for fast variables advancing from 246 to 248 No-substepping time integration at level 1 to 248 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002905409188 0.002669593423 and volume-weighted sum -25916.33237 Subtracting -1.124840815e-05 from rhs in subdomain 0 Sum after subtraction -6.657001339e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000301789327 MLMG: Initial residual (resid0) = 0.000301789327 MLMG: Final Iter. 6 resid, resid/bnorm = 2.382031063e-11, 7.893026195e-08 MLMG: Timers: Solve = 0.001505798 Iter = 0.001297364 Bottom = 0.000129715 Time in solve 0.001838324 Max/L2 norm of divergence after solve at level 1 : 1.124843197e-05 0.000539923591 and volume-weighted sum -25916.33237 Time integration of scalars at level 1 from 246 to 248 with dt = 2 using RHS created at 246 Making slow rhs at time 248 for fast variables advancing from 246 to 248 No-substepping time integration at level 1 to 248 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003020115889 0.002044911702 and volume-weighted sum -25916.33237 Subtracting -1.124840815e-05 from rhs in subdomain 0 Sum after subtraction -1.561522179e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003132599971 MLMG: Initial residual (resid0) = 0.0003132599971 MLMG: Final Iter. 5 resid, resid/bnorm = 9.13600646e-11, 2.916429338e-07 MLMG: Timers: Solve = 0.001294323 Iter = 0.001087666 Bottom = 0.000113182 Time in solve 0.001632756 Max/L2 norm of divergence after solve at level 1 : 1.124848509e-05 0.000539923591 and volume-weighted sum -25916.33237 Time integration of scalars at level 1 from 246 to 248 with dt = 2 using RHS created at 248 Done with advance_dycore at level 1 [Level 1 step 124] Advanced 2304 cells Coarse STEP 124 ends. TIME = 248 DT = 2 Timestep time = 0.021477919 seconds. Coarse STEP 125 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369489497 (terrain aware) 1.369489497 (terrain unaware) Anelastic dt at level 0 would be: 6.533827337 (terrain aware) 6.533827337 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2642061149 (terrain aware) 0.2642061149 (terrain unaware) Anelastic dt at level 1 would be: 3.087085615 (terrain aware) 3.087085615 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 125] ADVANCE from elapsed time = 248 to 250 with dt = 2 Making slow rhs at time 248 for fast variables advancing from 248 to 248.6666666667 Fast time integration at level 0 from 248 to 248.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 248 to 248.6666666667 with dt = 0.6666666666667 using RHS created at 248 Making slow rhs at time 248.6666666667 for fast variables advancing from 248 to 249 Fast time integration at level 0 from 248 to 248.5 with dt = 0.5 Fast time integration at level 0 from 248.5 to 249 with dt = 0.5 Time integration of scalars at level 0 from 248 to 249 with dt = 1 using RHS created at 248.6666666667 Making slow rhs at time 249 for fast variables advancing from 248 to 250 Fast time integration at level 0 from 248 to 248.5 with dt = 0.5 Fast time integration at level 0 from 248.5 to 249 with dt = 0.5 Fast time integration at level 0 from 249 to 249.5 with dt = 0.5 Fast time integration at level 0 from 249.5 to 250 with dt = 0.5 Time integration of scalars at level 0 from 248 to 250 with dt = 2 using RHS created at 249 Done with advance_dycore at level 0 [Level 0 step 125] Advanced 4096 cells [Level 1 step 125] ADVANCE from elapsed time = 248 to 250 with dt = 2 Making slow rhs at time 248 for fast variables advancing from 248 to 250 No-substepping time integration at level 1 to 250 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003140479043 0.002341483866 and volume-weighted sum -4082.229659 Subtracting -1.771801067e-06 from rhs in subdomain 0 Sum after subtraction -4.976487972e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003158197053 MLMG: Initial residual (resid0) = 0.0003158197053 MLMG: Final Iter. 6 resid, resid/bnorm = 1.538259498e-11, 4.870688787e-08 MLMG: Timers: Solve = 0.001477254 Iter = 0.001271254 Bottom = 0.00012586 Time in solve 0.001799676 Max/L2 norm of divergence after solve at level 1 : 1.77181645e-06 8.504645123e-05 and volume-weighted sum -4082.229659 Time integration of scalars at level 1 from 248 to 250 with dt = 2 using RHS created at 248 Making slow rhs at time 250 for fast variables advancing from 248 to 250 No-substepping time integration at level 1 to 250 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003287078962 0.00203865105 and volume-weighted sum -4082.229659 Subtracting -1.771801067e-06 from rhs in subdomain 0 Sum after subtraction -6.338855764e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003304796973 MLMG: Initial residual (resid0) = 0.0003304796973 MLMG: Final Iter. 5 resid, resid/bnorm = 8.656896771e-11, 2.619494281e-07 MLMG: Timers: Solve = 0.001302853 Iter = 0.001092888 Bottom = 0.0001113 Time in solve 0.001622956 Max/L2 norm of divergence after solve at level 1 : 1.771880285e-06 8.504645123e-05 and volume-weighted sum -4082.229659 Time integration of scalars at level 1 from 248 to 250 with dt = 2 using RHS created at 250 Done with advance_dycore at level 1 [Level 1 step 125] Advanced 2304 cells Coarse STEP 125 ends. TIME = 250 DT = 2 Timestep time = 0.021375145 seconds. Coarse STEP 126 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366441362 (terrain aware) 1.366441362 (terrain unaware) Anelastic dt at level 0 would be: 6.461372273 (terrain aware) 6.461372273 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2638916672 (terrain aware) 0.2638916672 (terrain unaware) Anelastic dt at level 1 would be: 3.058001031 (terrain aware) 3.058001031 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 126] ADVANCE from elapsed time = 250 to 252 with dt = 2 Making slow rhs at time 250 for fast variables advancing from 250 to 250.6666666667 Fast time integration at level 0 from 250 to 250.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 250 to 250.6666666667 with dt = 0.6666666666667 using RHS created at 250 Making slow rhs at time 250.6666666667 for fast variables advancing from 250 to 251 Fast time integration at level 0 from 250 to 250.5 with dt = 0.5 Fast time integration at level 0 from 250.5 to 251 with dt = 0.5 Time integration of scalars at level 0 from 250 to 251 with dt = 1 using RHS created at 250.6666666667 Making slow rhs at time 251 for fast variables advancing from 250 to 252 Fast time integration at level 0 from 250 to 250.5 with dt = 0.5 Fast time integration at level 0 from 250.5 to 251 with dt = 0.5 Fast time integration at level 0 from 251 to 251.5 with dt = 0.5 Fast time integration at level 0 from 251.5 to 252 with dt = 0.5 Time integration of scalars at level 0 from 250 to 252 with dt = 2 using RHS created at 251 Done with advance_dycore at level 0 [Level 0 step 126] Advanced 4096 cells [Level 1 step 126] ADVANCE from elapsed time = 250 to 252 with dt = 2 Making slow rhs at time 250 for fast variables advancing from 250 to 252 No-substepping time integration at level 1 to 252 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003486325016 0.002134441356 and volume-weighted sum 20415.07477 Subtracting 8.860709535e-06 from rhs in subdomain 0 Sum after subtraction 2.854162219e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003397717921 MLMG: Initial residual (resid0) = 0.0003397717921 MLMG: Final Iter. 6 resid, resid/bnorm = 5.391281144e-12, 1.586735942e-08 MLMG: Timers: Solve = 0.00150272 Iter = 0.001293542 Bottom = 0.000129968 Time in solve 0.001822935 Max/L2 norm of divergence after solve at level 1 : 8.860713752e-06 0.0004253140577 and volume-weighted sum 20415.07477 Time integration of scalars at level 1 from 250 to 252 with dt = 2 using RHS created at 250 Making slow rhs at time 252 for fast variables advancing from 250 to 252 No-substepping time integration at level 1 to 252 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003607869634 0.002147898902 and volume-weighted sum 20415.07477 Subtracting 8.860709535e-06 from rhs in subdomain 0 Sum after subtraction 9.545044876e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003519262539 MLMG: Initial residual (resid0) = 0.0003519262539 MLMG: Final Iter. 5 resid, resid/bnorm = 8.18126068e-11, 2.324708825e-07 MLMG: Timers: Solve = 0.001286891 Iter = 0.001082882 Bottom = 0.000111945 Time in solve 0.001604287 Max/L2 norm of divergence after solve at level 1 : 8.860789025e-06 0.0004253140577 and volume-weighted sum 20415.07477 Time integration of scalars at level 1 from 250 to 252 with dt = 2 using RHS created at 252 Done with advance_dycore at level 1 [Level 1 step 126] Advanced 2304 cells Coarse STEP 126 ends. TIME = 252 DT = 2 Timestep time = 0.021225075 seconds. Coarse STEP 127 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.362020415 (terrain aware) 1.362020415 (terrain unaware) Anelastic dt at level 0 would be: 6.391201415 (terrain aware) 6.391201415 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2635827174 (terrain aware) 0.2635827174 (terrain unaware) Anelastic dt at level 1 would be: 3.022193066 (terrain aware) 3.022193066 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 127] ADVANCE from elapsed time = 252 to 254 with dt = 2 Making slow rhs at time 252 for fast variables advancing from 252 to 252.6666666667 Fast time integration at level 0 from 252 to 252.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 252 to 252.6666666667 with dt = 0.6666666666667 using RHS created at 252 Making slow rhs at time 252.6666666667 for fast variables advancing from 252 to 253 Fast time integration at level 0 from 252 to 252.5 with dt = 0.5 Fast time integration at level 0 from 252.5 to 253 with dt = 0.5 Time integration of scalars at level 0 from 252 to 253 with dt = 1 using RHS created at 252.6666666667 Making slow rhs at time 253 for fast variables advancing from 252 to 254 Fast time integration at level 0 from 252 to 252.5 with dt = 0.5 Fast time integration at level 0 from 252.5 to 253 with dt = 0.5 Fast time integration at level 0 from 253 to 253.5 with dt = 0.5 Fast time integration at level 0 from 253.5 to 254 with dt = 0.5 Time integration of scalars at level 0 from 252 to 254 with dt = 2 using RHS created at 253 Done with advance_dycore at level 0 [Level 0 step 127] Advanced 4096 cells [Level 1 step 127] ADVANCE from elapsed time = 252 to 254 with dt = 2 Making slow rhs at time 252 for fast variables advancing from 252 to 254 No-substepping time integration at level 1 to 254 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003738653752 0.002384343385 and volume-weighted sum 42844.30097 Subtracting 1.859561674e-05 from rhs in subdomain 0 Sum after subtraction 3.604972224e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003552697585 MLMG: Initial residual (resid0) = 0.0003552697585 MLMG: Final Iter. 6 resid, resid/bnorm = 1.063155933e-11, 2.99253147e-08 MLMG: Timers: Solve = 0.001490667 Iter = 0.001280258 Bottom = 0.000139527 Time in solve 0.001810707 Max/L2 norm of divergence after solve at level 1 : 1.859562692e-05 0.0008925896036 and volume-weighted sum 42844.30097 Time integration of scalars at level 1 from 252 to 254 with dt = 2 using RHS created at 252 Making slow rhs at time 254 for fast variables advancing from 252 to 254 No-substepping time integration at level 1 to 254 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003836348473 0.002353498778 and volume-weighted sum 42844.30097 Subtracting 1.859561674e-05 from rhs in subdomain 0 Sum after subtraction -2.141299291e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003650392305 MLMG: Initial residual (resid0) = 0.0003650392305 MLMG: Final Iter. 5 resid, resid/bnorm = 8.795308999e-11, 2.409414732e-07 MLMG: Timers: Solve = 0.00129624 Iter = 0.001088243 Bottom = 0.000117338 Time in solve 0.001616875 Max/L2 norm of divergence after solve at level 1 : 1.859568859e-05 0.0008925896036 and volume-weighted sum 42844.30097 Time integration of scalars at level 1 from 252 to 254 with dt = 2 using RHS created at 254 Done with advance_dycore at level 1 [Level 1 step 127] Advanced 2304 cells Coarse STEP 127 ends. TIME = 254 DT = 2 Timestep time = 0.021260772 seconds. Coarse STEP 128 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.357613708 (terrain aware) 1.357613708 (terrain unaware) Anelastic dt at level 0 would be: 6.29114793 (terrain aware) 6.29114793 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2633269255 (terrain aware) 0.2633269255 (terrain unaware) Anelastic dt at level 1 would be: 2.993515432 (terrain aware) 2.993515432 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 128] ADVANCE from elapsed time = 254 to 256 with dt = 2 Making slow rhs at time 254 for fast variables advancing from 254 to 254.6666666667 Fast time integration at level 0 from 254 to 254.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 254 to 254.6666666667 with dt = 0.6666666666667 using RHS created at 254 Making slow rhs at time 254.6666666667 for fast variables advancing from 254 to 255 Fast time integration at level 0 from 254 to 254.5 with dt = 0.5 Fast time integration at level 0 from 254.5 to 255 with dt = 0.5 Time integration of scalars at level 0 from 254 to 255 with dt = 1 using RHS created at 254.6666666667 Making slow rhs at time 255 for fast variables advancing from 254 to 256 Fast time integration at level 0 from 254 to 254.5 with dt = 0.5 Fast time integration at level 0 from 254.5 to 255 with dt = 0.5 Fast time integration at level 0 from 255 to 255.5 with dt = 0.5 Fast time integration at level 0 from 255.5 to 256 with dt = 0.5 Time integration of scalars at level 0 from 254 to 256 with dt = 2 using RHS created at 255 Done with advance_dycore at level 0 [Level 0 step 128] Advanced 4096 cells [Level 1 step 128] ADVANCE from elapsed time = 254 to 256 with dt = 2 Making slow rhs at time 254 for fast variables advancing from 254 to 256 No-substepping time integration at level 1 to 256 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003978476565 0.002698737716 and volume-weighted sum 61199.53798 Subtracting 2.656229947e-05 from rhs in subdomain 0 Sum after subtraction -1.41217333e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000371285357 MLMG: Initial residual (resid0) = 0.000371285357 MLMG: Final Iter. 6 resid, resid/bnorm = 1.563100491e-11, 4.209970744e-08 MLMG: Timers: Solve = 0.001491384 Iter = 0.001276459 Bottom = 0.000132094 Time in solve 0.001807852 Max/L2 norm of divergence after solve at level 1 : 2.65623151e-05 0.001274990375 and volume-weighted sum 61199.53798 Time integration of scalars at level 1 from 254 to 256 with dt = 2 using RHS created at 254 Making slow rhs at time 256 for fast variables advancing from 254 to 256 No-substepping time integration at level 1 to 256 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004064962734 0.00258925301 and volume-weighted sum 61199.53798 Subtracting 2.656229947e-05 from rhs in subdomain 0 Sum after subtraction -1.146543797e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000379933974 MLMG: Initial residual (resid0) = 0.000379933974 MLMG: Final Iter. 5 resid, resid/bnorm = 9.432842265e-11, 2.482758298e-07 MLMG: Timers: Solve = 0.001311246 Iter = 0.00109249 Bottom = 0.000113108 Time in solve 0.001642165 Max/L2 norm of divergence after solve at level 1 : 2.656236691e-05 0.001274990375 and volume-weighted sum 61199.53798 Time integration of scalars at level 1 from 254 to 256 with dt = 2 using RHS created at 256 Done with advance_dycore at level 1 [Level 1 step 128] Advanced 2304 cells Coarse STEP 128 ends. TIME = 256 DT = 2 Timestep time = 0.021380204 seconds. Coarse STEP 129 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353770008 (terrain aware) 1.353770008 (terrain unaware) Anelastic dt at level 0 would be: 6.204170967 (terrain aware) 6.204170967 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2630210639 (terrain aware) 0.2630210639 (terrain unaware) Anelastic dt at level 1 would be: 2.958749972 (terrain aware) 2.958749972 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 129] ADVANCE from elapsed time = 256 to 258 with dt = 2 Making slow rhs at time 256 for fast variables advancing from 256 to 256.6666666667 Fast time integration at level 0 from 256 to 256.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 256 to 256.6666666667 with dt = 0.6666666666667 using RHS created at 256 Making slow rhs at time 256.6666666667 for fast variables advancing from 256 to 257 Fast time integration at level 0 from 256 to 256.5 with dt = 0.5 Fast time integration at level 0 from 256.5 to 257 with dt = 0.5 Time integration of scalars at level 0 from 256 to 257 with dt = 1 using RHS created at 256.6666666667 Making slow rhs at time 257 for fast variables advancing from 256 to 258 Fast time integration at level 0 from 256 to 256.5 with dt = 0.5 Fast time integration at level 0 from 256.5 to 257 with dt = 0.5 Fast time integration at level 0 from 257 to 257.5 with dt = 0.5 Fast time integration at level 0 from 257.5 to 258 with dt = 0.5 Time integration of scalars at level 0 from 256 to 258 with dt = 2 using RHS created at 257 Done with advance_dycore at level 0 [Level 0 step 129] Advanced 4096 cells [Level 1 step 129] ADVANCE from elapsed time = 256 to 258 with dt = 2 Making slow rhs at time 256 for fast variables advancing from 256 to 258 No-substepping time integration at level 1 to 258 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004316214428 0.002924792818 and volume-weighted sum 74990.25026 Subtracting 3.254785167e-05 from rhs in subdomain 0 Sum after subtraction -1.038665681e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003990735911 MLMG: Initial residual (resid0) = 0.0003990735911 MLMG: Final Iter. 6 resid, resid/bnorm = 1.788864239e-11, 4.482542264e-08 MLMG: Timers: Solve = 0.001494186 Iter = 0.001284637 Bottom = 0.000137721 Time in solve 0.00186884 Max/L2 norm of divergence after solve at level 1 : 3.254786956e-05 0.00156229688 and volume-weighted sum 74990.25026 Time integration of scalars at level 1 from 256 to 258 with dt = 2 using RHS created at 256 Making slow rhs at time 258 for fast variables advancing from 256 to 258 No-substepping time integration at level 1 to 258 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004376448761 0.002807610421 and volume-weighted sum 74990.25026 Subtracting 3.254785167e-05 from rhs in subdomain 0 Sum after subtraction -1.113475631e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004050970244 MLMG: Initial residual (resid0) = 0.0004050970244 MLMG: Final Iter. 5 resid, resid/bnorm = 9.994896679e-11, 2.467284644e-07 MLMG: Timers: Solve = 0.001293732 Iter = 0.001083216 Bottom = 0.000108738 Time in solve 0.001628735 Max/L2 norm of divergence after solve at level 1 : 3.254791454e-05 0.00156229688 and volume-weighted sum 74990.25026 Time integration of scalars at level 1 from 256 to 258 with dt = 2 using RHS created at 258 Done with advance_dycore at level 1 [Level 1 step 129] Advanced 2304 cells Coarse STEP 129 ends. TIME = 258 DT = 2 Timestep time = 0.021581627 seconds. Coarse STEP 130 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.350605846 (terrain aware) 1.350605846 (terrain unaware) Anelastic dt at level 0 would be: 6.131698206 (terrain aware) 6.131698206 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2627831621 (terrain aware) 0.2627831621 (terrain unaware) Anelastic dt at level 1 would be: 2.929520283 (terrain aware) 2.929520283 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 130] ADVANCE from elapsed time = 258 to 260 with dt = 2 Making slow rhs at time 258 for fast variables advancing from 258 to 258.6666666667 Fast time integration at level 0 from 258 to 258.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 258 to 258.6666666667 with dt = 0.6666666666667 using RHS created at 258 Making slow rhs at time 258.6666666667 for fast variables advancing from 258 to 259 Fast time integration at level 0 from 258 to 258.5 with dt = 0.5 Fast time integration at level 0 from 258.5 to 259 with dt = 0.5 Time integration of scalars at level 0 from 258 to 259 with dt = 1 using RHS created at 258.6666666667 Making slow rhs at time 259 for fast variables advancing from 258 to 260 Fast time integration at level 0 from 258 to 258.5 with dt = 0.5 Fast time integration at level 0 from 258.5 to 259 with dt = 0.5 Fast time integration at level 0 from 259 to 259.5 with dt = 0.5 Fast time integration at level 0 from 259.5 to 260 with dt = 0.5 Time integration of scalars at level 0 from 258 to 260 with dt = 2 using RHS created at 259 Done with advance_dycore at level 0 [Level 0 step 130] Advanced 4096 cells [Level 1 step 130] ADVANCE from elapsed time = 258 to 260 with dt = 2 Making slow rhs at time 258 for fast variables advancing from 258 to 260 No-substepping time integration at level 1 to 260 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004545587576 0.003098922251 and volume-weighted sum 83457.38541 Subtracting 3.622282353e-05 from rhs in subdomain 0 Sum after subtraction -1.713039433e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004183359341 MLMG: Initial residual (resid0) = 0.0004183359341 MLMG: Final Iter. 6 resid, resid/bnorm = 1.959510262e-11, 4.684059156e-08 MLMG: Timers: Solve = 0.001504688 Iter = 0.001289275 Bottom = 0.00012927 Time in solve 0.001960207 Max/L2 norm of divergence after solve at level 1 : 3.622284312e-05 0.001738695529 and volume-weighted sum 83457.38541 Time integration of scalars at level 1 from 258 to 260 with dt = 2 using RHS created at 258 Making slow rhs at time 260 for fast variables advancing from 258 to 260 No-substepping time integration at level 1 to 260 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004574042787 0.002975609008 and volume-weighted sum 83457.38541 Subtracting 3.622282353e-05 from rhs in subdomain 0 Sum after subtraction -9.812029661e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004211814551 MLMG: Initial residual (resid0) = 0.0004211814551 MLMG: Final Iter. 6 resid, resid/bnorm = 4.616817765e-12, 1.096158843e-08 MLMG: Timers: Solve = 0.001487292 Iter = 0.001277459 Bottom = 0.000138113 Time in solve 0.001826793 Max/L2 norm of divergence after solve at level 1 : 3.622282815e-05 0.001738695529 and volume-weighted sum 83457.38541 Time integration of scalars at level 1 from 258 to 260 with dt = 2 using RHS created at 260 Done with advance_dycore at level 1 [Level 1 step 130] Advanced 2304 cells Coarse STEP 130 ends. TIME = 260 DT = 2 Timestep time = 0.021548587 seconds. Coarse STEP 131 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.348252069 (terrain aware) 1.348252069 (terrain unaware) Anelastic dt at level 0 would be: 6.075402519 (terrain aware) 6.075402519 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.262518782 (terrain aware) 0.262518782 (terrain unaware) Anelastic dt at level 1 would be: 2.897309176 (terrain aware) 2.897309176 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 131] ADVANCE from elapsed time = 260 to 262 with dt = 2 Making slow rhs at time 260 for fast variables advancing from 260 to 260.6666666667 Fast time integration at level 0 from 260 to 260.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 260 to 260.6666666667 with dt = 0.6666666666667 using RHS created at 260 Making slow rhs at time 260.6666666667 for fast variables advancing from 260 to 261 Fast time integration at level 0 from 260 to 260.5 with dt = 0.5 Fast time integration at level 0 from 260.5 to 261 with dt = 0.5 Time integration of scalars at level 0 from 260 to 261 with dt = 1 using RHS created at 260.6666666667 Making slow rhs at time 261 for fast variables advancing from 260 to 262 Fast time integration at level 0 from 260 to 260.5 with dt = 0.5 Fast time integration at level 0 from 260.5 to 261 with dt = 0.5 Fast time integration at level 0 from 261 to 261.5 with dt = 0.5 Fast time integration at level 0 from 261.5 to 262 with dt = 0.5 Time integration of scalars at level 0 from 260 to 262 with dt = 2 using RHS created at 261 Done with advance_dycore at level 0 [Level 0 step 131] Advanced 4096 cells [Level 1 step 131] ADVANCE from elapsed time = 260 to 262 with dt = 2 Making slow rhs at time 260 for fast variables advancing from 260 to 262 No-substepping time integration at level 1 to 262 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004675786519 0.003220506152 and volume-weighted sum 84893.80901 Subtracting 3.684627127e-05 from rhs in subdomain 0 Sum after subtraction 9.974659987e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004307323807 MLMG: Initial residual (resid0) = 0.0004307323807 MLMG: Final Iter. 6 resid, resid/bnorm = 2.136452845e-11, 4.960046981e-08 MLMG: Timers: Solve = 0.001494344 Iter = 0.001286034 Bottom = 0.000134755 Time in solve 0.001836904 Max/L2 norm of divergence after solve at level 1 : 3.684629264e-05 0.001768621021 and volume-weighted sum 84893.80901 Time integration of scalars at level 1 from 260 to 262 with dt = 2 using RHS created at 260 Making slow rhs at time 262 for fast variables advancing from 260 to 262 No-substepping time integration at level 1 to 262 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004783332299 0.00306191514 and volume-weighted sum 84893.80901 Subtracting 3.684627127e-05 from rhs in subdomain 0 Sum after subtraction -7.074419175e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004414869587 MLMG: Initial residual (resid0) = 0.0004414869587 MLMG: Final Iter. 6 resid, resid/bnorm = 4.782279424e-12, 1.083220994e-08 MLMG: Timers: Solve = 0.001554505 Iter = 0.001350942 Bottom = 0.000133856 Time in solve 0.00188931 Max/L2 norm of divergence after solve at level 1 : 3.684627605e-05 0.001768621021 and volume-weighted sum 84893.80901 Time integration of scalars at level 1 from 260 to 262 with dt = 2 using RHS created at 262 Done with advance_dycore at level 1 [Level 1 step 131] Advanced 2304 cells Coarse STEP 131 ends. TIME = 262 DT = 2 Timestep time = 0.022528246 seconds. Coarse STEP 132 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.344219417 (terrain aware) 1.344219417 (terrain unaware) Anelastic dt at level 0 would be: 6.005176496 (terrain aware) 6.005176496 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2622988309 (terrain aware) 0.2622988309 (terrain unaware) Anelastic dt at level 1 would be: 2.874581467 (terrain aware) 2.874581467 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 132] ADVANCE from elapsed time = 262 to 264 with dt = 2 Making slow rhs at time 262 for fast variables advancing from 262 to 262.6666666667 Fast time integration at level 0 from 262 to 262.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 262 to 262.6666666667 with dt = 0.6666666666667 using RHS created at 262 Making slow rhs at time 262.6666666667 for fast variables advancing from 262 to 263 Fast time integration at level 0 from 262 to 262.5 with dt = 0.5 Fast time integration at level 0 from 262.5 to 263 with dt = 0.5 Time integration of scalars at level 0 from 262 to 263 with dt = 1 using RHS created at 262.6666666667 Making slow rhs at time 263 for fast variables advancing from 262 to 264 Fast time integration at level 0 from 262 to 262.5 with dt = 0.5 Fast time integration at level 0 from 262.5 to 263 with dt = 0.5 Fast time integration at level 0 from 263 to 263.5 with dt = 0.5 Fast time integration at level 0 from 263.5 to 264 with dt = 0.5 Time integration of scalars at level 0 from 262 to 264 with dt = 2 using RHS created at 263 Done with advance_dycore at level 0 [Level 0 step 132] Advanced 4096 cells [Level 1 step 132] ADVANCE from elapsed time = 262 to 264 with dt = 2 Making slow rhs at time 262 for fast variables advancing from 262 to 264 No-substepping time integration at level 1 to 264 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004944195257 0.003258024676 and volume-weighted sum 77468.90819 Subtracting 3.362365807e-05 from rhs in subdomain 0 Sum after subtraction -9.259086553e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004607958676 MLMG: Initial residual (resid0) = 0.0004607958676 MLMG: Final Iter. 6 resid, resid/bnorm = 2.148497201e-11, 4.662579143e-08 MLMG: Timers: Solve = 0.001491766 Iter = 0.001279942 Bottom = 0.000131785 Time in solve 0.0018271 Max/L2 norm of divergence after solve at level 1 : 3.362367955e-05 0.001613935587 and volume-weighted sum 77468.90819 Time integration of scalars at level 1 from 262 to 264 with dt = 2 using RHS created at 262 Making slow rhs at time 264 for fast variables advancing from 262 to 264 No-substepping time integration at level 1 to 264 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005008386024 0.003048105772 and volume-weighted sum 77468.90819 Subtracting 3.362365807e-05 from rhs in subdomain 0 Sum after subtraction -1.896811701e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004672149443 MLMG: Initial residual (resid0) = 0.0004672149443 MLMG: Final Iter. 6 resid, resid/bnorm = 4.896452852e-12, 1.048008612e-08 MLMG: Timers: Solve = 0.001495393 Iter = 0.001288268 Bottom = 0.00013003 Time in solve 0.001855188 Max/L2 norm of divergence after solve at level 1 : 3.362366297e-05 0.001613935587 and volume-weighted sum 77468.90819 Time integration of scalars at level 1 from 262 to 264 with dt = 2 using RHS created at 264 Done with advance_dycore at level 1 [Level 1 step 132] Advanced 2304 cells Coarse STEP 132 ends. TIME = 264 DT = 2 Timestep time = 0.021764109 seconds. Coarse STEP 133 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.340372135 (terrain aware) 1.340372135 (terrain unaware) Anelastic dt at level 0 would be: 5.921592924 (terrain aware) 5.921592924 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.262076271 (terrain aware) 0.262076271 (terrain unaware) Anelastic dt at level 1 would be: 2.845507374 (terrain aware) 2.845507374 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 133] ADVANCE from elapsed time = 264 to 266 with dt = 2 Making slow rhs at time 264 for fast variables advancing from 264 to 264.6666666667 Fast time integration at level 0 from 264 to 264.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 264 to 264.6666666667 with dt = 0.6666666666667 using RHS created at 264 Making slow rhs at time 264.6666666667 for fast variables advancing from 264 to 265 Fast time integration at level 0 from 264 to 264.5 with dt = 0.5 Fast time integration at level 0 from 264.5 to 265 with dt = 0.5 Time integration of scalars at level 0 from 264 to 265 with dt = 1 using RHS created at 264.6666666667 Making slow rhs at time 265 for fast variables advancing from 264 to 266 Fast time integration at level 0 from 264 to 264.5 with dt = 0.5 Fast time integration at level 0 from 264.5 to 265 with dt = 0.5 Fast time integration at level 0 from 265 to 265.5 with dt = 0.5 Fast time integration at level 0 from 265.5 to 266 with dt = 0.5 Time integration of scalars at level 0 from 264 to 266 with dt = 2 using RHS created at 265 Done with advance_dycore at level 0 [Level 0 step 133] Advanced 4096 cells [Level 1 step 133] ADVANCE from elapsed time = 264 to 266 with dt = 2 Making slow rhs at time 264 for fast variables advancing from 264 to 266 No-substepping time integration at level 1 to 266 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005028257333 0.003162858807 and volume-weighted sum 61051.55091 Subtracting 2.649806897e-05 from rhs in subdomain 0 Sum after subtraction 6.071532166e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004763276643 MLMG: Initial residual (resid0) = 0.0004763276643 MLMG: Final Iter. 6 resid, resid/bnorm = 1.710503718e-11, 3.591023251e-08 MLMG: Timers: Solve = 0.002048223 Iter = 0.001536582 Bottom = 0.000131651 Time in solve 0.002382268 Max/L2 norm of divergence after solve at level 1 : 2.649808608e-05 0.001271907311 and volume-weighted sum 61051.55091 Time integration of scalars at level 1 from 264 to 266 with dt = 2 using RHS created at 264 Making slow rhs at time 266 for fast variables advancing from 264 to 266 No-substepping time integration at level 1 to 266 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005051610431 0.002960436353 and volume-weighted sum 61051.55091 Subtracting 2.649806897e-05 from rhs in subdomain 0 Sum after subtraction -1.453101962e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004786629741 MLMG: Initial residual (resid0) = 0.0004786629741 MLMG: Final Iter. 6 resid, resid/bnorm = 4.936338081e-12, 1.031276357e-08 MLMG: Timers: Solve = 0.001488589 Iter = 0.001272843 Bottom = 0.000133662 Time in solve 0.001823945 Max/L2 norm of divergence after solve at level 1 : 2.649807391e-05 0.001271907311 and volume-weighted sum 61051.55091 Time integration of scalars at level 1 from 264 to 266 with dt = 2 using RHS created at 266 Done with advance_dycore at level 1 [Level 1 step 133] Advanced 2304 cells Coarse STEP 133 ends. TIME = 266 DT = 2 Timestep time = 0.021935584 seconds. Coarse STEP 134 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.337464687 (terrain aware) 1.337464687 (terrain unaware) Anelastic dt at level 0 would be: 5.856192336 (terrain aware) 5.856192336 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2618806268 (terrain aware) 0.2618806268 (terrain unaware) Anelastic dt at level 1 would be: 2.82626676 (terrain aware) 2.82626676 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 134] ADVANCE from elapsed time = 266 to 268 with dt = 2 Making slow rhs at time 266 for fast variables advancing from 266 to 266.6666666667 Fast time integration at level 0 from 266 to 266.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 266 to 266.6666666667 with dt = 0.6666666666667 using RHS created at 266 Making slow rhs at time 266.6666666667 for fast variables advancing from 266 to 267 Fast time integration at level 0 from 266 to 266.5 with dt = 0.5 Fast time integration at level 0 from 266.5 to 267 with dt = 0.5 Time integration of scalars at level 0 from 266 to 267 with dt = 1 using RHS created at 266.6666666667 Making slow rhs at time 267 for fast variables advancing from 266 to 268 Fast time integration at level 0 from 266 to 266.5 with dt = 0.5 Fast time integration at level 0 from 266.5 to 267 with dt = 0.5 Fast time integration at level 0 from 267 to 267.5 with dt = 0.5 Fast time integration at level 0 from 267.5 to 268 with dt = 0.5 Time integration of scalars at level 0 from 266 to 268 with dt = 2 using RHS created at 267 Done with advance_dycore at level 0 [Level 0 step 134] Advanced 4096 cells [Level 1 step 134] ADVANCE from elapsed time = 266 to 268 with dt = 2 Making slow rhs at time 266 for fast variables advancing from 266 to 268 No-substepping time integration at level 1 to 268 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000508204617 0.002962522077 and volume-weighted sum 38601.00029 Subtracting 1.675390638e-05 from rhs in subdomain 0 Sum after subtraction -1.64175314e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004914507106 MLMG: Initial residual (resid0) = 0.0004914507106 MLMG: Final Iter. 6 resid, resid/bnorm = 9.584092192e-12, 1.950163462e-08 MLMG: Timers: Solve = 0.001480403 Iter = 0.00127123 Bottom = 0.000134031 Time in solve 0.001822779 Max/L2 norm of divergence after solve at level 1 : 1.675391511e-05 0.000804187506 and volume-weighted sum 38601.00029 Time integration of scalars at level 1 from 266 to 268 with dt = 2 using RHS created at 266 Making slow rhs at time 268 for fast variables advancing from 266 to 268 No-substepping time integration at level 1 to 268 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005201287103 0.0028762084 and volume-weighted sum 38601.00029 Subtracting 1.675390638e-05 from rhs in subdomain 0 Sum after subtraction -1.416239088e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005033748039 MLMG: Initial residual (resid0) = 0.0005033748039 MLMG: Final Iter. 6 resid, resid/bnorm = 5.069700614e-12, 1.007142307e-08 MLMG: Timers: Solve = 0.00149094 Iter = 0.001277431 Bottom = 0.000132034 Time in solve 0.001825393 Max/L2 norm of divergence after solve at level 1 : 1.675391144e-05 0.000804187506 and volume-weighted sum 38601.00029 Time integration of scalars at level 1 from 266 to 268 with dt = 2 using RHS created at 268 Done with advance_dycore at level 1 [Level 1 step 134] Advanced 2304 cells Coarse STEP 134 ends. TIME = 268 DT = 2 Timestep time = 0.02187593 seconds. Coarse STEP 135 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.33556749 (terrain aware) 1.33556749 (terrain unaware) Anelastic dt at level 0 would be: 5.809516305 (terrain aware) 5.809516305 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2616930133 (terrain aware) 0.2616930133 (terrain unaware) Anelastic dt at level 1 would be: 2.803120124 (terrain aware) 2.803120124 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 135] ADVANCE from elapsed time = 268 to 270 with dt = 2 Making slow rhs at time 268 for fast variables advancing from 268 to 268.6666666667 Fast time integration at level 0 from 268 to 268.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 268 to 268.6666666667 with dt = 0.6666666666667 using RHS created at 268 Making slow rhs at time 268.6666666667 for fast variables advancing from 268 to 269 Fast time integration at level 0 from 268 to 268.5 with dt = 0.5 Fast time integration at level 0 from 268.5 to 269 with dt = 0.5 Time integration of scalars at level 0 from 268 to 269 with dt = 1 using RHS created at 268.6666666667 Making slow rhs at time 269 for fast variables advancing from 268 to 270 Fast time integration at level 0 from 268 to 268.5 with dt = 0.5 Fast time integration at level 0 from 268.5 to 269 with dt = 0.5 Fast time integration at level 0 from 269 to 269.5 with dt = 0.5 Fast time integration at level 0 from 269.5 to 270 with dt = 0.5 Time integration of scalars at level 0 from 268 to 270 with dt = 2 using RHS created at 269 Done with advance_dycore at level 0 [Level 0 step 135] Advanced 4096 cells [Level 1 step 135] ADVANCE from elapsed time = 268 to 270 with dt = 2 Making slow rhs at time 268 for fast variables advancing from 268 to 270 No-substepping time integration at level 1 to 270 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005216092404 0.00288642664 and volume-weighted sum 15471.41379 Subtracting 6.715023346e-06 from rhs in subdomain 0 Sum after subtraction 4.618701255e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000514894217 MLMG: Initial residual (resid0) = 0.000514894217 MLMG: Final Iter. 6 resid, resid/bnorm = 7.509333587e-12, 1.458422592e-08 MLMG: Timers: Solve = 0.001486485 Iter = 0.001278211 Bottom = 0.00013449 Time in solve 0.001820123 Max/L2 norm of divergence after solve at level 1 : 6.715028923e-06 0.0003223211206 and volume-weighted sum 15471.41379 Time integration of scalars at level 1 from 268 to 270 with dt = 2 using RHS created at 268 Making slow rhs at time 270 for fast variables advancing from 268 to 270 No-substepping time integration at level 1 to 270 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000532008495 0.002868314756 and volume-weighted sum 15471.41379 Subtracting 6.715023346e-06 from rhs in subdomain 0 Sum after subtraction 1.265806036e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005252934717 MLMG: Initial residual (resid0) = 0.0005252934717 MLMG: Final Iter. 6 resid, resid/bnorm = 5.227256477e-12, 9.951116393e-09 MLMG: Timers: Solve = 0.00151899 Iter = 0.001280068 Bottom = 0.00013321 Time in solve 0.001965515 Max/L2 norm of divergence after solve at level 1 : 6.715028573e-06 0.0003223211206 and volume-weighted sum 15471.41379 Time integration of scalars at level 1 from 268 to 270 with dt = 2 using RHS created at 270 Done with advance_dycore at level 1 [Level 1 step 135] Advanced 2304 cells Coarse STEP 135 ends. TIME = 270 DT = 2 Timestep time = 0.021805327 seconds. Coarse STEP 136 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.333745282 (terrain aware) 1.333745282 (terrain unaware) Anelastic dt at level 0 would be: 5.781907366 (terrain aware) 5.781907366 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2615289981 (terrain aware) 0.2615289981 (terrain unaware) Anelastic dt at level 1 would be: 2.777851532 (terrain aware) 2.777851532 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 136] ADVANCE from elapsed time = 270 to 272 with dt = 2 Making slow rhs at time 270 for fast variables advancing from 270 to 270.6666666667 Fast time integration at level 0 from 270 to 270.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 270 to 270.6666666667 with dt = 0.6666666666667 using RHS created at 270 Making slow rhs at time 270.6666666667 for fast variables advancing from 270 to 271 Fast time integration at level 0 from 270 to 270.5 with dt = 0.5 Fast time integration at level 0 from 270.5 to 271 with dt = 0.5 Time integration of scalars at level 0 from 270 to 271 with dt = 1 using RHS created at 270.6666666667 Making slow rhs at time 271 for fast variables advancing from 270 to 272 Fast time integration at level 0 from 270 to 270.5 with dt = 0.5 Fast time integration at level 0 from 270.5 to 271 with dt = 0.5 Fast time integration at level 0 from 271 to 271.5 with dt = 0.5 Fast time integration at level 0 from 271.5 to 272 with dt = 0.5 Time integration of scalars at level 0 from 270 to 272 with dt = 2 using RHS created at 271 Done with advance_dycore at level 0 [Level 0 step 136] Advanced 4096 cells [Level 1 step 136] ADVANCE from elapsed time = 270 to 272 with dt = 2 Making slow rhs at time 270 for fast variables advancing from 270 to 272 No-substepping time integration at level 1 to 272 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005183673016 0.003047603294 and volume-weighted sum -3620.576945 Subtracting -1.571430966e-06 from rhs in subdomain 0 Sum after subtraction 2.725413211e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005199387326 MLMG: Initial residual (resid0) = 0.0005199387326 MLMG: Final Iter. 6 resid, resid/bnorm = 1.779554761e-11, 3.422623955e-08 MLMG: Timers: Solve = 0.001573671 Iter = 0.001404563 Bottom = 0.00013531 Time in solve 0.001981454 Max/L2 norm of divergence after solve at level 1 : 1.571448761e-06 7.542868636e-05 and volume-weighted sum -3620.576945 Time integration of scalars at level 1 from 270 to 272 with dt = 2 using RHS created at 270 Making slow rhs at time 272 for fast variables advancing from 270 to 272 No-substepping time integration at level 1 to 272 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000525877248 0.002940709502 and volume-weighted sum -3620.576945 Subtracting -1.571430966e-06 from rhs in subdomain 0 Sum after subtraction -8.841668717e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000527448679 MLMG: Initial residual (resid0) = 0.000527448679 MLMG: Final Iter. 6 resid, resid/bnorm = 5.399251531e-12, 1.023654385e-08 MLMG: Timers: Solve = 0.001477144 Iter = 0.001265779 Bottom = 0.000128213 Time in solve 0.001815085 Max/L2 norm of divergence after solve at level 1 : 1.571434182e-06 7.542868636e-05 and volume-weighted sum -3620.576945 Time integration of scalars at level 1 from 270 to 272 with dt = 2 using RHS created at 272 Done with advance_dycore at level 1 [Level 1 step 136] Advanced 2304 cells Coarse STEP 136 ends. TIME = 272 DT = 2 Timestep time = 0.021570221 seconds. Coarse STEP 137 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.330042503 (terrain aware) 1.330042503 (terrain unaware) Anelastic dt at level 0 would be: 5.711975942 (terrain aware) 5.711975942 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2613714891 (terrain aware) 0.2613714891 (terrain unaware) Anelastic dt at level 1 would be: 2.761382601 (terrain aware) 2.761382601 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 137] ADVANCE from elapsed time = 272 to 274 with dt = 2 Making slow rhs at time 272 for fast variables advancing from 272 to 272.6666666667 Fast time integration at level 0 from 272 to 272.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 272 to 272.6666666667 with dt = 0.6666666666667 using RHS created at 272 Making slow rhs at time 272.6666666667 for fast variables advancing from 272 to 273 Fast time integration at level 0 from 272 to 272.5 with dt = 0.5 Fast time integration at level 0 from 272.5 to 273 with dt = 0.5 Time integration of scalars at level 0 from 272 to 273 with dt = 1 using RHS created at 272.6666666667 Making slow rhs at time 273 for fast variables advancing from 272 to 274 Fast time integration at level 0 from 272 to 272.5 with dt = 0.5 Fast time integration at level 0 from 272.5 to 273 with dt = 0.5 Fast time integration at level 0 from 273 to 273.5 with dt = 0.5 Fast time integration at level 0 from 273.5 to 274 with dt = 0.5 Time integration of scalars at level 0 from 272 to 274 with dt = 2 using RHS created at 273 Done with advance_dycore at level 0 [Level 0 step 137] Advanced 4096 cells [Level 1 step 137] ADVANCE from elapsed time = 272 to 274 with dt = 2 Making slow rhs at time 272 for fast variables advancing from 272 to 274 No-substepping time integration at level 1 to 274 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005471828669 0.003188857494 and volume-weighted sum -17561.31411 Subtracting -7.622098139e-06 from rhs in subdomain 0 Sum after subtraction -2.20093041e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005548049651 MLMG: Initial residual (resid0) = 0.0005548049651 MLMG: Final Iter. 6 resid, resid/bnorm = 1.812829274e-11, 3.267507302e-08 MLMG: Timers: Solve = 0.001482429 Iter = 0.001274245 Bottom = 0.000132455 Time in solve 0.00182364 Max/L2 norm of divergence after solve at level 1 : 7.622116267e-06 0.0003658607107 and volume-weighted sum -17561.31411 Time integration of scalars at level 1 from 272 to 274 with dt = 2 using RHS created at 272 Making slow rhs at time 274 for fast variables advancing from 272 to 274 No-substepping time integration at level 1 to 274 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005568959022 0.003051914711 and volume-weighted sum -17561.31411 Subtracting -7.622098139e-06 from rhs in subdomain 0 Sum after subtraction -2.769052349e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005645180003 MLMG: Initial residual (resid0) = 0.0005645180003 MLMG: Final Iter. 6 resid, resid/bnorm = 5.561376267e-12, 9.851548159e-09 MLMG: Timers: Solve = 0.00153451 Iter = 0.001319511 Bottom = 0.000134416 Time in solve 0.001868138 Max/L2 norm of divergence after solve at level 1 : 7.622101391e-06 0.0003658607107 and volume-weighted sum -17561.31411 Time integration of scalars at level 1 from 272 to 274 with dt = 2 using RHS created at 274 Done with advance_dycore at level 1 [Level 1 step 137] Advanced 2304 cells Coarse STEP 137 ends. TIME = 274 DT = 2 Timestep time = 0.02192453 seconds. Coarse STEP 138 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.327449634 (terrain aware) 1.327449634 (terrain unaware) Anelastic dt at level 0 would be: 5.653952154 (terrain aware) 5.653952154 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2612512217 (terrain aware) 0.2612512217 (terrain unaware) Anelastic dt at level 1 would be: 2.738058117 (terrain aware) 2.738058117 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 138] ADVANCE from elapsed time = 274 to 276 with dt = 2 Making slow rhs at time 274 for fast variables advancing from 274 to 274.6666666667 Fast time integration at level 0 from 274 to 274.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 274 to 274.6666666667 with dt = 0.6666666666667 using RHS created at 274 Making slow rhs at time 274.6666666667 for fast variables advancing from 274 to 275 Fast time integration at level 0 from 274 to 274.5 with dt = 0.5 Fast time integration at level 0 from 274.5 to 275 with dt = 0.5 Time integration of scalars at level 0 from 274 to 275 with dt = 1 using RHS created at 274.6666666667 Making slow rhs at time 275 for fast variables advancing from 274 to 276 Fast time integration at level 0 from 274 to 274.5 with dt = 0.5 Fast time integration at level 0 from 274.5 to 275 with dt = 0.5 Fast time integration at level 0 from 275 to 275.5 with dt = 0.5 Fast time integration at level 0 from 275.5 to 276 with dt = 0.5 Time integration of scalars at level 0 from 274 to 276 with dt = 2 using RHS created at 275 Done with advance_dycore at level 0 [Level 0 step 138] Advanced 4096 cells [Level 1 step 138] ADVANCE from elapsed time = 274 to 276 with dt = 2 Making slow rhs at time 274 for fast variables advancing from 274 to 276 No-substepping time integration at level 1 to 276 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005602426434 0.003233215578 and volume-weighted sum -28856.88253 Subtracting -1.25246886e-05 from rhs in subdomain 0 Sum after subtraction 2.042636893e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000572767332 MLMG: Initial residual (resid0) = 0.000572767332 MLMG: Final Iter. 6 resid, resid/bnorm = 9.429984495e-12, 1.646390073e-08 MLMG: Timers: Solve = 0.001488824 Iter = 0.001280668 Bottom = 0.000132844 Time in solve 0.001826352 Max/L2 norm of divergence after solve at level 1 : 1.252469803e-05 0.0006011850527 and volume-weighted sum -28856.88253 Time integration of scalars at level 1 from 274 to 276 with dt = 2 using RHS created at 274 Making slow rhs at time 276 for fast variables advancing from 274 to 276 No-substepping time integration at level 1 to 276 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005627183932 0.003177995102 and volume-weighted sum -28856.88253 Subtracting -1.25246886e-05 from rhs in subdomain 0 Sum after subtraction 2.133980926e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005752430818 MLMG: Initial residual (resid0) = 0.0005752430818 MLMG: Final Iter. 6 resid, resid/bnorm = 5.691498322e-12, 9.894075222e-09 MLMG: Timers: Solve = 0.001590312 Iter = 0.001443785 Bottom = 0.000139038 Time in solve 0.001988342 Max/L2 norm of divergence after solve at level 1 : 1.252469182e-05 0.0006011850527 and volume-weighted sum -28856.88253 Time integration of scalars at level 1 from 274 to 276 with dt = 2 using RHS created at 276 Done with advance_dycore at level 1 [Level 1 step 138] Advanced 2304 cells Coarse STEP 138 ends. TIME = 276 DT = 2 Timestep time = 0.021796945 seconds. Coarse STEP 139 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.326071025 (terrain aware) 1.326071025 (terrain unaware) Anelastic dt at level 0 would be: 5.617193031 (terrain aware) 5.617193031 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2611224751 (terrain aware) 0.2611224751 (terrain unaware) Anelastic dt at level 1 would be: 2.725919398 (terrain aware) 2.725919398 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 139] ADVANCE from elapsed time = 276 to 278 with dt = 2 Making slow rhs at time 276 for fast variables advancing from 276 to 276.6666666667 Fast time integration at level 0 from 276 to 276.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 276 to 276.6666666667 with dt = 0.6666666666667 using RHS created at 276 Making slow rhs at time 276.6666666667 for fast variables advancing from 276 to 277 Fast time integration at level 0 from 276 to 276.5 with dt = 0.5 Fast time integration at level 0 from 276.5 to 277 with dt = 0.5 Time integration of scalars at level 0 from 276 to 277 with dt = 1 using RHS created at 276.6666666667 Making slow rhs at time 277 for fast variables advancing from 276 to 278 Fast time integration at level 0 from 276 to 276.5 with dt = 0.5 Fast time integration at level 0 from 276.5 to 277 with dt = 0.5 Fast time integration at level 0 from 277 to 277.5 with dt = 0.5 Fast time integration at level 0 from 277.5 to 278 with dt = 0.5 Time integration of scalars at level 0 from 276 to 278 with dt = 2 using RHS created at 277 Done with advance_dycore at level 0 [Level 0 step 139] Advanced 4096 cells [Level 1 step 139] ADVANCE from elapsed time = 276 to 278 with dt = 2 Making slow rhs at time 276 for fast variables advancing from 276 to 278 No-substepping time integration at level 1 to 278 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005692326089 0.003343840124 and volume-weighted sum -40675.01791 Subtracting -1.765408764e-05 from rhs in subdomain 0 Sum after subtraction -5.984795992e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005868866965 MLMG: Initial residual (resid0) = 0.0005868866965 MLMG: Final Iter. 6 resid, resid/bnorm = 7.412702928e-12, 1.263055198e-08 MLMG: Timers: Solve = 0.001669065 Iter = 0.001458131 Bottom = 0.000138151 Time in solve 0.001998866 Max/L2 norm of divergence after solve at level 1 : 1.765409226e-05 0.0008473962065 and volume-weighted sum -40675.01791 Time integration of scalars at level 1 from 276 to 278 with dt = 2 using RHS created at 276 Making slow rhs at time 278 for fast variables advancing from 276 to 278 No-substepping time integration at level 1 to 278 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005803283836 0.003320706878 and volume-weighted sum -40675.01791 Subtracting -1.765408764e-05 from rhs in subdomain 0 Sum after subtraction -8.342935717e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005979824712 MLMG: Initial residual (resid0) = 0.0005979824712 MLMG: Final Iter. 6 resid, resid/bnorm = 5.786491598e-12, 9.676691001e-09 MLMG: Timers: Solve = 0.001481311 Iter = 0.001273739 Bottom = 0.000133464 Time in solve 0.001821586 Max/L2 norm of divergence after solve at level 1 : 1.765409081e-05 0.0008473962065 and volume-weighted sum -40675.01791 Time integration of scalars at level 1 from 276 to 278 with dt = 2 using RHS created at 278 Done with advance_dycore at level 1 [Level 1 step 139] Advanced 2304 cells Coarse STEP 139 ends. TIME = 278 DT = 2 Timestep time = 0.02173063 seconds. Coarse STEP 140 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.325951738 (terrain aware) 1.325951738 (terrain unaware) Anelastic dt at level 0 would be: 5.601962101 (terrain aware) 5.601962101 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2610585697 (terrain aware) 0.2610585697 (terrain unaware) Anelastic dt at level 1 would be: 2.706814097 (terrain aware) 2.706814097 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 140] ADVANCE from elapsed time = 278 to 280 with dt = 2 Making slow rhs at time 278 for fast variables advancing from 278 to 278.6666666667 Fast time integration at level 0 from 278 to 278.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 278 to 278.6666666667 with dt = 0.6666666666667 using RHS created at 278 Making slow rhs at time 278.6666666667 for fast variables advancing from 278 to 279 Fast time integration at level 0 from 278 to 278.5 with dt = 0.5 Fast time integration at level 0 from 278.5 to 279 with dt = 0.5 Time integration of scalars at level 0 from 278 to 279 with dt = 1 using RHS created at 278.6666666667 Making slow rhs at time 279 for fast variables advancing from 278 to 280 Fast time integration at level 0 from 278 to 278.5 with dt = 0.5 Fast time integration at level 0 from 278.5 to 279 with dt = 0.5 Fast time integration at level 0 from 279 to 279.5 with dt = 0.5 Fast time integration at level 0 from 279.5 to 280 with dt = 0.5 Time integration of scalars at level 0 from 278 to 280 with dt = 2 using RHS created at 279 Done with advance_dycore at level 0 [Level 0 step 140] Advanced 4096 cells [Level 1 step 140] ADVANCE from elapsed time = 278 to 280 with dt = 2 Making slow rhs at time 278 for fast variables advancing from 278 to 280 No-substepping time integration at level 1 to 280 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005966611764 0.003508072904 and volume-weighted sum -53456.99356 Subtracting -2.320182012e-05 from rhs in subdomain 0 Sum after subtraction 9.324138683e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006198629965 MLMG: Initial residual (resid0) = 0.0006198629965 MLMG: Final Iter. 6 resid, resid/bnorm = 6.897357692e-12, 1.112722929e-08 MLMG: Timers: Solve = 0.001486176 Iter = 0.001279602 Bottom = 0.000132841 Time in solve 0.001826838 Max/L2 norm of divergence after solve at level 1 : 2.320182482e-05 0.001113687366 and volume-weighted sum -53456.99356 Time integration of scalars at level 1 from 278 to 280 with dt = 2 using RHS created at 278 Making slow rhs at time 280 for fast variables advancing from 278 to 280 No-substepping time integration at level 1 to 280 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005966560182 0.003482515337 and volume-weighted sum -53456.99356 Subtracting -2.320182012e-05 from rhs in subdomain 0 Sum after subtraction 3.941074897e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006198578383 MLMG: Initial residual (resid0) = 0.0006198578383 MLMG: Final Iter. 6 resid, resid/bnorm = 5.855693229e-12, 9.446832592e-09 MLMG: Timers: Solve = 0.001493873 Iter = 0.001275529 Bottom = 0.000134043 Time in solve 0.001828188 Max/L2 norm of divergence after solve at level 1 : 2.320182332e-05 0.001113687366 and volume-weighted sum -53456.99356 Time integration of scalars at level 1 from 278 to 280 with dt = 2 using RHS created at 280 Done with advance_dycore at level 1 [Level 1 step 140] Advanced 2304 cells Coarse STEP 140 ends. TIME = 280 DT = 2 Timestep time = 0.021585919 seconds. Coarse STEP 141 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.322679878 (terrain aware) 1.322679878 (terrain unaware) Anelastic dt at level 0 would be: 5.565507012 (terrain aware) 5.565507012 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2609548611 (terrain aware) 0.2609548611 (terrain unaware) Anelastic dt at level 1 would be: 2.698289916 (terrain aware) 2.698289916 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (63,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(3) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ) Building the 3D FFT solver to be used on domain ((0,0,0) (63,0,47) (0,0,0)) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006824905068 0.004382008771 and volume-weighted sum -70699.83546 Subtracting -2.301426936e-05 from rhs in subdomain 0 Sum after subtraction 3.794707604e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006594762374 MLMG: Initial residual (resid0) = 0.0006594762374 MLMG: Final Iter. 6 resid, resid/bnorm = 5.837311746e-11, 8.851436056e-08 MLMG: Timers: Solve = 0.001574895 Iter = 0.001429656 Bottom = 0.000173257 Time in solve 0.002025712 Max/L2 norm of divergence after solve at level 1 : 2.301432773e-05 0.001275580282 and volume-weighted sum -70699.83546 [Level 0 step 141] ADVANCE from elapsed time = 280 to 282 with dt = 2 Making slow rhs at time 280 for fast variables advancing from 280 to 280.6666666667 Fast time integration at level 0 from 280 to 280.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 280 to 280.6666666667 with dt = 0.6666666666667 using RHS created at 280 Making slow rhs at time 280.6666666667 for fast variables advancing from 280 to 281 Fast time integration at level 0 from 280 to 280.5 with dt = 0.5 Fast time integration at level 0 from 280.5 to 281 with dt = 0.5 Time integration of scalars at level 0 from 280 to 281 with dt = 1 using RHS created at 280.6666666667 Making slow rhs at time 281 for fast variables advancing from 280 to 282 Fast time integration at level 0 from 280 to 280.5 with dt = 0.5 Fast time integration at level 0 from 280.5 to 281 with dt = 0.5 Fast time integration at level 0 from 281 to 281.5 with dt = 0.5 Fast time integration at level 0 from 281.5 to 282 with dt = 0.5 Time integration of scalars at level 0 from 280 to 282 with dt = 2 using RHS created at 281 Done with advance_dycore at level 0 [Level 0 step 141] Advanced 4096 cells [Level 1 step 141] ADVANCE from elapsed time = 280 to 282 with dt = 2 Making slow rhs at time 280 for fast variables advancing from 280 to 282 No-substepping time integration at level 1 to 282 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.006193080882 0.06828701218 and volume-weighted sum -81206.18694 Subtracting -2.643430565e-05 from rhs in subdomain 0 Sum after subtraction 8.881784197e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.006219515187 MLMG: Initial residual (resid0) = 0.006219515187 MLMG: Final Iter. 7 resid, resid/bnorm = 4.31126763e-11, 6.931838737e-09 MLMG: Timers: Solve = 0.001786521 Iter = 0.001655318 Bottom = 0.000192774 Time in solve 0.00224157 Max/L2 norm of divergence after solve at level 1 : 2.643434211e-05 0.001465137934 and volume-weighted sum -81206.18694 Time integration of scalars at level 1 from 280 to 282 with dt = 2 using RHS created at 280 Making slow rhs at time 282 for fast variables advancing from 280 to 282 No-substepping time integration at level 1 to 282 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005932078041 0.003678796489 and volume-weighted sum -81206.18694 Subtracting -2.643430565e-05 from rhs in subdomain 0 Sum after subtraction 8.326672685e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006196421098 MLMG: Initial residual (resid0) = 0.0006196421098 MLMG: Final Iter. 5 resid, resid/bnorm = 8.10244395e-11, 1.307600601e-07 MLMG: Timers: Solve = 0.001368175 Iter = 0.001233613 Bottom = 0.000146655 Time in solve 0.001807905 Max/L2 norm of divergence after solve at level 1 : 2.643438667e-05 0.001465137934 and volume-weighted sum -81206.18694 Time integration of scalars at level 1 from 280 to 282 with dt = 2 using RHS created at 282 Done with advance_dycore at level 1 [Level 1 step 141] Advanced 3072 cells Coarse STEP 141 ends. TIME = 282 DT = 2 Timestep time = 0.032816112 seconds. Coarse STEP 142 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.320616161 (terrain aware) 1.320616161 (terrain unaware) Anelastic dt at level 0 would be: 5.516294968 (terrain aware) 5.516294968 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2609576868 (terrain aware) 0.2609576868 (terrain unaware) Anelastic dt at level 1 would be: 2.684054898 (terrain aware) 2.684054898 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 142] ADVANCE from elapsed time = 282 to 284 with dt = 2 Making slow rhs at time 282 for fast variables advancing from 282 to 282.6666666667 Fast time integration at level 0 from 282 to 282.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 282 to 282.6666666667 with dt = 0.6666666666667 using RHS created at 282 Making slow rhs at time 282.6666666667 for fast variables advancing from 282 to 283 Fast time integration at level 0 from 282 to 282.5 with dt = 0.5 Fast time integration at level 0 from 282.5 to 283 with dt = 0.5 Time integration of scalars at level 0 from 282 to 283 with dt = 1 using RHS created at 282.6666666667 Making slow rhs at time 283 for fast variables advancing from 282 to 284 Fast time integration at level 0 from 282 to 282.5 with dt = 0.5 Fast time integration at level 0 from 282.5 to 283 with dt = 0.5 Fast time integration at level 0 from 283 to 283.5 with dt = 0.5 Fast time integration at level 0 from 283.5 to 284 with dt = 0.5 Time integration of scalars at level 0 from 282 to 284 with dt = 2 using RHS created at 283 Done with advance_dycore at level 0 [Level 0 step 142] Advanced 4096 cells [Level 1 step 142] ADVANCE from elapsed time = 282 to 284 with dt = 2 Making slow rhs at time 282 for fast variables advancing from 282 to 284 No-substepping time integration at level 1 to 284 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006270221786 0.003979818449 and volume-weighted sum -80657.15314 Subtracting -2.62555837e-05 from rhs in subdomain 0 Sum after subtraction 1.309716224e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006532777623 MLMG: Initial residual (resid0) = 0.0006532777623 MLMG: Final Iter. 6 resid, resid/bnorm = 1.907868628e-11, 2.92045549e-08 MLMG: Timers: Solve = 0.001558363 Iter = 0.001422509 Bottom = 0.000169341 Time in solve 0.002002772 Max/L2 norm of divergence after solve at level 1 : 2.625560278e-05 0.001455232159 and volume-weighted sum -80657.15314 Time integration of scalars at level 1 from 282 to 284 with dt = 2 using RHS created at 282 Making slow rhs at time 284 for fast variables advancing from 282 to 284 No-substepping time integration at level 1 to 284 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006326633799 0.003753769329 and volume-weighted sum -80657.15314 Subtracting -2.62555837e-05 from rhs in subdomain 0 Sum after subtraction 1.023486851e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006589189636 MLMG: Initial residual (resid0) = 0.0006589189636 MLMG: Final Iter. 5 resid, resid/bnorm = 8.141307703e-11, 1.235555228e-07 MLMG: Timers: Solve = 0.001583529 Iter = 0.001259225 Bottom = 0.000145894 Time in solve 0.002051541 Max/L2 norm of divergence after solve at level 1 : 2.625566512e-05 0.001455232159 and volume-weighted sum -80657.15314 Time integration of scalars at level 1 from 282 to 284 with dt = 2 using RHS created at 284 Done with advance_dycore at level 1 [Level 1 step 142] Advanced 3072 cells Coarse STEP 142 ends. TIME = 284 DT = 2 Timestep time = 0.023953876 seconds. Coarse STEP 143 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.319880929 (terrain aware) 1.319880929 (terrain unaware) Anelastic dt at level 0 would be: 5.489411167 (terrain aware) 5.489411167 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2608681208 (terrain aware) 0.2608681208 (terrain unaware) Anelastic dt at level 1 would be: 2.67766868 (terrain aware) 2.67766868 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 143] ADVANCE from elapsed time = 284 to 286 with dt = 2 Making slow rhs at time 284 for fast variables advancing from 284 to 284.6666666667 Fast time integration at level 0 from 284 to 284.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 284 to 284.6666666667 with dt = 0.6666666666667 using RHS created at 284 Making slow rhs at time 284.6666666667 for fast variables advancing from 284 to 285 Fast time integration at level 0 from 284 to 284.5 with dt = 0.5 Fast time integration at level 0 from 284.5 to 285 with dt = 0.5 Time integration of scalars at level 0 from 284 to 285 with dt = 1 using RHS created at 284.6666666667 Making slow rhs at time 285 for fast variables advancing from 284 to 286 Fast time integration at level 0 from 284 to 284.5 with dt = 0.5 Fast time integration at level 0 from 284.5 to 285 with dt = 0.5 Fast time integration at level 0 from 285 to 285.5 with dt = 0.5 Fast time integration at level 0 from 285.5 to 286 with dt = 0.5 Time integration of scalars at level 0 from 284 to 286 with dt = 2 using RHS created at 285 Done with advance_dycore at level 0 [Level 0 step 143] Advanced 4096 cells [Level 1 step 143] ADVANCE from elapsed time = 284 to 286 with dt = 2 Making slow rhs at time 284 for fast variables advancing from 284 to 286 No-substepping time integration at level 1 to 286 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000637786916 0.004228403542 and volume-weighted sum -63118.51875 Subtracting -2.054639282e-05 from rhs in subdomain 0 Sum after subtraction -1.379105163e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006583333088 MLMG: Initial residual (resid0) = 0.0006583333088 MLMG: Final Iter. 6 resid, resid/bnorm = 2.982743886e-11, 4.530750375e-08 MLMG: Timers: Solve = 0.001559957 Iter = 0.001425587 Bottom = 0.000163758 Time in solve 0.001997473 Max/L2 norm of divergence after solve at level 1 : 2.054642265e-05 0.001138796681 and volume-weighted sum -63118.51875 Time integration of scalars at level 1 from 284 to 286 with dt = 2 using RHS created at 284 Making slow rhs at time 286 for fast variables advancing from 284 to 286 No-substepping time integration at level 1 to 286 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006353075536 0.003722812714 and volume-weighted sum -63118.51875 Subtracting -2.054639282e-05 from rhs in subdomain 0 Sum after subtraction 1.084202172e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006558539464 MLMG: Initial residual (resid0) = 0.0006558539464 MLMG: Final Iter. 5 resid, resid/bnorm = 8.220372754e-11, 1.25338466e-07 MLMG: Timers: Solve = 0.001554153 Iter = 0.001351452 Bottom = 0.000144769 Time in solve 0.001994885 Max/L2 norm of divergence after solve at level 1 : 2.054647502e-05 0.001138796681 and volume-weighted sum -63118.51875 Time integration of scalars at level 1 from 284 to 286 with dt = 2 using RHS created at 286 Done with advance_dycore at level 1 [Level 1 step 143] Advanced 3072 cells Coarse STEP 143 ends. TIME = 286 DT = 2 Timestep time = 0.023733291 seconds. Coarse STEP 144 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.320488262 (terrain aware) 1.320488262 (terrain unaware) Anelastic dt at level 0 would be: 5.484774728 (terrain aware) 5.484774728 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2608862246 (terrain aware) 0.2608862246 (terrain unaware) Anelastic dt at level 1 would be: 2.667458535 (terrain aware) 2.667458535 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 144] ADVANCE from elapsed time = 286 to 288 with dt = 2 Making slow rhs at time 286 for fast variables advancing from 286 to 286.6666666667 Fast time integration at level 0 from 286 to 286.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 286 to 286.6666666667 with dt = 0.6666666666667 using RHS created at 286 Making slow rhs at time 286.6666666667 for fast variables advancing from 286 to 287 Fast time integration at level 0 from 286 to 286.5 with dt = 0.5 Fast time integration at level 0 from 286.5 to 287 with dt = 0.5 Time integration of scalars at level 0 from 286 to 287 with dt = 1 using RHS created at 286.6666666667 Making slow rhs at time 287 for fast variables advancing from 286 to 288 Fast time integration at level 0 from 286 to 286.5 with dt = 0.5 Fast time integration at level 0 from 286.5 to 287 with dt = 0.5 Fast time integration at level 0 from 287 to 287.5 with dt = 0.5 Fast time integration at level 0 from 287.5 to 288 with dt = 0.5 Time integration of scalars at level 0 from 286 to 288 with dt = 2 using RHS created at 287 Done with advance_dycore at level 0 [Level 0 step 144] Advanced 4096 cells [Level 1 step 144] ADVANCE from elapsed time = 286 to 288 with dt = 2 Making slow rhs at time 286 for fast variables advancing from 286 to 288 No-substepping time integration at level 1 to 288 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006707127086 0.004152039051 and volume-weighted sum -29287.52316 Subtracting -9.533698946e-06 from rhs in subdomain 0 Sum after subtraction 1.734723476e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006802464075 MLMG: Initial residual (resid0) = 0.0006802464075 MLMG: Final Iter. 6 resid, resid/bnorm = 2.72805097e-11, 4.010386443e-08 MLMG: Timers: Solve = 0.001587939 Iter = 0.001449689 Bottom = 0.00016321 Time in solve 0.002024308 Max/L2 norm of divergence after solve at level 1 : 9.533726227e-06 0.0005284112307 and volume-weighted sum -29287.52316 Time integration of scalars at level 1 from 286 to 288 with dt = 2 using RHS created at 286 Making slow rhs at time 288 for fast variables advancing from 286 to 288 No-substepping time integration at level 1 to 288 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000682432143 0.003664979478 and volume-weighted sum -29287.52316 Subtracting -9.533698946e-06 from rhs in subdomain 0 Sum after subtraction -1.465841337e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000691965842 MLMG: Initial residual (resid0) = 0.000691965842 MLMG: Final Iter. 5 resid, resid/bnorm = 8.351813186e-11, 1.206968997e-07 MLMG: Timers: Solve = 0.001434552 Iter = 0.001293151 Bottom = 0.000144094 Time in solve 0.001869608 Max/L2 norm of divergence after solve at level 1 : 9.533782464e-06 0.0005284112307 and volume-weighted sum -29287.52316 Time integration of scalars at level 1 from 286 to 288 with dt = 2 using RHS created at 288 Done with advance_dycore at level 1 [Level 1 step 144] Advanced 3072 cells Coarse STEP 144 ends. TIME = 288 DT = 2 Timestep time = 0.023931978 seconds. Coarse STEP 145 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.31802881 (terrain aware) 1.31802881 (terrain unaware) Anelastic dt at level 0 would be: 5.467490837 (terrain aware) 5.467490837 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2608667509 (terrain aware) 0.2608667509 (terrain unaware) Anelastic dt at level 1 would be: 2.663335853 (terrain aware) 2.663335853 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 145] ADVANCE from elapsed time = 288 to 290 with dt = 2 Making slow rhs at time 288 for fast variables advancing from 288 to 288.6666666667 Fast time integration at level 0 from 288 to 288.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 288 to 288.6666666667 with dt = 0.6666666666667 using RHS created at 288 Making slow rhs at time 288.6666666667 for fast variables advancing from 288 to 289 Fast time integration at level 0 from 288 to 288.5 with dt = 0.5 Fast time integration at level 0 from 288.5 to 289 with dt = 0.5 Time integration of scalars at level 0 from 288 to 289 with dt = 1 using RHS created at 288.6666666667 Making slow rhs at time 289 for fast variables advancing from 288 to 290 Fast time integration at level 0 from 288 to 288.5 with dt = 0.5 Fast time integration at level 0 from 288.5 to 289 with dt = 0.5 Fast time integration at level 0 from 289 to 289.5 with dt = 0.5 Fast time integration at level 0 from 289.5 to 290 with dt = 0.5 Time integration of scalars at level 0 from 288 to 290 with dt = 2 using RHS created at 289 Done with advance_dycore at level 0 [Level 0 step 145] Advanced 4096 cells [Level 1 step 145] ADVANCE from elapsed time = 288 to 290 with dt = 2 Making slow rhs at time 288 for fast variables advancing from 288 to 290 No-substepping time integration at level 1 to 290 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007058966924 0.003913073797 and volume-weighted sum 13522.01457 Subtracting 4.40169745e-06 from rhs in subdomain 0 Sum after subtraction 4.510281038e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000701494995 MLMG: Initial residual (resid0) = 0.000701494995 MLMG: Final Iter. 6 resid, resid/bnorm = 1.366693603e-11, 1.948258524e-08 MLMG: Timers: Solve = 0.001894803 Iter = 0.001762299 Bottom = 0.000165023 Time in solve 0.002333163 Max/L2 norm of divergence after solve at level 1 : 4.401708282e-06 0.0002439668359 and volume-weighted sum 13522.01457 Time integration of scalars at level 1 from 288 to 290 with dt = 2 using RHS created at 288 Making slow rhs at time 290 for fast variables advancing from 288 to 290 No-substepping time integration at level 1 to 290 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007042695933 0.003714713947 and volume-weighted sum 13522.01457 Subtracting 4.40169745e-06 from rhs in subdomain 0 Sum after subtraction 4.33680869e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006998678958 MLMG: Initial residual (resid0) = 0.0006998678958 MLMG: Final Iter. 5 resid, resid/bnorm = 8.527190399e-11, 1.218399994e-07 MLMG: Timers: Solve = 0.001342764 Iter = 0.001208738 Bottom = 0.00013847 Time in solve 0.001788217 Max/L2 norm of divergence after solve at level 1 : 4.401766377e-06 0.0002439668359 and volume-weighted sum 13522.01457 Time integration of scalars at level 1 from 288 to 290 with dt = 2 using RHS created at 290 Done with advance_dycore at level 1 [Level 1 step 145] Advanced 3072 cells Coarse STEP 145 ends. TIME = 290 DT = 2 Timestep time = 0.023677797 seconds. Coarse STEP 146 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.316525059 (terrain aware) 1.316525059 (terrain unaware) Anelastic dt at level 0 would be: 5.425698635 (terrain aware) 5.425698635 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.26090518 (terrain aware) 0.26090518 (terrain unaware) Anelastic dt at level 1 would be: 2.658641983 (terrain aware) 2.658641983 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 146] ADVANCE from elapsed time = 290 to 292 with dt = 2 Making slow rhs at time 290 for fast variables advancing from 290 to 290.6666666667 Fast time integration at level 0 from 290 to 290.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 290 to 290.6666666667 with dt = 0.6666666666667 using RHS created at 290 Making slow rhs at time 290.6666666667 for fast variables advancing from 290 to 291 Fast time integration at level 0 from 290 to 290.5 with dt = 0.5 Fast time integration at level 0 from 290.5 to 291 with dt = 0.5 Time integration of scalars at level 0 from 290 to 291 with dt = 1 using RHS created at 290.6666666667 Making slow rhs at time 291 for fast variables advancing from 290 to 292 Fast time integration at level 0 from 290 to 290.5 with dt = 0.5 Fast time integration at level 0 from 290.5 to 291 with dt = 0.5 Fast time integration at level 0 from 291 to 291.5 with dt = 0.5 Fast time integration at level 0 from 291.5 to 292 with dt = 0.5 Time integration of scalars at level 0 from 290 to 292 with dt = 2 using RHS created at 291 Done with advance_dycore at level 0 [Level 0 step 146] Advanced 4096 cells [Level 1 step 146] ADVANCE from elapsed time = 290 to 292 with dt = 2 Making slow rhs at time 290 for fast variables advancing from 290 to 292 No-substepping time integration at level 1 to 292 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007229172473 0.004001331185 and volume-weighted sum 55768.14102 Subtracting 1.815369174e-05 from rhs in subdomain 0 Sum after subtraction -5.334274689e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007047635555 MLMG: Initial residual (resid0) = 0.0007047635555 MLMG: Final Iter. 6 resid, resid/bnorm = 5.351936051e-12, 7.593945528e-09 MLMG: Timers: Solve = 0.001564848 Iter = 0.001431201 Bottom = 0.000168038 Time in solve 0.002004401 Max/L2 norm of divergence after solve at level 1 : 1.815369709e-05 0.001006179726 and volume-weighted sum 55768.14102 Time integration of scalars at level 1 from 290 to 292 with dt = 2 using RHS created at 290 Making slow rhs at time 292 for fast variables advancing from 290 to 292 No-substepping time integration at level 1 to 292 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007366802261 0.003915014326 and volume-weighted sum 55768.14102 Subtracting 1.815369174e-05 from rhs in subdomain 0 Sum after subtraction -2.211772432e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007185265344 MLMG: Initial residual (resid0) = 0.0007185265344 MLMG: Final Iter. 5 resid, resid/bnorm = 8.68975151e-11, 1.209384914e-07 MLMG: Timers: Solve = 0.001338045 Iter = 0.001202636 Bottom = 0.00014104 Time in solve 0.001780463 Max/L2 norm of divergence after solve at level 1 : 1.815375885e-05 0.001006179726 and volume-weighted sum 55768.14102 Time integration of scalars at level 1 from 290 to 292 with dt = 2 using RHS created at 292 Done with advance_dycore at level 1 [Level 1 step 146] Advanced 3072 cells Coarse STEP 146 ends. TIME = 292 DT = 2 Timestep time = 0.023948816 seconds. Coarse STEP 147 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.31654185 (terrain aware) 1.31654185 (terrain unaware) Anelastic dt at level 0 would be: 5.409080329 (terrain aware) 5.409080329 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2609720215 (terrain aware) 0.2609720215 (terrain unaware) Anelastic dt at level 1 would be: 2.656432096 (terrain aware) 2.656432096 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 147] ADVANCE from elapsed time = 292 to 294 with dt = 2 Making slow rhs at time 292 for fast variables advancing from 292 to 292.6666666667 Fast time integration at level 0 from 292 to 292.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 292 to 292.6666666667 with dt = 0.6666666666667 using RHS created at 292 Making slow rhs at time 292.6666666667 for fast variables advancing from 292 to 293 Fast time integration at level 0 from 292 to 292.5 with dt = 0.5 Fast time integration at level 0 from 292.5 to 293 with dt = 0.5 Time integration of scalars at level 0 from 292 to 293 with dt = 1 using RHS created at 292.6666666667 Making slow rhs at time 293 for fast variables advancing from 292 to 294 Fast time integration at level 0 from 292 to 292.5 with dt = 0.5 Fast time integration at level 0 from 292.5 to 293 with dt = 0.5 Fast time integration at level 0 from 293 to 293.5 with dt = 0.5 Fast time integration at level 0 from 293.5 to 294 with dt = 0.5 Time integration of scalars at level 0 from 292 to 294 with dt = 2 using RHS created at 293 Done with advance_dycore at level 0 [Level 0 step 147] Advanced 4096 cells [Level 1 step 147] ADVANCE from elapsed time = 292 to 294 with dt = 2 Making slow rhs at time 292 for fast variables advancing from 292 to 294 No-substepping time integration at level 1 to 294 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007707806633 0.004371104309 and volume-weighted sum 90308.59259 Subtracting 2.939732832e-05 from rhs in subdomain 0 Sum after subtraction -9.324138683e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000741383335 MLMG: Initial residual (resid0) = 0.000741383335 MLMG: Final Iter. 6 resid, resid/bnorm = 1.609712981e-11, 2.171228979e-08 MLMG: Timers: Solve = 0.001576257 Iter = 0.001442503 Bottom = 0.000172271 Time in solve 0.002015513 Max/L2 norm of divergence after solve at level 1 : 2.939734442e-05 0.00162936532 and volume-weighted sum 90308.59259 Time integration of scalars at level 1 from 292 to 294 with dt = 2 using RHS created at 292 Making slow rhs at time 294 for fast variables advancing from 292 to 294 No-substepping time integration at level 1 to 294 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007677912329 0.004186059814 and volume-weighted sum 90308.59259 Subtracting 2.939732832e-05 from rhs in subdomain 0 Sum after subtraction 1.201296007e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007383939046 MLMG: Initial residual (resid0) = 0.0007383939046 MLMG: Final Iter. 5 resid, resid/bnorm = 8.795247505e-11, 1.191132193e-07 MLMG: Timers: Solve = 0.001343447 Iter = 0.001211091 Bottom = 0.000142364 Time in solve 0.001790928 Max/L2 norm of divergence after solve at level 1 : 2.939739257e-05 0.00162936532 and volume-weighted sum 90308.59259 Time integration of scalars at level 1 from 292 to 294 with dt = 2 using RHS created at 294 Done with advance_dycore at level 1 [Level 1 step 147] Advanced 3072 cells Coarse STEP 147 ends. TIME = 294 DT = 2 Timestep time = 0.023531101 seconds. Coarse STEP 148 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.318046563 (terrain aware) 1.318046563 (terrain unaware) Anelastic dt at level 0 would be: 5.417235593 (terrain aware) 5.417235593 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2610287459 (terrain aware) 0.2610287459 (terrain unaware) Anelastic dt at level 1 would be: 2.657567548 (terrain aware) 2.657567548 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 148] ADVANCE from elapsed time = 294 to 296 with dt = 2 Making slow rhs at time 294 for fast variables advancing from 294 to 294.6666666667 Fast time integration at level 0 from 294 to 294.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 294 to 294.6666666667 with dt = 0.6666666666667 using RHS created at 294 Making slow rhs at time 294.6666666667 for fast variables advancing from 294 to 295 Fast time integration at level 0 from 294 to 294.5 with dt = 0.5 Fast time integration at level 0 from 294.5 to 295 with dt = 0.5 Time integration of scalars at level 0 from 294 to 295 with dt = 1 using RHS created at 294.6666666667 Making slow rhs at time 295 for fast variables advancing from 294 to 296 Fast time integration at level 0 from 294 to 294.5 with dt = 0.5 Fast time integration at level 0 from 294.5 to 295 with dt = 0.5 Fast time integration at level 0 from 295 to 295.5 with dt = 0.5 Fast time integration at level 0 from 295.5 to 296 with dt = 0.5 Time integration of scalars at level 0 from 294 to 296 with dt = 2 using RHS created at 295 Done with advance_dycore at level 0 [Level 0 step 148] Advanced 4096 cells [Level 1 step 148] ADVANCE from elapsed time = 294 to 296 with dt = 2 Making slow rhs at time 294 for fast variables advancing from 294 to 296 No-substepping time integration at level 1 to 296 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007549821527 0.004685663062 and volume-weighted sum 113848.6191 Subtracting 3.706009737e-05 from rhs in subdomain 0 Sum after subtraction -9.887923813e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007179220554 MLMG: Initial residual (resid0) = 0.0007179220554 MLMG: Final Iter. 6 resid, resid/bnorm = 1.845723015e-11, 2.570923963e-08 MLMG: Timers: Solve = 0.001554724 Iter = 0.001422828 Bottom = 0.000162319 Time in solve 0.001991763 Max/L2 norm of divergence after solve at level 1 : 3.706011583e-05 0.002054079091 and volume-weighted sum 113848.6191 Time integration of scalars at level 1 from 294 to 296 with dt = 2 using RHS created at 294 Making slow rhs at time 296 for fast variables advancing from 294 to 296 No-substepping time integration at level 1 to 296 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007756133747 0.004428239019 and volume-weighted sum 113848.6191 Subtracting 3.706009737e-05 from rhs in subdomain 0 Sum after subtraction -1.010476425e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007385532773 MLMG: Initial residual (resid0) = 0.0007385532773 MLMG: Final Iter. 5 resid, resid/bnorm = 8.818892966e-11, 1.194076749e-07 MLMG: Timers: Solve = 0.001394411 Iter = 0.001257251 Bottom = 0.000139951 Time in solve 0.001838043 Max/L2 norm of divergence after solve at level 1 : 3.70601666e-05 0.002054079091 and volume-weighted sum 113848.6191 Time integration of scalars at level 1 from 294 to 296 with dt = 2 using RHS created at 296 Done with advance_dycore at level 1 [Level 1 step 148] Advanced 3072 cells Coarse STEP 148 ends. TIME = 296 DT = 2 Timestep time = 0.023556248 seconds. Coarse STEP 149 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.3160904 (terrain aware) 1.3160904 (terrain unaware) Anelastic dt at level 0 would be: 5.411892443 (terrain aware) 5.411892443 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2611813717 (terrain aware) 0.2611813717 (terrain unaware) Anelastic dt at level 1 would be: 2.656862896 (terrain aware) 2.656862896 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 149] ADVANCE from elapsed time = 296 to 298 with dt = 2 Making slow rhs at time 296 for fast variables advancing from 296 to 296.6666666667 Fast time integration at level 0 from 296 to 296.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 296 to 296.6666666667 with dt = 0.6666666666667 using RHS created at 296 Making slow rhs at time 296.6666666667 for fast variables advancing from 296 to 297 Fast time integration at level 0 from 296 to 296.5 with dt = 0.5 Fast time integration at level 0 from 296.5 to 297 with dt = 0.5 Time integration of scalars at level 0 from 296 to 297 with dt = 1 using RHS created at 296.6666666667 Making slow rhs at time 297 for fast variables advancing from 296 to 298 Fast time integration at level 0 from 296 to 296.5 with dt = 0.5 Fast time integration at level 0 from 296.5 to 297 with dt = 0.5 Fast time integration at level 0 from 297 to 297.5 with dt = 0.5 Fast time integration at level 0 from 297.5 to 298 with dt = 0.5 Time integration of scalars at level 0 from 296 to 298 with dt = 2 using RHS created at 297 Done with advance_dycore at level 0 [Level 0 step 149] Advanced 4096 cells [Level 1 step 149] ADVANCE from elapsed time = 296 to 298 with dt = 2 Making slow rhs at time 296 for fast variables advancing from 296 to 298 No-substepping time integration at level 1 to 298 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008137260467 0.00485445152 and volume-weighted sum 125431.8026 Subtracting 4.083066491e-05 from rhs in subdomain 0 Sum after subtraction 7.502679034e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007728953818 MLMG: Initial residual (resid0) = 0.0007728953818 MLMG: Final Iter. 6 resid, resid/bnorm = 1.701874923e-11, 2.201947331e-08 MLMG: Timers: Solve = 0.001575066 Iter = 0.001440108 Bottom = 0.000164396 Time in solve 0.002011251 Max/L2 norm of divergence after solve at level 1 : 4.083068193e-05 0.002263065156 and volume-weighted sum 125431.8026 Time integration of scalars at level 1 from 296 to 298 with dt = 2 using RHS created at 296 Making slow rhs at time 298 for fast variables advancing from 296 to 298 No-substepping time integration at level 1 to 298 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008117688913 0.004582225238 and volume-weighted sum 125431.8026 Subtracting 4.083066491e-05 from rhs in subdomain 0 Sum after subtraction 1.175275155e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007709382264 MLMG: Initial residual (resid0) = 0.0007709382264 MLMG: Final Iter. 5 resid, resid/bnorm = 8.757713237e-11, 1.13598119e-07 MLMG: Timers: Solve = 0.001352637 Iter = 0.001216875 Bottom = 0.000143046 Time in solve 0.00180163 Max/L2 norm of divergence after solve at level 1 : 4.08307427e-05 0.002263065156 and volume-weighted sum 125431.8026 Time integration of scalars at level 1 from 296 to 298 with dt = 2 using RHS created at 298 Done with advance_dycore at level 1 [Level 1 step 149] Advanced 3072 cells Coarse STEP 149 ends. TIME = 298 DT = 2 Timestep time = 0.0239023 seconds. Coarse STEP 150 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.31540622 (terrain aware) 1.31540622 (terrain unaware) Anelastic dt at level 0 would be: 5.381999258 (terrain aware) 5.381999258 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2612490128 (terrain aware) 0.2612490128 (terrain unaware) Anelastic dt at level 1 would be: 2.663839285 (terrain aware) 2.663839285 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 150] ADVANCE from elapsed time = 298 to 300 with dt = 2 Making slow rhs at time 298 for fast variables advancing from 298 to 298.6666666667 Fast time integration at level 0 from 298 to 298.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 298 to 298.6666666667 with dt = 0.6666666666667 using RHS created at 298 Making slow rhs at time 298.6666666667 for fast variables advancing from 298 to 299 Fast time integration at level 0 from 298 to 298.5 with dt = 0.5 Fast time integration at level 0 from 298.5 to 299 with dt = 0.5 Time integration of scalars at level 0 from 298 to 299 with dt = 1 using RHS created at 298.6666666667 Making slow rhs at time 299 for fast variables advancing from 298 to 300 Fast time integration at level 0 from 298 to 298.5 with dt = 0.5 Fast time integration at level 0 from 298.5 to 299 with dt = 0.5 Fast time integration at level 0 from 299 to 299.5 with dt = 0.5 Fast time integration at level 0 from 299.5 to 300 with dt = 0.5 Time integration of scalars at level 0 from 298 to 300 with dt = 2 using RHS created at 299 Done with advance_dycore at level 0 [Level 0 step 150] Advanced 4096 cells [Level 1 step 150] ADVANCE from elapsed time = 298 to 300 with dt = 2 Making slow rhs at time 298 for fast variables advancing from 298 to 300 No-substepping time integration at level 1 to 300 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007860729119 0.004911418578 and volume-weighted sum 124576.1173 Subtracting 4.05521215e-05 from rhs in subdomain 0 Sum after subtraction 1.006139616e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007455207904 MLMG: Initial residual (resid0) = 0.0007455207904 MLMG: Final Iter. 6 resid, resid/bnorm = 1.621439724e-11, 2.174908796e-08 MLMG: Timers: Solve = 0.001562936 Iter = 0.001430451 Bottom = 0.00016124 Time in solve 0.001998621 Max/L2 norm of divergence after solve at level 1 : 4.055213772e-05 0.002247626714 and volume-weighted sum 124576.1173 Time integration of scalars at level 1 from 298 to 300 with dt = 2 using RHS created at 298 Making slow rhs at time 300 for fast variables advancing from 298 to 300 No-substepping time integration at level 1 to 300 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007926141512 0.004622811813 and volume-weighted sum 124576.1173 Subtracting 4.05521215e-05 from rhs in subdomain 0 Sum after subtraction -3.556183126e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007520620297 MLMG: Initial residual (resid0) = 0.0007520620297 MLMG: Final Iter. 5 resid, resid/bnorm = 8.609983112e-11, 1.144850128e-07 MLMG: Timers: Solve = 0.001344984 Iter = 0.001207556 Bottom = 0.000142101 Time in solve 0.001785886 Max/L2 norm of divergence after solve at level 1 : 4.055220482e-05 0.002247626714 and volume-weighted sum 124576.1173 Time integration of scalars at level 1 from 298 to 300 with dt = 2 using RHS created at 300 Done with advance_dycore at level 1 [Level 1 step 150] Advanced 3072 cells Coarse STEP 150 ends. TIME = 300 DT = 2 Timestep time = 0.023494064 seconds. 3DPlotfile write time = 0.006575427 seconds. Coarse STEP 151 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.316364746 (terrain aware) 1.316364746 (terrain unaware) Anelastic dt at level 0 would be: 5.37953549 (terrain aware) 5.37953549 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2614202397 (terrain aware) 0.2614202397 (terrain unaware) Anelastic dt at level 1 would be: 2.664184694 (terrain aware) 2.664184694 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 151] ADVANCE from elapsed time = 300 to 302 with dt = 2 Making slow rhs at time 300 for fast variables advancing from 300 to 300.6666666667 Fast time integration at level 0 from 300 to 300.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 300 to 300.6666666667 with dt = 0.6666666666667 using RHS created at 300 Making slow rhs at time 300.6666666667 for fast variables advancing from 300 to 301 Fast time integration at level 0 from 300 to 300.5 with dt = 0.5 Fast time integration at level 0 from 300.5 to 301 with dt = 0.5 Time integration of scalars at level 0 from 300 to 301 with dt = 1 using RHS created at 300.6666666667 Making slow rhs at time 301 for fast variables advancing from 300 to 302 Fast time integration at level 0 from 300 to 300.5 with dt = 0.5 Fast time integration at level 0 from 300.5 to 301 with dt = 0.5 Fast time integration at level 0 from 301 to 301.5 with dt = 0.5 Fast time integration at level 0 from 301.5 to 302 with dt = 0.5 Time integration of scalars at level 0 from 300 to 302 with dt = 2 using RHS created at 301 Done with advance_dycore at level 0 [Level 0 step 151] Advanced 4096 cells [Level 1 step 151] ADVANCE from elapsed time = 300 to 302 with dt = 2 Making slow rhs at time 300 for fast variables advancing from 300 to 302 No-substepping time integration at level 1 to 302 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008358931952 0.004871321683 and volume-weighted sum 110850.0822 Subtracting 3.608401114e-05 from rhs in subdomain 0 Sum after subtraction 6.071532166e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007998091841 MLMG: Initial residual (resid0) = 0.0007998091841 MLMG: Final Iter. 6 resid, resid/bnorm = 1.609886092e-11, 2.012837717e-08 MLMG: Timers: Solve = 0.00155194 Iter = 0.001417282 Bottom = 0.000165339 Time in solve 0.001999204 Max/L2 norm of divergence after solve at level 1 : 3.608402711e-05 0.0019999789 and volume-weighted sum 110850.0822 Time integration of scalars at level 1 from 300 to 302 with dt = 2 using RHS created at 300 Making slow rhs at time 302 for fast variables advancing from 300 to 302 No-substepping time integration at level 1 to 302 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008335522225 0.004551899869 and volume-weighted sum 110850.0822 Subtracting 3.608401114e-05 from rhs in subdomain 0 Sum after subtraction -9.952975943e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007974682114 MLMG: Initial residual (resid0) = 0.0007974682114 MLMG: Final Iter. 5 resid, resid/bnorm = 8.572548308e-11, 1.074970536e-07 MLMG: Timers: Solve = 0.001348026 Iter = 0.001214687 Bottom = 0.000146405 Time in solve 0.001786351 Max/L2 norm of divergence after solve at level 1 : 3.608409686e-05 0.0019999789 and volume-weighted sum 110850.0822 Time integration of scalars at level 1 from 300 to 302 with dt = 2 using RHS created at 302 Done with advance_dycore at level 1 [Level 1 step 151] Advanced 3072 cells Coarse STEP 151 ends. TIME = 302 DT = 2 Timestep time = 0.024619375 seconds. Coarse STEP 152 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.318594439 (terrain aware) 1.318594439 (terrain unaware) Anelastic dt at level 0 would be: 5.403561436 (terrain aware) 5.403561436 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2615490154 (terrain aware) 0.2615490154 (terrain unaware) Anelastic dt at level 1 would be: 2.674681316 (terrain aware) 2.674681316 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 152] ADVANCE from elapsed time = 302 to 304 with dt = 2 Making slow rhs at time 302 for fast variables advancing from 302 to 302.6666666667 Fast time integration at level 0 from 302 to 302.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 302 to 302.6666666667 with dt = 0.6666666666667 using RHS created at 302 Making slow rhs at time 302.6666666667 for fast variables advancing from 302 to 303 Fast time integration at level 0 from 302 to 302.5 with dt = 0.5 Fast time integration at level 0 from 302.5 to 303 with dt = 0.5 Time integration of scalars at level 0 from 302 to 303 with dt = 1 using RHS created at 302.6666666667 Making slow rhs at time 303 for fast variables advancing from 302 to 304 Fast time integration at level 0 from 302 to 302.5 with dt = 0.5 Fast time integration at level 0 from 302.5 to 303 with dt = 0.5 Fast time integration at level 0 from 303 to 303.5 with dt = 0.5 Fast time integration at level 0 from 303.5 to 304 with dt = 0.5 Time integration of scalars at level 0 from 302 to 304 with dt = 2 using RHS created at 303 Done with advance_dycore at level 0 [Level 0 step 152] Advanced 4096 cells [Level 1 step 152] ADVANCE from elapsed time = 302 to 304 with dt = 2 Making slow rhs at time 302 for fast variables advancing from 302 to 304 No-substepping time integration at level 1 to 304 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007996081708 0.00472569771 and volume-weighted sum 84931.66527 Subtracting 2.764702646e-05 from rhs in subdomain 0 Sum after subtraction 2.038300084e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007719611444 MLMG: Initial residual (resid0) = 0.0007719611444 MLMG: Final Iter. 6 resid, resid/bnorm = 1.581743745e-11, 2.048993989e-08 MLMG: Timers: Solve = 0.001552202 Iter = 0.001419537 Bottom = 0.00016501 Time in solve 0.00200144 Max/L2 norm of divergence after solve at level 1 : 2.764704092e-05 0.001532353744 and volume-weighted sum 84931.66527 Time integration of scalars at level 1 from 302 to 304 with dt = 2 using RHS created at 302 Making slow rhs at time 304 for fast variables advancing from 302 to 304 No-substepping time integration at level 1 to 304 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007871254725 0.00440699845 and volume-weighted sum 84931.66527 Subtracting 2.764702646e-05 from rhs in subdomain 0 Sum after subtraction -1.04300249e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000759478446 MLMG: Initial residual (resid0) = 0.000759478446 MLMG: Final Iter. 5 resid, resid/bnorm = 8.486817515e-11, 1.117453373e-07 MLMG: Timers: Solve = 0.001349344 Iter = 0.001211991 Bottom = 0.00014301 Time in solve 0.001784951 Max/L2 norm of divergence after solve at level 1 : 2.764711132e-05 0.001532353744 and volume-weighted sum 84931.66527 Time integration of scalars at level 1 from 302 to 304 with dt = 2 using RHS created at 304 Done with advance_dycore at level 1 [Level 1 step 152] Advanced 3072 cells Coarse STEP 152 ends. TIME = 304 DT = 2 Timestep time = 0.023817744 seconds. Coarse STEP 153 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.317122625 (terrain aware) 1.317122625 (terrain unaware) Anelastic dt at level 0 would be: 5.403553936 (terrain aware) 5.403553936 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2617132353 (terrain aware) 0.2617132353 (terrain unaware) Anelastic dt at level 1 would be: 2.677778883 (terrain aware) 2.677778883 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 153] ADVANCE from elapsed time = 304 to 306 with dt = 2 Making slow rhs at time 304 for fast variables advancing from 304 to 304.6666666667 Fast time integration at level 0 from 304 to 304.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 304 to 304.6666666667 with dt = 0.6666666666667 using RHS created at 304 Making slow rhs at time 304.6666666667 for fast variables advancing from 304 to 305 Fast time integration at level 0 from 304 to 304.5 with dt = 0.5 Fast time integration at level 0 from 304.5 to 305 with dt = 0.5 Time integration of scalars at level 0 from 304 to 305 with dt = 1 using RHS created at 304.6666666667 Making slow rhs at time 305 for fast variables advancing from 304 to 306 Fast time integration at level 0 from 304 to 304.5 with dt = 0.5 Fast time integration at level 0 from 304.5 to 305 with dt = 0.5 Fast time integration at level 0 from 305 to 305.5 with dt = 0.5 Fast time integration at level 0 from 305.5 to 306 with dt = 0.5 Time integration of scalars at level 0 from 304 to 306 with dt = 2 using RHS created at 305 Done with advance_dycore at level 0 [Level 0 step 153] Advanced 4096 cells [Level 1 step 153] ADVANCE from elapsed time = 304 to 306 with dt = 2 Making slow rhs at time 304 for fast variables advancing from 304 to 306 No-substepping time integration at level 1 to 306 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008356295643 0.004504387624 and volume-weighted sum 49944.04026 Subtracting 1.625782561e-05 from rhs in subdomain 0 Sum after subtraction 2.385244779e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008193717386 MLMG: Initial residual (resid0) = 0.0008193717386 MLMG: Final Iter. 6 resid, resid/bnorm = 1.190589164e-11, 1.453051293e-08 MLMG: Timers: Solve = 0.001889352 Iter = 0.001746602 Bottom = 0.000165071 Time in solve 0.002328169 Max/L2 norm of divergence after solve at level 1 : 1.625783504e-05 0.000901100159 and volume-weighted sum 49944.04026 Time integration of scalars at level 1 from 304 to 306 with dt = 2 using RHS created at 304 Making slow rhs at time 306 for fast variables advancing from 304 to 306 No-substepping time integration at level 1 to 306 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008346169617 0.004265585147 and volume-weighted sum 49944.04026 Subtracting 1.625782561e-05 from rhs in subdomain 0 Sum after subtraction 7.41594286e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008183591361 MLMG: Initial residual (resid0) = 0.0008183591361 MLMG: Final Iter. 5 resid, resid/bnorm = 8.077914997e-11, 9.870867985e-08 MLMG: Timers: Solve = 0.001338293 Iter = 0.001207524 Bottom = 0.000145004 Time in solve 0.001777163 Max/L2 norm of divergence after solve at level 1 : 1.625790639e-05 0.000901100159 and volume-weighted sum 49944.04026 Time integration of scalars at level 1 from 304 to 306 with dt = 2 using RHS created at 306 Done with advance_dycore at level 1 [Level 1 step 153] Advanced 3072 cells Coarse STEP 153 ends. TIME = 306 DT = 2 Timestep time = 0.023676062 seconds. Coarse STEP 154 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.31740768 (terrain aware) 1.31740768 (terrain unaware) Anelastic dt at level 0 would be: 5.388341279 (terrain aware) 5.388341279 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2619091465 (terrain aware) 0.2619091465 (terrain unaware) Anelastic dt at level 1 would be: 2.688317134 (terrain aware) 2.688317134 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 154] ADVANCE from elapsed time = 306 to 308 with dt = 2 Making slow rhs at time 306 for fast variables advancing from 306 to 306.6666666667 Fast time integration at level 0 from 306 to 306.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 306 to 306.6666666667 with dt = 0.6666666666667 using RHS created at 306 Making slow rhs at time 306.6666666667 for fast variables advancing from 306 to 307 Fast time integration at level 0 from 306 to 306.5 with dt = 0.5 Fast time integration at level 0 from 306.5 to 307 with dt = 0.5 Time integration of scalars at level 0 from 306 to 307 with dt = 1 using RHS created at 306.6666666667 Making slow rhs at time 307 for fast variables advancing from 306 to 308 Fast time integration at level 0 from 306 to 306.5 with dt = 0.5 Fast time integration at level 0 from 306.5 to 307 with dt = 0.5 Fast time integration at level 0 from 307 to 307.5 with dt = 0.5 Fast time integration at level 0 from 307.5 to 308 with dt = 0.5 Time integration of scalars at level 0 from 306 to 308 with dt = 2 using RHS created at 307 Done with advance_dycore at level 0 [Level 0 step 154] Advanced 4096 cells [Level 1 step 154] ADVANCE from elapsed time = 306 to 308 with dt = 2 Making slow rhs at time 306 for fast variables advancing from 306 to 308 No-substepping time integration at level 1 to 308 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000791106641 0.004350776641 and volume-weighted sum 11721.93012 Subtracting 3.815732459e-06 from rhs in subdomain 0 Sum after subtraction -5.03069808e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007872909085 MLMG: Initial residual (resid0) = 0.0007872909085 MLMG: Final Iter. 5 resid, resid/bnorm = 8.374411619e-11, 1.063699775e-07 MLMG: Timers: Solve = 0.001350842 Iter = 0.001218351 Bottom = 0.000146631 Time in solve 0.001791304 Max/L2 norm of divergence after solve at level 1 : 3.815813679e-06 0.0002114893596 and volume-weighted sum 11721.93012 Time integration of scalars at level 1 from 306 to 308 with dt = 2 using RHS created at 306 Making slow rhs at time 308 for fast variables advancing from 306 to 308 No-substepping time integration at level 1 to 308 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000765070713 0.004206661829 and volume-weighted sum 11721.93012 Subtracting 3.815732459e-06 from rhs in subdomain 0 Sum after subtraction 4.228388473e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007612549805 MLMG: Initial residual (resid0) = 0.0007612549805 MLMG: Final Iter. 5 resid, resid/bnorm = 7.483559191e-11, 9.83055531e-08 MLMG: Timers: Solve = 0.001354769 Iter = 0.001221788 Bottom = 0.000143659 Time in solve 0.001796116 Max/L2 norm of divergence after solve at level 1 : 3.815806567e-06 0.0002114893596 and volume-weighted sum 11721.93012 Time integration of scalars at level 1 from 306 to 308 with dt = 2 using RHS created at 308 Done with advance_dycore at level 1 [Level 1 step 154] Advanced 3072 cells Coarse STEP 154 ends. TIME = 308 DT = 2 Timestep time = 0.02315407 seconds. Coarse STEP 155 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.319364619 (terrain aware) 1.319364619 (terrain unaware) Anelastic dt at level 0 would be: 5.402019624 (terrain aware) 5.402019624 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2620597861 (terrain aware) 0.2620597861 (terrain unaware) Anelastic dt at level 1 would be: 2.697083177 (terrain aware) 2.697083177 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 155] ADVANCE from elapsed time = 308 to 310 with dt = 2 Making slow rhs at time 308 for fast variables advancing from 308 to 308.6666666667 Fast time integration at level 0 from 308 to 308.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 308 to 308.6666666667 with dt = 0.6666666666667 using RHS created at 308 Making slow rhs at time 308.6666666667 for fast variables advancing from 308 to 309 Fast time integration at level 0 from 308 to 308.5 with dt = 0.5 Fast time integration at level 0 from 308.5 to 309 with dt = 0.5 Time integration of scalars at level 0 from 308 to 309 with dt = 1 using RHS created at 308.6666666667 Making slow rhs at time 309 for fast variables advancing from 308 to 310 Fast time integration at level 0 from 308 to 308.5 with dt = 0.5 Fast time integration at level 0 from 308.5 to 309 with dt = 0.5 Fast time integration at level 0 from 309 to 309.5 with dt = 0.5 Fast time integration at level 0 from 309.5 to 310 with dt = 0.5 Time integration of scalars at level 0 from 308 to 310 with dt = 2 using RHS created at 309 Done with advance_dycore at level 0 [Level 0 step 155] Advanced 4096 cells [Level 1 step 155] ADVANCE from elapsed time = 308 to 310 with dt = 2 Making slow rhs at time 308 for fast variables advancing from 308 to 310 No-substepping time integration at level 1 to 310 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008231660419 0.004420042882 and volume-weighted sum -22902.45786 Subtracting -7.455227166e-06 from rhs in subdomain 0 Sum after subtraction -1.194790794e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008306212691 MLMG: Initial residual (resid0) = 0.0008306212691 MLMG: Final Iter. 6 resid, resid/bnorm = 9.662796951e-12, 1.163321638e-08 MLMG: Timers: Solve = 0.001571752 Iter = 0.001439055 Bottom = 0.00017257 Time in solve 0.001994113 Max/L2 norm of divergence after solve at level 1 : 7.455236829e-06 0.0004132106315 and volume-weighted sum -22902.45786 Time integration of scalars at level 1 from 308 to 310 with dt = 2 using RHS created at 308 Making slow rhs at time 310 for fast variables advancing from 308 to 310 No-substepping time integration at level 1 to 310 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008265900976 0.004249118202 and volume-weighted sum -22902.45786 Subtracting -7.455227166e-06 from rhs in subdomain 0 Sum after subtraction -7.025630078e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008340453248 MLMG: Initial residual (resid0) = 0.0008340453248 MLMG: Final Iter. 5 resid, resid/bnorm = 7.316414124e-11, 8.772202069e-08 MLMG: Timers: Solve = 0.001352204 Iter = 0.001219714 Bottom = 0.000141867 Time in solve 0.001792866 Max/L2 norm of divergence after solve at level 1 : 7.455300331e-06 0.0004132106315 and volume-weighted sum -22902.45786 Time integration of scalars at level 1 from 308 to 310 with dt = 2 using RHS created at 310 Done with advance_dycore at level 1 [Level 1 step 155] Advanced 3072 cells Coarse STEP 155 ends. TIME = 310 DT = 2 Timestep time = 0.023726729 seconds. Coarse STEP 156 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.321535686 (terrain aware) 1.321535686 (terrain unaware) Anelastic dt at level 0 would be: 5.442743077 (terrain aware) 5.442743077 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2623118294 (terrain aware) 0.2623118294 (terrain unaware) Anelastic dt at level 1 would be: 2.707426446 (terrain aware) 2.707426446 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 156] ADVANCE from elapsed time = 310 to 312 with dt = 2 Making slow rhs at time 310 for fast variables advancing from 310 to 310.6666666667 Fast time integration at level 0 from 310 to 310.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 310 to 310.6666666667 with dt = 0.6666666666667 using RHS created at 310 Making slow rhs at time 310.6666666667 for fast variables advancing from 310 to 311 Fast time integration at level 0 from 310 to 310.5 with dt = 0.5 Fast time integration at level 0 from 310.5 to 311 with dt = 0.5 Time integration of scalars at level 0 from 310 to 311 with dt = 1 using RHS created at 310.6666666667 Making slow rhs at time 311 for fast variables advancing from 310 to 312 Fast time integration at level 0 from 310 to 310.5 with dt = 0.5 Fast time integration at level 0 from 310.5 to 311 with dt = 0.5 Fast time integration at level 0 from 311 to 311.5 with dt = 0.5 Fast time integration at level 0 from 311.5 to 312 with dt = 0.5 Time integration of scalars at level 0 from 310 to 312 with dt = 2 using RHS created at 311 Done with advance_dycore at level 0 [Level 0 step 156] Advanced 4096 cells [Level 1 step 156] ADVANCE from elapsed time = 310 to 312 with dt = 2 Making slow rhs at time 310 for fast variables advancing from 310 to 312 No-substepping time integration at level 1 to 312 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007780502856 0.004616186826 and volume-weighted sum -49155.46566 Subtracting -1.600112815e-05 from rhs in subdomain 0 Sum after subtraction -4.943961907e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007940514138 MLMG: Initial residual (resid0) = 0.0007940514138 MLMG: Final Iter. 6 resid, resid/bnorm = 1.617778758e-11, 2.037372807e-08 MLMG: Timers: Solve = 0.001567314 Iter = 0.001431755 Bottom = 0.000168322 Time in solve 0.002010377 Max/L2 norm of divergence after solve at level 1 : 1.600114432e-05 0.0008868725417 and volume-weighted sum -49155.46566 Time integration of scalars at level 1 from 310 to 312 with dt = 2 using RHS created at 310 Making slow rhs at time 312 for fast variables advancing from 310 to 312 No-substepping time integration at level 1 to 312 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000753448551 0.004343702992 and volume-weighted sum -49155.46566 Subtracting -1.600112815e-05 from rhs in subdomain 0 Sum after subtraction 8.456776945e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007694496791 MLMG: Initial residual (resid0) = 0.0007694496791 MLMG: Final Iter. 5 resid, resid/bnorm = 7.443594316e-11, 9.67391958e-08 MLMG: Timers: Solve = 0.001380987 Iter = 0.00124807 Bottom = 0.000147493 Time in solve 0.001820747 Max/L2 norm of divergence after solve at level 1 : 1.600120258e-05 0.0008868725417 and volume-weighted sum -49155.46566 Time integration of scalars at level 1 from 310 to 312 with dt = 2 using RHS created at 312 Done with advance_dycore at level 1 [Level 1 step 156] Advanced 3072 cells Coarse STEP 156 ends. TIME = 312 DT = 2 Timestep time = 0.023606547 seconds. Coarse STEP 157 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.32085664 (terrain aware) 1.32085664 (terrain unaware) Anelastic dt at level 0 would be: 5.440928745 (terrain aware) 5.440928745 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2624484439 (terrain aware) 0.2624484439 (terrain unaware) Anelastic dt at level 1 would be: 2.721637195 (terrain aware) 2.721637195 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 157] ADVANCE from elapsed time = 312 to 314 with dt = 2 Making slow rhs at time 312 for fast variables advancing from 312 to 312.6666666667 Fast time integration at level 0 from 312 to 312.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 312 to 312.6666666667 with dt = 0.6666666666667 using RHS created at 312 Making slow rhs at time 312.6666666667 for fast variables advancing from 312 to 313 Fast time integration at level 0 from 312 to 312.5 with dt = 0.5 Fast time integration at level 0 from 312.5 to 313 with dt = 0.5 Time integration of scalars at level 0 from 312 to 313 with dt = 1 using RHS created at 312.6666666667 Making slow rhs at time 313 for fast variables advancing from 312 to 314 Fast time integration at level 0 from 312 to 312.5 with dt = 0.5 Fast time integration at level 0 from 312.5 to 313 with dt = 0.5 Fast time integration at level 0 from 313 to 313.5 with dt = 0.5 Fast time integration at level 0 from 313.5 to 314 with dt = 0.5 Time integration of scalars at level 0 from 312 to 314 with dt = 2 using RHS created at 313 Done with advance_dycore at level 0 [Level 0 step 157] Advanced 4096 cells [Level 1 step 157] ADVANCE from elapsed time = 312 to 314 with dt = 2 Making slow rhs at time 312 for fast variables advancing from 312 to 314 No-substepping time integration at level 1 to 314 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008176477561 0.00471623113 and volume-weighted sum -66312.35079 Subtracting -2.158605169e-05 from rhs in subdomain 0 Sum after subtraction -1.778091563e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008392338077 MLMG: Initial residual (resid0) = 0.0008392338077 MLMG: Final Iter. 6 resid, resid/bnorm = 1.620421211e-11, 1.930834048e-08 MLMG: Timers: Solve = 0.001558097 Iter = 0.001421586 Bottom = 0.000164979 Time in solve 0.001998177 Max/L2 norm of divergence after solve at level 1 : 2.158606789e-05 0.001196420424 and volume-weighted sum -66312.35079 Time integration of scalars at level 1 from 312 to 314 with dt = 2 using RHS created at 312 Making slow rhs at time 314 for fast variables advancing from 312 to 314 No-substepping time integration at level 1 to 314 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008234922917 0.004435754719 and volume-weighted sum -66312.35079 Subtracting -2.158605169e-05 from rhs in subdomain 0 Sum after subtraction 1.032160468e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008450783434 MLMG: Initial residual (resid0) = 0.0008450783434 MLMG: Final Iter. 5 resid, resid/bnorm = 7.609540061e-11, 9.004538006e-08 MLMG: Timers: Solve = 0.001359202 Iter = 0.001219613 Bottom = 0.000143276 Time in solve 0.001827484 Max/L2 norm of divergence after solve at level 1 : 2.158612778e-05 0.001196420424 and volume-weighted sum -66312.35079 Time integration of scalars at level 1 from 312 to 314 with dt = 2 using RHS created at 314 Done with advance_dycore at level 1 [Level 1 step 157] Advanced 3072 cells Coarse STEP 157 ends. TIME = 314 DT = 2 Timestep time = 0.023890354 seconds. Coarse STEP 158 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.321909055 (terrain aware) 1.321909055 (terrain unaware) Anelastic dt at level 0 would be: 5.438840833 (terrain aware) 5.438840833 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2626801926 (terrain aware) 0.2626801926 (terrain unaware) Anelastic dt at level 1 would be: 2.731535915 (terrain aware) 2.731535915 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 158] ADVANCE from elapsed time = 314 to 316 with dt = 2 Making slow rhs at time 314 for fast variables advancing from 314 to 314.6666666667 Fast time integration at level 0 from 314 to 314.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 314 to 314.6666666667 with dt = 0.6666666666667 using RHS created at 314 Making slow rhs at time 314.6666666667 for fast variables advancing from 314 to 315 Fast time integration at level 0 from 314 to 314.5 with dt = 0.5 Fast time integration at level 0 from 314.5 to 315 with dt = 0.5 Time integration of scalars at level 0 from 314 to 315 with dt = 1 using RHS created at 314.6666666667 Making slow rhs at time 315 for fast variables advancing from 314 to 316 Fast time integration at level 0 from 314 to 314.5 with dt = 0.5 Fast time integration at level 0 from 314.5 to 315 with dt = 0.5 Fast time integration at level 0 from 315 to 315.5 with dt = 0.5 Fast time integration at level 0 from 315.5 to 316 with dt = 0.5 Time integration of scalars at level 0 from 314 to 316 with dt = 2 using RHS created at 315 Done with advance_dycore at level 0 [Level 0 step 158] Advanced 4096 cells [Level 1 step 158] ADVANCE from elapsed time = 314 to 316 with dt = 2 Making slow rhs at time 314 for fast variables advancing from 314 to 316 No-substepping time integration at level 1 to 316 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007734552059 0.004714439402 and volume-weighted sum -76760.63832 Subtracting -2.498718695e-05 from rhs in subdomain 0 Sum after subtraction 8.304988641e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007984423928 MLMG: Initial residual (resid0) = 0.0007984423928 MLMG: Final Iter. 6 resid, resid/bnorm = 1.1564411e-11, 1.448371367e-08 MLMG: Timers: Solve = 0.001566301 Iter = 0.00143168 Bottom = 0.000167963 Time in solve 0.002001563 Max/L2 norm of divergence after solve at level 1 : 2.498719852e-05 0.001384930475 and volume-weighted sum -76760.63832 Time integration of scalars at level 1 from 314 to 316 with dt = 2 using RHS created at 314 Making slow rhs at time 316 for fast variables advancing from 314 to 316 No-substepping time integration at level 1 to 316 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007517207006 0.004505097444 and volume-weighted sum -76760.63832 Subtracting -2.498718695e-05 from rhs in subdomain 0 Sum after subtraction 1.010476425e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007767078876 MLMG: Initial residual (resid0) = 0.0007767078876 MLMG: Final Iter. 5 resid, resid/bnorm = 7.690737716e-11, 9.901711878e-08 MLMG: Timers: Solve = 0.001352171 Iter = 0.001220951 Bottom = 0.000147792 Time in solve 0.001790661 Max/L2 norm of divergence after solve at level 1 : 2.498726386e-05 0.001384930475 and volume-weighted sum -76760.63832 Time integration of scalars at level 1 from 314 to 316 with dt = 2 using RHS created at 316 Done with advance_dycore at level 1 [Level 1 step 158] Advanced 3072 cells Coarse STEP 158 ends. TIME = 316 DT = 2 Timestep time = 0.023633477 seconds. Coarse STEP 159 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.324579474 (terrain aware) 1.324579474 (terrain unaware) Anelastic dt at level 0 would be: 5.465751041 (terrain aware) 5.465751041 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2628719807 (terrain aware) 0.2628719807 (terrain unaware) Anelastic dt at level 1 would be: 2.750735014 (terrain aware) 2.750735014 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 159] ADVANCE from elapsed time = 316 to 318 with dt = 2 Making slow rhs at time 316 for fast variables advancing from 316 to 316.6666666667 Fast time integration at level 0 from 316 to 316.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 316 to 316.6666666667 with dt = 0.6666666666667 using RHS created at 316 Making slow rhs at time 316.6666666667 for fast variables advancing from 316 to 317 Fast time integration at level 0 from 316 to 316.5 with dt = 0.5 Fast time integration at level 0 from 316.5 to 317 with dt = 0.5 Time integration of scalars at level 0 from 316 to 317 with dt = 1 using RHS created at 316.6666666667 Making slow rhs at time 317 for fast variables advancing from 316 to 318 Fast time integration at level 0 from 316 to 316.5 with dt = 0.5 Fast time integration at level 0 from 316.5 to 317 with dt = 0.5 Fast time integration at level 0 from 317 to 317.5 with dt = 0.5 Fast time integration at level 0 from 317.5 to 318 with dt = 0.5 Time integration of scalars at level 0 from 316 to 318 with dt = 2 using RHS created at 317 Done with advance_dycore at level 0 [Level 0 step 159] Advanced 4096 cells [Level 1 step 159] ADVANCE from elapsed time = 316 to 318 with dt = 2 Making slow rhs at time 316 for fast variables advancing from 316 to 318 No-substepping time integration at level 1 to 318 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008199901228 0.004723276194 and volume-weighted sum -82806.48237 Subtracting -2.695523515e-05 from rhs in subdomain 0 Sum after subtraction 2.493664997e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008469453579 MLMG: Initial residual (resid0) = 0.0008469453579 MLMG: Final Iter. 6 resid, resid/bnorm = 9.267157982e-12, 1.094186053e-08 MLMG: Timers: Solve = 0.001573312 Iter = 0.001440214 Bottom = 0.000172091 Time in solve 0.002012649 Max/L2 norm of divergence after solve at level 1 : 2.695524441e-05 0.001494010778 and volume-weighted sum -82806.48237 Time integration of scalars at level 1 from 316 to 318 with dt = 2 using RHS created at 316 Making slow rhs at time 318 for fast variables advancing from 316 to 318 No-substepping time integration at level 1 to 318 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008252556983 0.00455183992 and volume-weighted sum -82806.48237 Subtracting -2.695523515e-05 from rhs in subdomain 0 Sum after subtraction -2.341876693e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008522109335 MLMG: Initial residual (resid0) = 0.0008522109335 MLMG: Final Iter. 5 resid, resid/bnorm = 7.715586622e-11, 9.0536114e-08 MLMG: Timers: Solve = 0.001416623 Iter = 0.00127965 Bottom = 0.000140923 Time in solve 0.001853296 Max/L2 norm of divergence after solve at level 1 : 2.69553123e-05 0.001494010778 and volume-weighted sum -82806.48237 Time integration of scalars at level 1 from 316 to 318 with dt = 2 using RHS created at 318 Done with advance_dycore at level 1 [Level 1 step 159] Advanced 3072 cells Coarse STEP 159 ends. TIME = 318 DT = 2 Timestep time = 0.023883752 seconds. Coarse STEP 160 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.326225331 (terrain aware) 1.326225331 (terrain unaware) Anelastic dt at level 0 would be: 5.51943794 (terrain aware) 5.51943794 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2630827893 (terrain aware) 0.2630827893 (terrain unaware) Anelastic dt at level 1 would be: 2.759765878 (terrain aware) 2.759765878 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 160] ADVANCE from elapsed time = 318 to 320 with dt = 2 Making slow rhs at time 318 for fast variables advancing from 318 to 318.6666666667 Fast time integration at level 0 from 318 to 318.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 318 to 318.6666666667 with dt = 0.6666666666667 using RHS created at 318 Making slow rhs at time 318.6666666667 for fast variables advancing from 318 to 319 Fast time integration at level 0 from 318 to 318.5 with dt = 0.5 Fast time integration at level 0 from 318.5 to 319 with dt = 0.5 Time integration of scalars at level 0 from 318 to 319 with dt = 1 using RHS created at 318.6666666667 Making slow rhs at time 319 for fast variables advancing from 318 to 320 Fast time integration at level 0 from 318 to 318.5 with dt = 0.5 Fast time integration at level 0 from 318.5 to 319 with dt = 0.5 Fast time integration at level 0 from 319 to 319.5 with dt = 0.5 Fast time integration at level 0 from 319.5 to 320 with dt = 0.5 Time integration of scalars at level 0 from 318 to 320 with dt = 2 using RHS created at 319 Done with advance_dycore at level 0 [Level 0 step 160] Advanced 4096 cells [Level 1 step 160] ADVANCE from elapsed time = 318 to 320 with dt = 2 Making slow rhs at time 318 for fast variables advancing from 318 to 320 No-substepping time integration at level 1 to 320 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007703102193 0.004746650239 and volume-weighted sum -84014.1589 Subtracting -2.734835902e-05 from rhs in subdomain 0 Sum after subtraction 1.123233451e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007976585784 MLMG: Initial residual (resid0) = 0.0007976585784 MLMG: Final Iter. 6 resid, resid/bnorm = 1.056672604e-11, 1.324717909e-08 MLMG: Timers: Solve = 0.001890073 Iter = 0.001754434 Bottom = 0.000172178 Time in solve 0.002330602 Max/L2 norm of divergence after solve at level 1 : 2.734836958e-05 0.001515799914 and volume-weighted sum -84014.1589 Time integration of scalars at level 1 from 318 to 320 with dt = 2 using RHS created at 318 Making slow rhs at time 320 for fast variables advancing from 318 to 320 No-substepping time integration at level 1 to 320 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000752779344 0.004567825694 and volume-weighted sum -84014.1589 Subtracting -2.734835902e-05 from rhs in subdomain 0 Sum after subtraction 9.107298249e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007801277031 MLMG: Initial residual (resid0) = 0.0007801277031 MLMG: Final Iter. 5 resid, resid/bnorm = 7.977182493e-11, 1.022548291e-07 MLMG: Timers: Solve = 0.001359291 Iter = 0.001209822 Bottom = 0.000141968 Time in solve 0.00179759 Max/L2 norm of divergence after solve at level 1 : 2.734843879e-05 0.001515799914 and volume-weighted sum -84014.1589 Time integration of scalars at level 1 from 318 to 320 with dt = 2 using RHS created at 320 Done with advance_dycore at level 1 [Level 1 step 160] Advanced 3072 cells Coarse STEP 160 ends. TIME = 320 DT = 2 Timestep time = 0.023737983 seconds. Coarse STEP 161 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.326124628 (terrain aware) 1.326124628 (terrain unaware) Anelastic dt at level 0 would be: 5.507436184 (terrain aware) 5.507436184 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2633213274 (terrain aware) 0.2633213274 (terrain unaware) Anelastic dt at level 1 would be: 2.778722207 (terrain aware) 2.778722207 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 161] ADVANCE from elapsed time = 320 to 322 with dt = 2 Making slow rhs at time 320 for fast variables advancing from 320 to 320.6666666667 Fast time integration at level 0 from 320 to 320.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 320 to 320.6666666667 with dt = 0.6666666666667 using RHS created at 320 Making slow rhs at time 320.6666666667 for fast variables advancing from 320 to 321 Fast time integration at level 0 from 320 to 320.5 with dt = 0.5 Fast time integration at level 0 from 320.5 to 321 with dt = 0.5 Time integration of scalars at level 0 from 320 to 321 with dt = 1 using RHS created at 320.6666666667 Making slow rhs at time 321 for fast variables advancing from 320 to 322 Fast time integration at level 0 from 320 to 320.5 with dt = 0.5 Fast time integration at level 0 from 320.5 to 321 with dt = 0.5 Fast time integration at level 0 from 321 to 321.5 with dt = 0.5 Fast time integration at level 0 from 321.5 to 322 with dt = 0.5 Time integration of scalars at level 0 from 320 to 322 with dt = 2 using RHS created at 321 Done with advance_dycore at level 0 [Level 0 step 161] Advanced 4096 cells [Level 1 step 161] ADVANCE from elapsed time = 320 to 322 with dt = 2 Making slow rhs at time 320 for fast variables advancing from 320 to 322 No-substepping time integration at level 1 to 322 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008234161426 0.004769991573 and volume-weighted sum -76993.92722 Subtracting -2.506312735e-05 from rhs in subdomain 0 Sum after subtraction -4.054916125e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00084847927 MLMG: Initial residual (resid0) = 0.00084847927 MLMG: Final Iter. 6 resid, resid/bnorm = 1.519297778e-11, 1.790612726e-08 MLMG: Timers: Solve = 0.001571808 Iter = 0.001437913 Bottom = 0.000169556 Time in solve 0.002011292 Max/L2 norm of divergence after solve at level 1 : 2.506314254e-05 0.001389139519 and volume-weighted sum -76993.92722 Time integration of scalars at level 1 from 320 to 322 with dt = 2 using RHS created at 320 Making slow rhs at time 322 for fast variables advancing from 320 to 322 No-substepping time integration at level 1 to 322 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008343433511 0.004532693693 and volume-weighted sum -76993.92722 Subtracting -2.506312735e-05 from rhs in subdomain 0 Sum after subtraction 8.760353554e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008594064784 MLMG: Initial residual (resid0) = 0.0008594064784 MLMG: Final Iter. 5 resid, resid/bnorm = 8.282876401e-11, 9.637903144e-08 MLMG: Timers: Solve = 0.001357818 Iter = 0.001223105 Bottom = 0.000140803 Time in solve 0.001798386 Max/L2 norm of divergence after solve at level 1 : 2.506321018e-05 0.001389139519 and volume-weighted sum -76993.92722 Time integration of scalars at level 1 from 320 to 322 with dt = 2 using RHS created at 322 Done with advance_dycore at level 1 [Level 1 step 161] Advanced 3072 cells Coarse STEP 161 ends. TIME = 322 DT = 2 Timestep time = 0.024649372 seconds. Coarse STEP 162 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.327743367 (terrain aware) 1.327743367 (terrain unaware) Anelastic dt at level 0 would be: 5.515356874 (terrain aware) 5.515356874 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2635116342 (terrain aware) 0.2635116342 (terrain unaware) Anelastic dt at level 1 would be: 2.79126738 (terrain aware) 2.79126738 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 162] ADVANCE from elapsed time = 322 to 324 with dt = 2 Making slow rhs at time 322 for fast variables advancing from 322 to 322.6666666667 Fast time integration at level 0 from 322 to 322.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 322 to 322.6666666667 with dt = 0.6666666666667 using RHS created at 322 Making slow rhs at time 322.6666666667 for fast variables advancing from 322 to 323 Fast time integration at level 0 from 322 to 322.5 with dt = 0.5 Fast time integration at level 0 from 322.5 to 323 with dt = 0.5 Time integration of scalars at level 0 from 322 to 323 with dt = 1 using RHS created at 322.6666666667 Making slow rhs at time 323 for fast variables advancing from 322 to 324 Fast time integration at level 0 from 322 to 322.5 with dt = 0.5 Fast time integration at level 0 from 322.5 to 323 with dt = 0.5 Fast time integration at level 0 from 323 to 323.5 with dt = 0.5 Fast time integration at level 0 from 323.5 to 324 with dt = 0.5 Time integration of scalars at level 0 from 322 to 324 with dt = 2 using RHS created at 323 Done with advance_dycore at level 0 [Level 0 step 162] Advanced 4096 cells [Level 1 step 162] ADVANCE from elapsed time = 322 to 324 with dt = 2 Making slow rhs at time 322 for fast variables advancing from 322 to 324 No-substepping time integration at level 1 to 324 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007710505263 0.004807278023 and volume-weighted sum -57761.56011 Subtracting -1.880259118e-05 from rhs in subdomain 0 Sum after subtraction -2.938187887e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007898531175 MLMG: Initial residual (resid0) = 0.0007898531175 MLMG: Final Iter. 6 resid, resid/bnorm = 2.06068095e-11, 2.608941973e-08 MLMG: Timers: Solve = 0.001666531 Iter = 0.001528406 Bottom = 0.000166401 Time in solve 0.002111974 Max/L2 norm of divergence after solve at level 1 : 1.880261179e-05 0.001042145384 and volume-weighted sum -57761.56011 Time integration of scalars at level 1 from 322 to 324 with dt = 2 using RHS created at 322 Making slow rhs at time 324 for fast variables advancing from 322 to 324 No-substepping time integration at level 1 to 324 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007611267205 0.004442542836 and volume-weighted sum -57761.56011 Subtracting -1.880259118e-05 from rhs in subdomain 0 Sum after subtraction -2.016616041e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007799293117 MLMG: Initial residual (resid0) = 0.0007799293117 MLMG: Final Iter. 5 resid, resid/bnorm = 8.527779563e-11, 1.093404163e-07 MLMG: Timers: Solve = 0.001363208 Iter = 0.001227322 Bottom = 0.00014273 Time in solve 0.001804558 Max/L2 norm of divergence after solve at level 1 : 1.880267646e-05 0.001042145384 and volume-weighted sum -57761.56011 Time integration of scalars at level 1 from 322 to 324 with dt = 2 using RHS created at 324 Done with advance_dycore at level 1 [Level 1 step 162] Advanced 3072 cells Coarse STEP 162 ends. TIME = 324 DT = 2 Timestep time = 0.023696419 seconds. Coarse STEP 163 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.330960388 (terrain aware) 1.330960388 (terrain unaware) Anelastic dt at level 0 would be: 5.553076727 (terrain aware) 5.553076727 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.263791664 (terrain aware) 0.263791664 (terrain unaware) Anelastic dt at level 1 would be: 2.808670342 (terrain aware) 2.808670342 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 163] ADVANCE from elapsed time = 324 to 326 with dt = 2 Making slow rhs at time 324 for fast variables advancing from 324 to 324.6666666667 Fast time integration at level 0 from 324 to 324.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 324 to 324.6666666667 with dt = 0.6666666666667 using RHS created at 324 Making slow rhs at time 324.6666666667 for fast variables advancing from 324 to 325 Fast time integration at level 0 from 324 to 324.5 with dt = 0.5 Fast time integration at level 0 from 324.5 to 325 with dt = 0.5 Time integration of scalars at level 0 from 324 to 325 with dt = 1 using RHS created at 324.6666666667 Making slow rhs at time 325 for fast variables advancing from 324 to 326 Fast time integration at level 0 from 324 to 324.5 with dt = 0.5 Fast time integration at level 0 from 324.5 to 325 with dt = 0.5 Fast time integration at level 0 from 325 to 325.5 with dt = 0.5 Fast time integration at level 0 from 325.5 to 326 with dt = 0.5 Time integration of scalars at level 0 from 324 to 326 with dt = 2 using RHS created at 325 Done with advance_dycore at level 0 [Level 0 step 163] Advanced 4096 cells [Level 1 step 163] ADVANCE from elapsed time = 324 to 326 with dt = 2 Making slow rhs at time 324 for fast variables advancing from 324 to 326 No-substepping time integration at level 1 to 326 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008409428709 0.004778284808 and volume-weighted sum -25295.02833 Subtracting -8.234058702e-06 from rhs in subdomain 0 Sum after subtraction 8.348356728e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008491769296 MLMG: Initial residual (resid0) = 0.0008491769296 MLMG: Final Iter. 6 resid, resid/bnorm = 2.283504039e-11, 2.689079224e-08 MLMG: Timers: Solve = 0.001553831 Iter = 0.001419889 Bottom = 0.000164163 Time in solve 0.00199709 Max/L2 norm of divergence after solve at level 1 : 8.234081537e-06 0.0004563778568 and volume-weighted sum -25295.02833 Time integration of scalars at level 1 from 324 to 326 with dt = 2 using RHS created at 324 Making slow rhs at time 326 for fast variables advancing from 324 to 326 No-substepping time integration at level 1 to 326 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008570971254 0.004344340537 and volume-weighted sum -25295.02833 Subtracting -8.234058702e-06 from rhs in subdomain 0 Sum after subtraction -6.982261991e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008653311841 MLMG: Initial residual (resid0) = 0.0008653311841 MLMG: Final Iter. 5 resid, resid/bnorm = 8.610785653e-11, 9.950855593e-08 MLMG: Timers: Solve = 0.001373172 Iter = 0.001234769 Bottom = 0.000146496 Time in solve 0.001818567 Max/L2 norm of divergence after solve at level 1 : 8.23414481e-06 0.0004563778568 and volume-weighted sum -25295.02833 Time integration of scalars at level 1 from 324 to 326 with dt = 2 using RHS created at 326 Done with advance_dycore at level 1 [Level 1 step 163] Advanced 3072 cells Coarse STEP 163 ends. TIME = 326 DT = 2 Timestep time = 0.023555381 seconds. Coarse STEP 164 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.331880247 (terrain aware) 1.331880247 (terrain unaware) Anelastic dt at level 0 would be: 5.606209896 (terrain aware) 5.606209896 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2639673944 (terrain aware) 0.2639673944 (terrain unaware) Anelastic dt at level 1 would be: 2.825854167 (terrain aware) 2.825854167 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 164] ADVANCE from elapsed time = 326 to 328 with dt = 2 Making slow rhs at time 326 for fast variables advancing from 326 to 326.6666666667 Fast time integration at level 0 from 326 to 326.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 326 to 326.6666666667 with dt = 0.6666666666667 using RHS created at 326 Making slow rhs at time 326.6666666667 for fast variables advancing from 326 to 327 Fast time integration at level 0 from 326 to 326.5 with dt = 0.5 Fast time integration at level 0 from 326.5 to 327 with dt = 0.5 Time integration of scalars at level 0 from 326 to 327 with dt = 1 using RHS created at 326.6666666667 Making slow rhs at time 327 for fast variables advancing from 326 to 328 Fast time integration at level 0 from 326 to 326.5 with dt = 0.5 Fast time integration at level 0 from 326.5 to 327 with dt = 0.5 Fast time integration at level 0 from 327 to 327.5 with dt = 0.5 Fast time integration at level 0 from 327.5 to 328 with dt = 0.5 Time integration of scalars at level 0 from 326 to 328 with dt = 2 using RHS created at 327 Done with advance_dycore at level 0 [Level 0 step 164] Advanced 4096 cells [Level 1 step 164] ADVANCE from elapsed time = 326 to 328 with dt = 2 Making slow rhs at time 326 for fast variables advancing from 326 to 328 No-substepping time integration at level 1 to 328 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007879458019 0.004642269686 and volume-weighted sum 16305.36155 Subtracting 5.30773488e-06 from rhs in subdomain 0 Sum after subtraction -2.595580001e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000782638067 MLMG: Initial residual (resid0) = 0.000782638067 MLMG: Final Iter. 6 resid, resid/bnorm = 1.704165025e-11, 2.177462478e-08 MLMG: Timers: Solve = 0.001565723 Iter = 0.001429441 Bottom = 0.000172275 Time in solve 0.002011224 Max/L2 norm of divergence after solve at level 1 : 5.307749183e-06 0.0002941845275 and volume-weighted sum 16305.36155 Time integration of scalars at level 1 from 326 to 328 with dt = 2 using RHS created at 326 Making slow rhs at time 328 for fast variables advancing from 326 to 328 No-substepping time integration at level 1 to 328 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007900907938 0.004328379951 and volume-weighted sum 16305.36155 Subtracting 5.30773488e-06 from rhs in subdomain 0 Sum after subtraction -2.454633719e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007847830589 MLMG: Initial residual (resid0) = 0.0007847830589 MLMG: Final Iter. 5 resid, resid/bnorm = 8.872428242e-11, 1.130558075e-07 MLMG: Timers: Solve = 0.001345447 Iter = 0.001212124 Bottom = 0.000145406 Time in solve 0.001788316 Max/L2 norm of divergence after solve at level 1 : 5.307791278e-06 0.0002941845275 and volume-weighted sum 16305.36155 Time integration of scalars at level 1 from 326 to 328 with dt = 2 using RHS created at 328 Done with advance_dycore at level 1 [Level 1 step 164] Advanced 3072 cells Coarse STEP 164 ends. TIME = 328 DT = 2 Timestep time = 0.023751513 seconds. Coarse STEP 165 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.332403542 (terrain aware) 1.332403542 (terrain unaware) Anelastic dt at level 0 would be: 5.592927527 (terrain aware) 5.592927527 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2642482759 (terrain aware) 0.2642482759 (terrain unaware) Anelastic dt at level 1 would be: 2.841888148 (terrain aware) 2.841888148 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 165] ADVANCE from elapsed time = 328 to 330 with dt = 2 Making slow rhs at time 328 for fast variables advancing from 328 to 328.6666666667 Fast time integration at level 0 from 328 to 328.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 328 to 328.6666666667 with dt = 0.6666666666667 using RHS created at 328 Making slow rhs at time 328.6666666667 for fast variables advancing from 328 to 329 Fast time integration at level 0 from 328 to 328.5 with dt = 0.5 Fast time integration at level 0 from 328.5 to 329 with dt = 0.5 Time integration of scalars at level 0 from 328 to 329 with dt = 1 using RHS created at 328.6666666667 Making slow rhs at time 329 for fast variables advancing from 328 to 330 Fast time integration at level 0 from 328 to 328.5 with dt = 0.5 Fast time integration at level 0 from 328.5 to 329 with dt = 0.5 Fast time integration at level 0 from 329 to 329.5 with dt = 0.5 Fast time integration at level 0 from 329.5 to 330 with dt = 0.5 Time integration of scalars at level 0 from 328 to 330 with dt = 2 using RHS created at 329 Done with advance_dycore at level 0 [Level 0 step 165] Advanced 4096 cells [Level 1 step 165] ADVANCE from elapsed time = 328 to 330 with dt = 2 Making slow rhs at time 328 for fast variables advancing from 328 to 330 No-substepping time integration at level 1 to 330 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008754821792 0.004616185723 and volume-weighted sum 59001.86949 Subtracting 1.920633772e-05 from rhs in subdomain 0 Sum after subtraction -4.33680869e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008562758414 MLMG: Initial residual (resid0) = 0.0008562758414 MLMG: Final Iter. 6 resid, resid/bnorm = 6.224121404e-12, 7.268827524e-09 MLMG: Timers: Solve = 0.001574253 Iter = 0.001432143 Bottom = 0.000184158 Time in solve 0.002020769 Max/L2 norm of divergence after solve at level 1 : 1.920634395e-05 0.001064523288 and volume-weighted sum 59001.86949 Time integration of scalars at level 1 from 328 to 330 with dt = 2 using RHS created at 328 Making slow rhs at time 330 for fast variables advancing from 328 to 330 No-substepping time integration at level 1 to 330 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008870398314 0.004442323153 and volume-weighted sum 59001.86949 Subtracting 1.920633772e-05 from rhs in subdomain 0 Sum after subtraction 1.734723476e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008678334937 MLMG: Initial residual (resid0) = 0.0008678334937 MLMG: Final Iter. 5 resid, resid/bnorm = 9.05693233e-11, 1.04362558e-07 MLMG: Timers: Solve = 0.001353567 Iter = 0.001219627 Bottom = 0.000147157 Time in solve 0.0017934 Max/L2 norm of divergence after solve at level 1 : 1.92064023e-05 0.001064523288 and volume-weighted sum 59001.86949 Time integration of scalars at level 1 from 328 to 330 with dt = 2 using RHS created at 330 Done with advance_dycore at level 1 [Level 1 step 165] Advanced 3072 cells Coarse STEP 165 ends. TIME = 330 DT = 2 Timestep time = 0.023566423 seconds. Coarse STEP 166 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.334716805 (terrain aware) 1.334716805 (terrain unaware) Anelastic dt at level 0 would be: 5.613586216 (terrain aware) 5.613586216 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2644556636 (terrain aware) 0.2644556636 (terrain unaware) Anelastic dt at level 1 would be: 2.863587882 (terrain aware) 2.863587882 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 166] ADVANCE from elapsed time = 330 to 332 with dt = 2 Making slow rhs at time 330 for fast variables advancing from 330 to 330.6666666667 Fast time integration at level 0 from 330 to 330.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 330 to 330.6666666667 with dt = 0.6666666666667 using RHS created at 330 Making slow rhs at time 330.6666666667 for fast variables advancing from 330 to 331 Fast time integration at level 0 from 330 to 330.5 with dt = 0.5 Fast time integration at level 0 from 330.5 to 331 with dt = 0.5 Time integration of scalars at level 0 from 330 to 331 with dt = 1 using RHS created at 330.6666666667 Making slow rhs at time 331 for fast variables advancing from 330 to 332 Fast time integration at level 0 from 330 to 330.5 with dt = 0.5 Fast time integration at level 0 from 330.5 to 331 with dt = 0.5 Fast time integration at level 0 from 331 to 331.5 with dt = 0.5 Fast time integration at level 0 from 331.5 to 332 with dt = 0.5 Time integration of scalars at level 0 from 330 to 332 with dt = 2 using RHS created at 331 Done with advance_dycore at level 0 [Level 0 step 166] Advanced 4096 cells [Level 1 step 166] ADVANCE from elapsed time = 330 to 332 with dt = 2 Making slow rhs at time 330 for fast variables advancing from 330 to 332 No-substepping time integration at level 1 to 332 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008091537477 0.004852580203 and volume-weighted sum 94582.79141 Subtracting 3.078866908e-05 from rhs in subdomain 0 Sum after subtraction -2.190088388e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007783650787 MLMG: Initial residual (resid0) = 0.0007783650787 MLMG: Final Iter. 6 resid, resid/bnorm = 9.306908403e-12, 1.195699635e-08 MLMG: Timers: Solve = 0.00155631 Iter = 0.001420966 Bottom = 0.00016388 Time in solve 0.002003836 Max/L2 norm of divergence after solve at level 1 : 3.078867649e-05 0.001706481253 and volume-weighted sum 94582.79141 Time integration of scalars at level 1 from 330 to 332 with dt = 2 using RHS created at 330 Making slow rhs at time 332 for fast variables advancing from 330 to 332 No-substepping time integration at level 1 to 332 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008205010598 0.004629898677 and volume-weighted sum 94582.79141 Subtracting 3.078866908e-05 from rhs in subdomain 0 Sum after subtraction 8.695301423e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007897123907 MLMG: Initial residual (resid0) = 0.0007897123907 MLMG: Final Iter. 5 resid, resid/bnorm = 9.156872933e-11, 1.159519977e-07 MLMG: Timers: Solve = 0.00135939 Iter = 0.001225207 Bottom = 0.000149848 Time in solve 0.001803246 Max/L2 norm of divergence after solve at level 1 : 3.078874308e-05 0.001706481253 and volume-weighted sum 94582.79141 Time integration of scalars at level 1 from 330 to 332 with dt = 2 using RHS created at 332 Done with advance_dycore at level 1 [Level 1 step 166] Advanced 3072 cells Coarse STEP 166 ends. TIME = 332 DT = 2 Timestep time = 0.023920899 seconds. Coarse STEP 167 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.338646666 (terrain aware) 1.338646666 (terrain unaware) Anelastic dt at level 0 would be: 5.665830011 (terrain aware) 5.665830011 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647281768 (terrain aware) 0.2647281768 (terrain unaware) Anelastic dt at level 1 would be: 2.878360994 (terrain aware) 2.878360994 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 167] ADVANCE from elapsed time = 332 to 334 with dt = 2 Making slow rhs at time 332 for fast variables advancing from 332 to 332.6666666667 Fast time integration at level 0 from 332 to 332.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 332 to 332.6666666667 with dt = 0.6666666666667 using RHS created at 332 Making slow rhs at time 332.6666666667 for fast variables advancing from 332 to 333 Fast time integration at level 0 from 332 to 332.5 with dt = 0.5 Fast time integration at level 0 from 332.5 to 333 with dt = 0.5 Time integration of scalars at level 0 from 332 to 333 with dt = 1 using RHS created at 332.6666666667 Making slow rhs at time 333 for fast variables advancing from 332 to 334 Fast time integration at level 0 from 332 to 332.5 with dt = 0.5 Fast time integration at level 0 from 332.5 to 333 with dt = 0.5 Fast time integration at level 0 from 333 to 333.5 with dt = 0.5 Fast time integration at level 0 from 333.5 to 334 with dt = 0.5 Time integration of scalars at level 0 from 332 to 334 with dt = 2 using RHS created at 333 Done with advance_dycore at level 0 [Level 0 step 167] Advanced 4096 cells [Level 1 step 167] ADVANCE from elapsed time = 332 to 334 with dt = 2 Making slow rhs at time 332 for fast variables advancing from 332 to 334 No-substepping time integration at level 1 to 334 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000896081814 0.00513644989 and volume-weighted sum 117835.4741 Subtracting 3.835790171e-05 from rhs in subdomain 0 Sum after subtraction -8.088148207e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008577239123 MLMG: Initial residual (resid0) = 0.0008577239123 MLMG: Final Iter. 6 resid, resid/bnorm = 1.572345771e-11, 1.833160704e-08 MLMG: Timers: Solve = 0.001560152 Iter = 0.001428751 Bottom = 0.000163136 Time in solve 0.002007004 Max/L2 norm of divergence after solve at level 1 : 3.835791679e-05 0.002126010708 and volume-weighted sum 117835.4741 Time integration of scalars at level 1 from 332 to 334 with dt = 2 using RHS created at 332 Making slow rhs at time 334 for fast variables advancing from 332 to 334 No-substepping time integration at level 1 to 334 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0009031124566 0.004788339635 and volume-weighted sum 117835.4741 Subtracting 3.835790171e-05 from rhs in subdomain 0 Sum after subtraction 1.82145965e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008647545548 MLMG: Initial residual (resid0) = 0.0008647545548 MLMG: Final Iter. 5 resid, resid/bnorm = 9.209431977e-11, 1.064976406e-07 MLMG: Timers: Solve = 0.001351165 Iter = 0.001215692 Bottom = 0.000152987 Time in solve 0.001786596 Max/L2 norm of divergence after solve at level 1 : 3.835798355e-05 0.002126010708 and volume-weighted sum 117835.4741 Time integration of scalars at level 1 from 332 to 334 with dt = 2 using RHS created at 334 Done with advance_dycore at level 1 [Level 1 step 167] Advanced 3072 cells Coarse STEP 167 ends. TIME = 334 DT = 2 Timestep time = 0.023498379 seconds. Coarse STEP 168 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.339002945 (terrain aware) 1.339002945 (terrain unaware) Anelastic dt at level 0 would be: 5.70818687 (terrain aware) 5.70818687 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2649746584 (terrain aware) 0.2649746584 (terrain unaware) Anelastic dt at level 1 would be: 2.90423435 (terrain aware) 2.90423435 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 168] ADVANCE from elapsed time = 334 to 336 with dt = 2 Making slow rhs at time 334 for fast variables advancing from 334 to 334.6666666667 Fast time integration at level 0 from 334 to 334.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 334 to 334.6666666667 with dt = 0.6666666666667 using RHS created at 334 Making slow rhs at time 334.6666666667 for fast variables advancing from 334 to 335 Fast time integration at level 0 from 334 to 334.5 with dt = 0.5 Fast time integration at level 0 from 334.5 to 335 with dt = 0.5 Time integration of scalars at level 0 from 334 to 335 with dt = 1 using RHS created at 334.6666666667 Making slow rhs at time 335 for fast variables advancing from 334 to 336 Fast time integration at level 0 from 334 to 334.5 with dt = 0.5 Fast time integration at level 0 from 334.5 to 335 with dt = 0.5 Fast time integration at level 0 from 335 to 335.5 with dt = 0.5 Fast time integration at level 0 from 335.5 to 336 with dt = 0.5 Time integration of scalars at level 0 from 334 to 336 with dt = 2 using RHS created at 335 Done with advance_dycore at level 0 [Level 0 step 168] Advanced 4096 cells [Level 1 step 168] ADVANCE from elapsed time = 334 to 336 with dt = 2 Making slow rhs at time 334 for fast variables advancing from 334 to 336 No-substepping time integration at level 1 to 336 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008146700954 0.005251319231 and volume-weighted sum 127104.384 Subtracting 4.137512501e-05 from rhs in subdomain 0 Sum after subtraction -3.252606517e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007732949704 MLMG: Initial residual (resid0) = 0.0007732949704 MLMG: Final Iter. 6 resid, resid/bnorm = 1.811540288e-11, 2.342625205e-08 MLMG: Timers: Solve = 0.001548817 Iter = 0.00141475 Bottom = 0.000160232 Time in solve 0.001994039 Max/L2 norm of divergence after solve at level 1 : 4.137514225e-05 0.002293242198 and volume-weighted sum 127104.384 Time integration of scalars at level 1 from 334 to 336 with dt = 2 using RHS created at 334 Making slow rhs at time 336 for fast variables advancing from 334 to 336 No-substepping time integration at level 1 to 336 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008323720815 0.004849951067 and volume-weighted sum 127104.384 Subtracting 4.137512501e-05 from rhs in subdomain 0 Sum after subtraction 1.170938346e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007909969565 MLMG: Initial residual (resid0) = 0.0007909969565 MLMG: Final Iter. 5 resid, resid/bnorm = 9.252688099e-11, 1.169750152e-07 MLMG: Timers: Solve = 0.001391202 Iter = 0.001258923 Bottom = 0.000144679 Time in solve 0.001840505 Max/L2 norm of divergence after solve at level 1 : 4.137521181e-05 0.002293242198 and volume-weighted sum 127104.384 Time integration of scalars at level 1 from 334 to 336 with dt = 2 using RHS created at 336 Done with advance_dycore at level 1 [Level 1 step 168] Advanced 3072 cells Coarse STEP 168 ends. TIME = 336 DT = 2 Timestep time = 0.02385056 seconds. Coarse STEP 169 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.340221415 (terrain aware) 1.340221415 (terrain unaware) Anelastic dt at level 0 would be: 5.707627175 (terrain aware) 5.707627175 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2652272466 (terrain aware) 0.2652272466 (terrain unaware) Anelastic dt at level 1 would be: 2.918008558 (terrain aware) 2.918008558 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 169] ADVANCE from elapsed time = 336 to 338 with dt = 2 Making slow rhs at time 336 for fast variables advancing from 336 to 336.6666666667 Fast time integration at level 0 from 336 to 336.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 336 to 336.6666666667 with dt = 0.6666666666667 using RHS created at 336 Making slow rhs at time 336.6666666667 for fast variables advancing from 336 to 337 Fast time integration at level 0 from 336 to 336.5 with dt = 0.5 Fast time integration at level 0 from 336.5 to 337 with dt = 0.5 Time integration of scalars at level 0 from 336 to 337 with dt = 1 using RHS created at 336.6666666667 Making slow rhs at time 337 for fast variables advancing from 336 to 338 Fast time integration at level 0 from 336 to 336.5 with dt = 0.5 Fast time integration at level 0 from 336.5 to 337 with dt = 0.5 Fast time integration at level 0 from 337 to 337.5 with dt = 0.5 Fast time integration at level 0 from 337.5 to 338 with dt = 0.5 Time integration of scalars at level 0 from 336 to 338 with dt = 2 using RHS created at 337 Done with advance_dycore at level 0 [Level 0 step 169] Advanced 4096 cells [Level 1 step 169] ADVANCE from elapsed time = 336 to 338 with dt = 2 Making slow rhs at time 336 for fast variables advancing from 336 to 338 No-substepping time integration at level 1 to 338 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008925466286 0.005186517867 and volume-weighted sum 122828.5357 Subtracting 3.998324729e-05 from rhs in subdomain 0 Sum after subtraction 4.380176777e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008525633813 MLMG: Initial residual (resid0) = 0.0008525633813 MLMG: Final Iter. 6 resid, resid/bnorm = 1.768865337e-11, 2.074761097e-08 MLMG: Timers: Solve = 0.001889606 Iter = 0.001755962 Bottom = 0.000160143 Time in solve 0.002325428 Max/L2 norm of divergence after solve at level 1 : 3.998326376e-05 0.002216096504 and volume-weighted sum 122828.5357 Time integration of scalars at level 1 from 336 to 338 with dt = 2 using RHS created at 336 Making slow rhs at time 338 for fast variables advancing from 336 to 338 No-substepping time integration at level 1 to 338 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00089979878 0.004797467867 and volume-weighted sum 122828.5357 Subtracting 3.998324729e-05 from rhs in subdomain 0 Sum after subtraction 2.049142106e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008598155327 MLMG: Initial residual (resid0) = 0.0008598155327 MLMG: Final Iter. 5 resid, resid/bnorm = 9.30805266e-11, 1.082563911e-07 MLMG: Timers: Solve = 0.001350273 Iter = 0.001214793 Bottom = 0.000145099 Time in solve 0.001789229 Max/L2 norm of divergence after solve at level 1 : 3.998333582e-05 0.002216096504 and volume-weighted sum 122828.5357 Time integration of scalars at level 1 from 336 to 338 with dt = 2 using RHS created at 338 Done with advance_dycore at level 1 [Level 1 step 169] Advanced 3072 cells Coarse STEP 169 ends. TIME = 338 DT = 2 Timestep time = 0.023608023 seconds. Coarse STEP 170 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.343158424 (terrain aware) 1.343158424 (terrain unaware) Anelastic dt at level 0 would be: 5.741561254 (terrain aware) 5.741561254 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2655006166 (terrain aware) 0.2655006166 (terrain unaware) Anelastic dt at level 1 would be: 2.943429395 (terrain aware) 2.943429395 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 170] ADVANCE from elapsed time = 338 to 340 with dt = 2 Making slow rhs at time 338 for fast variables advancing from 338 to 338.6666666667 Fast time integration at level 0 from 338 to 338.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 338 to 338.6666666667 with dt = 0.6666666666667 using RHS created at 338 Making slow rhs at time 338.6666666667 for fast variables advancing from 338 to 339 Fast time integration at level 0 from 338 to 338.5 with dt = 0.5 Fast time integration at level 0 from 338.5 to 339 with dt = 0.5 Time integration of scalars at level 0 from 338 to 339 with dt = 1 using RHS created at 338.6666666667 Making slow rhs at time 339 for fast variables advancing from 338 to 340 Fast time integration at level 0 from 338 to 338.5 with dt = 0.5 Fast time integration at level 0 from 338.5 to 339 with dt = 0.5 Fast time integration at level 0 from 339 to 339.5 with dt = 0.5 Fast time integration at level 0 from 339.5 to 340 with dt = 0.5 Time integration of scalars at level 0 from 338 to 340 with dt = 2 using RHS created at 339 Done with advance_dycore at level 0 [Level 0 step 170] Advanced 4096 cells [Level 1 step 170] ADVANCE from elapsed time = 338 to 340 with dt = 2 Making slow rhs at time 338 for fast variables advancing from 338 to 340 No-substepping time integration at level 1 to 340 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008064791148 0.005004631342 and volume-weighted sum 106109.2456 Subtracting 3.454077006e-05 from rhs in subdomain 0 Sum after subtraction -3.512815039e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007719383447 MLMG: Initial residual (resid0) = 0.0007719383447 MLMG: Final Iter. 6 resid, resid/bnorm = 1.561586508e-11, 2.022942011e-08 MLMG: Timers: Solve = 0.001555048 Iter = 0.001415033 Bottom = 0.000162128 Time in solve 0.001994312 Max/L2 norm of divergence after solve at level 1 : 3.45407852e-05 0.001914443798 and volume-weighted sum 106109.2456 Time integration of scalars at level 1 from 338 to 340 with dt = 2 using RHS created at 338 Making slow rhs at time 340 for fast variables advancing from 338 to 340 No-substepping time integration at level 1 to 340 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008248891312 0.004646560678 and volume-weighted sum 106109.2456 Subtracting 3.454077006e-05 from rhs in subdomain 0 Sum after subtraction -2.489328188e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007903483612 MLMG: Initial residual (resid0) = 0.0007903483612 MLMG: Final Iter. 5 resid, resid/bnorm = 9.378956796e-11, 1.186686436e-07 MLMG: Timers: Solve = 0.001349081 Iter = 0.001222164 Bottom = 0.000144279 Time in solve 0.001794674 Max/L2 norm of divergence after solve at level 1 : 3.454085725e-05 0.001914443798 and volume-weighted sum 106109.2456 Time integration of scalars at level 1 from 338 to 340 with dt = 2 using RHS created at 340 Done with advance_dycore at level 1 [Level 1 step 170] Advanced 3072 cells Coarse STEP 170 ends. TIME = 340 DT = 2 Timestep time = 0.023431595 seconds. Coarse STEP 171 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.347415492 (terrain aware) 1.347415492 (terrain unaware) Anelastic dt at level 0 would be: 5.807454235 (terrain aware) 5.807454235 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658837748 (terrain aware) 0.2658837748 (terrain unaware) Anelastic dt at level 1 would be: 2.959327805 (terrain aware) 2.959327805 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 171] ADVANCE from elapsed time = 340 to 342 with dt = 2 Making slow rhs at time 340 for fast variables advancing from 340 to 340.6666666667 Fast time integration at level 0 from 340 to 340.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 340 to 340.6666666667 with dt = 0.6666666666667 using RHS created at 340 Making slow rhs at time 340.6666666667 for fast variables advancing from 340 to 341 Fast time integration at level 0 from 340 to 340.5 with dt = 0.5 Fast time integration at level 0 from 340.5 to 341 with dt = 0.5 Time integration of scalars at level 0 from 340 to 341 with dt = 1 using RHS created at 340.6666666667 Making slow rhs at time 341 for fast variables advancing from 340 to 342 Fast time integration at level 0 from 340 to 340.5 with dt = 0.5 Fast time integration at level 0 from 340.5 to 341 with dt = 0.5 Fast time integration at level 0 from 341 to 341.5 with dt = 0.5 Fast time integration at level 0 from 341.5 to 342 with dt = 0.5 Time integration of scalars at level 0 from 340 to 342 with dt = 2 using RHS created at 341 Done with advance_dycore at level 0 [Level 0 step 171] Advanced 4096 cells [Level 1 step 171] ADVANCE from elapsed time = 340 to 342 with dt = 2 Making slow rhs at time 340 for fast variables advancing from 340 to 342 No-substepping time integration at level 1 to 342 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008718132056 0.004759892374 and volume-weighted sum 78473.01946 Subtracting 2.554460269e-05 from rhs in subdomain 0 Sum after subtraction 1.561251128e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008462686029 MLMG: Initial residual (resid0) = 0.0008462686029 MLMG: Final Iter. 6 resid, resid/bnorm = 1.366388877e-11, 1.614604242e-08 MLMG: Timers: Solve = 0.001565171 Iter = 0.001430842 Bottom = 0.000166278 Time in solve 0.002003447 Max/L2 norm of divergence after solve at level 1 : 2.554461635e-05 0.001415825591 and volume-weighted sum 78473.01946 Time integration of scalars at level 1 from 340 to 342 with dt = 2 using RHS created at 340 Making slow rhs at time 342 for fast variables advancing from 340 to 342 No-substepping time integration at level 1 to 342 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008814606706 0.004441416642 and volume-weighted sum 78473.01946 Subtracting 2.554460269e-05 from rhs in subdomain 0 Sum after subtraction 4.640385298e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000855916068 MLMG: Initial residual (resid0) = 0.000855916068 MLMG: Final Iter. 5 resid, resid/bnorm = 9.467684318e-11, 1.106146347e-07 MLMG: Timers: Solve = 0.001345556 Iter = 0.001216989 Bottom = 0.000143587 Time in solve 0.00179292 Max/L2 norm of divergence after solve at level 1 : 2.554468567e-05 0.001415825591 and volume-weighted sum 78473.01946 Time integration of scalars at level 1 from 340 to 342 with dt = 2 using RHS created at 342 Done with advance_dycore at level 1 [Level 1 step 171] Advanced 3072 cells Coarse STEP 171 ends. TIME = 342 DT = 2 Timestep time = 0.024720384 seconds. Coarse STEP 172 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.347347288 (terrain aware) 1.347347288 (terrain unaware) Anelastic dt at level 0 would be: 5.837439909 (terrain aware) 5.837439909 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661715627 (terrain aware) 0.2661715627 (terrain unaware) Anelastic dt at level 1 would be: 2.982249754 (terrain aware) 2.982249754 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 172] ADVANCE from elapsed time = 342 to 344 with dt = 2 Making slow rhs at time 342 for fast variables advancing from 342 to 342.6666666667 Fast time integration at level 0 from 342 to 342.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 342 to 342.6666666667 with dt = 0.6666666666667 using RHS created at 342 Making slow rhs at time 342.6666666667 for fast variables advancing from 342 to 343 Fast time integration at level 0 from 342 to 342.5 with dt = 0.5 Fast time integration at level 0 from 342.5 to 343 with dt = 0.5 Time integration of scalars at level 0 from 342 to 343 with dt = 1 using RHS created at 342.6666666667 Making slow rhs at time 343 for fast variables advancing from 342 to 344 Fast time integration at level 0 from 342 to 342.5 with dt = 0.5 Fast time integration at level 0 from 342.5 to 343 with dt = 0.5 Fast time integration at level 0 from 343 to 343.5 with dt = 0.5 Fast time integration at level 0 from 343.5 to 344 with dt = 0.5 Time integration of scalars at level 0 from 342 to 344 with dt = 2 using RHS created at 343 Done with advance_dycore at level 0 [Level 0 step 172] Advanced 4096 cells [Level 1 step 172] ADVANCE from elapsed time = 342 to 344 with dt = 2 Making slow rhs at time 342 for fast variables advancing from 342 to 344 No-substepping time integration at level 1 to 344 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007835317817 0.004510458002 and volume-weighted sum 42617.43083 Subtracting 1.38728616e-05 from rhs in subdomain 0 Sum after subtraction -1.647987302e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007696589201 MLMG: Initial residual (resid0) = 0.0007696589201 MLMG: Final Iter. 6 resid, resid/bnorm = 1.126804339e-11, 1.464030767e-08 MLMG: Timers: Solve = 0.001641257 Iter = 0.001437078 Bottom = 0.000162678 Time in solve 0.002080011 Max/L2 norm of divergence after solve at level 1 : 1.387287287e-05 0.0007689120362 and volume-weighted sum 42617.43083 Time integration of scalars at level 1 from 342 to 344 with dt = 2 using RHS created at 342 Making slow rhs at time 344 for fast variables advancing from 342 to 344 No-substepping time integration at level 1 to 344 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007976871233 0.004254264031 and volume-weighted sum 42617.43083 Subtracting 1.38728616e-05 from rhs in subdomain 0 Sum after subtraction -2.537033084e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007838142617 MLMG: Initial residual (resid0) = 0.0007838142617 MLMG: Final Iter. 5 resid, resid/bnorm = 9.576581829e-11, 1.22179224e-07 MLMG: Timers: Solve = 0.001345726 Iter = 0.001216428 Bottom = 0.000145232 Time in solve 0.001790996 Max/L2 norm of divergence after solve at level 1 : 1.387293783e-05 0.0007689120362 and volume-weighted sum 42617.43083 Time integration of scalars at level 1 from 342 to 344 with dt = 2 using RHS created at 344 Done with advance_dycore at level 1 [Level 1 step 172] Advanced 3072 cells Coarse STEP 172 ends. TIME = 344 DT = 2 Timestep time = 0.023647199 seconds. Coarse STEP 173 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.349094686 (terrain aware) 1.349094686 (terrain unaware) Anelastic dt at level 0 would be: 5.84824162 (terrain aware) 5.84824162 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663893354 (terrain aware) 0.2663893354 (terrain unaware) Anelastic dt at level 1 would be: 3.001431253 (terrain aware) 3.001431253 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 173] ADVANCE from elapsed time = 344 to 346 with dt = 2 Making slow rhs at time 344 for fast variables advancing from 344 to 344.6666666667 Fast time integration at level 0 from 344 to 344.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 344 to 344.6666666667 with dt = 0.6666666666667 using RHS created at 344 Making slow rhs at time 344.6666666667 for fast variables advancing from 344 to 345 Fast time integration at level 0 from 344 to 344.5 with dt = 0.5 Fast time integration at level 0 from 344.5 to 345 with dt = 0.5 Time integration of scalars at level 0 from 344 to 345 with dt = 1 using RHS created at 344.6666666667 Making slow rhs at time 345 for fast variables advancing from 344 to 346 Fast time integration at level 0 from 344 to 344.5 with dt = 0.5 Fast time integration at level 0 from 344.5 to 345 with dt = 0.5 Fast time integration at level 0 from 345 to 345.5 with dt = 0.5 Fast time integration at level 0 from 345.5 to 346 with dt = 0.5 Time integration of scalars at level 0 from 344 to 346 with dt = 2 using RHS created at 345 Done with advance_dycore at level 0 [Level 0 step 173] Advanced 4096 cells [Level 1 step 173] ADVANCE from elapsed time = 344 to 346 with dt = 2 Making slow rhs at time 344 for fast variables advancing from 344 to 346 No-substepping time integration at level 1 to 346 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008360771293 0.004345802266 and volume-weighted sum 3106.905093 Subtracting 1.011362335e-06 from rhs in subdomain 0 Sum after subtraction -5.59448321e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008350657669 MLMG: Initial residual (resid0) = 0.0008350657669 MLMG: Final Iter. 6 resid, resid/bnorm = 6.704763455e-12, 8.029024444e-09 MLMG: Timers: Solve = 0.00155744 Iter = 0.001428784 Bottom = 0.000164 Time in solve 0.001996522 Max/L2 norm of divergence after solve at level 1 : 1.01136904e-06 5.605539037e-05 and volume-weighted sum 3106.905093 Time integration of scalars at level 1 from 344 to 346 with dt = 2 using RHS created at 344 Making slow rhs at time 346 for fast variables advancing from 344 to 346 No-substepping time integration at level 1 to 346 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008503606161 0.004156511703 and volume-weighted sum 3106.905093 Subtracting 1.011362335e-06 from rhs in subdomain 0 Sum after subtraction -1.283695372e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008493492538 MLMG: Initial residual (resid0) = 0.0008493492538 MLMG: Final Iter. 5 resid, resid/bnorm = 9.71622728e-11, 1.143961361e-07 MLMG: Timers: Solve = 0.001352612 Iter = 0.001212653 Bottom = 0.000145849 Time in solve 0.001801911 Max/L2 norm of divergence after solve at level 1 : 1.011429689e-06 5.605539037e-05 and volume-weighted sum 3106.905093 Time integration of scalars at level 1 from 344 to 346 with dt = 2 using RHS created at 346 Done with advance_dycore at level 1 [Level 1 step 173] Advanced 3072 cells Coarse STEP 173 ends. TIME = 346 DT = 2 Timestep time = 0.023565222 seconds. Coarse STEP 174 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352492912 (terrain aware) 1.352492912 (terrain unaware) Anelastic dt at level 0 would be: 5.894079657 (terrain aware) 5.894079657 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2666818724 (terrain aware) 0.2666818724 (terrain unaware) Anelastic dt at level 1 would be: 3.023663891 (terrain aware) 3.023663891 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 174] ADVANCE from elapsed time = 346 to 348 with dt = 2 Making slow rhs at time 346 for fast variables advancing from 346 to 346.6666666667 Fast time integration at level 0 from 346 to 346.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 346 to 346.6666666667 with dt = 0.6666666666667 using RHS created at 346 Making slow rhs at time 346.6666666667 for fast variables advancing from 346 to 347 Fast time integration at level 0 from 346 to 346.5 with dt = 0.5 Fast time integration at level 0 from 346.5 to 347 with dt = 0.5 Time integration of scalars at level 0 from 346 to 347 with dt = 1 using RHS created at 346.6666666667 Making slow rhs at time 347 for fast variables advancing from 346 to 348 Fast time integration at level 0 from 346 to 346.5 with dt = 0.5 Fast time integration at level 0 from 346.5 to 347 with dt = 0.5 Fast time integration at level 0 from 347 to 347.5 with dt = 0.5 Fast time integration at level 0 from 347.5 to 348 with dt = 0.5 Time integration of scalars at level 0 from 346 to 348 with dt = 2 using RHS created at 347 Done with advance_dycore at level 0 [Level 0 step 174] Advanced 4096 cells [Level 1 step 174] ADVANCE from elapsed time = 346 to 348 with dt = 2 Making slow rhs at time 346 for fast variables advancing from 346 to 348 No-substepping time integration at level 1 to 348 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007529185801 0.004353305697 and volume-weighted sum -33929.43299 Subtracting -1.10447373e-05 from rhs in subdomain 0 Sum after subtraction 7.632783294e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007639633174 MLMG: Initial residual (resid0) = 0.0007639633174 MLMG: Final Iter. 6 resid, resid/bnorm = 5.625706461e-12, 7.363843698e-09 MLMG: Timers: Solve = 0.001571284 Iter = 0.001435896 Bottom = 0.000166839 Time in solve 0.002010713 Max/L2 norm of divergence after solve at level 1 : 1.104474287e-05 0.0006121614772 and volume-weighted sum -33929.43299 Time integration of scalars at level 1 from 346 to 348 with dt = 2 using RHS created at 346 Making slow rhs at time 348 for fast variables advancing from 346 to 348 No-substepping time integration at level 1 to 348 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007623121923 0.004171655358 and volume-weighted sum -33929.43299 Subtracting -1.10447373e-05 from rhs in subdomain 0 Sum after subtraction 5.074066167e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007733569296 MLMG: Initial residual (resid0) = 0.0007733569296 MLMG: Final Iter. 5 resid, resid/bnorm = 9.88377481e-11, 1.278035333e-07 MLMG: Timers: Solve = 0.001370104 Iter = 0.001237449 Bottom = 0.000144607 Time in solve 0.001808477 Max/L2 norm of divergence after solve at level 1 : 1.104483614e-05 0.0006121614772 and volume-weighted sum -33929.43299 Time integration of scalars at level 1 from 346 to 348 with dt = 2 using RHS created at 348 Done with advance_dycore at level 1 [Level 1 step 174] Advanced 3072 cells Coarse STEP 174 ends. TIME = 348 DT = 2 Timestep time = 0.023559759 seconds. Coarse STEP 175 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356161814 (terrain aware) 1.356161814 (terrain unaware) Anelastic dt at level 0 would be: 5.971648818 (terrain aware) 5.971648818 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2668827778 (terrain aware) 0.2668827778 (terrain unaware) Anelastic dt at level 1 would be: 3.045610446 (terrain aware) 3.045610446 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 175] ADVANCE from elapsed time = 348 to 350 with dt = 2 Making slow rhs at time 348 for fast variables advancing from 348 to 348.6666666667 Fast time integration at level 0 from 348 to 348.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 348 to 348.6666666667 with dt = 0.6666666666667 using RHS created at 348 Making slow rhs at time 348.6666666667 for fast variables advancing from 348 to 349 Fast time integration at level 0 from 348 to 348.5 with dt = 0.5 Fast time integration at level 0 from 348.5 to 349 with dt = 0.5 Time integration of scalars at level 0 from 348 to 349 with dt = 1 using RHS created at 348.6666666667 Making slow rhs at time 349 for fast variables advancing from 348 to 350 Fast time integration at level 0 from 348 to 348.5 with dt = 0.5 Fast time integration at level 0 from 348.5 to 349 with dt = 0.5 Fast time integration at level 0 from 349 to 349.5 with dt = 0.5 Fast time integration at level 0 from 349.5 to 350 with dt = 0.5 Time integration of scalars at level 0 from 348 to 350 with dt = 2 using RHS created at 349 Done with advance_dycore at level 0 [Level 0 step 175] Advanced 4096 cells [Level 1 step 175] ADVANCE from elapsed time = 348 to 350 with dt = 2 Making slow rhs at time 348 for fast variables advancing from 348 to 350 No-substepping time integration at level 1 to 350 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008007185723 0.004512685013 and volume-weighted sum -62596.98007 Subtracting -2.037662112e-05 from rhs in subdomain 0 Sum after subtraction -1.25767452e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008210951934 MLMG: Initial residual (resid0) = 0.0008210951934 MLMG: Final Iter. 6 resid, resid/bnorm = 1.539611298e-11, 1.875070406e-08 MLMG: Timers: Solve = 0.001550202 Iter = 0.001417355 Bottom = 0.000162877 Time in solve 0.001989822 Max/L2 norm of divergence after solve at level 1 : 2.037663651e-05 0.001129386978 and volume-weighted sum -62596.98007 Time integration of scalars at level 1 from 348 to 350 with dt = 2 using RHS created at 348 Making slow rhs at time 350 for fast variables advancing from 348 to 350 No-substepping time integration at level 1 to 350 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008216530533 0.004249824835 and volume-weighted sum -62596.98007 Subtracting -2.037662112e-05 from rhs in subdomain 0 Sum after subtraction -7.589415207e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008420296744 MLMG: Initial residual (resid0) = 0.0008420296744 MLMG: Final Iter. 6 resid, resid/bnorm = 4.522417986e-12, 5.370853455e-09 MLMG: Timers: Solve = 0.001894278 Iter = 0.001425115 Bottom = 0.000169041 Time in solve 0.002333934 Max/L2 norm of divergence after solve at level 1 : 2.037662456e-05 0.001129386978 and volume-weighted sum -62596.98007 Time integration of scalars at level 1 from 348 to 350 with dt = 2 using RHS created at 350 Done with advance_dycore at level 1 [Level 1 step 175] Advanced 3072 cells Coarse STEP 175 ends. TIME = 350 DT = 2 Timestep time = 0.024122532 seconds. Coarse STEP 176 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356382319 (terrain aware) 1.356382319 (terrain unaware) Anelastic dt at level 0 would be: 5.988518142 (terrain aware) 5.988518142 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2671738928 (terrain aware) 0.2671738928 (terrain unaware) Anelastic dt at level 1 would be: 3.066749322 (terrain aware) 3.066749322 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 176] ADVANCE from elapsed time = 350 to 352 with dt = 2 Making slow rhs at time 350 for fast variables advancing from 350 to 350.6666666667 Fast time integration at level 0 from 350 to 350.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 350 to 350.6666666667 with dt = 0.6666666666667 using RHS created at 350 Making slow rhs at time 350.6666666667 for fast variables advancing from 350 to 351 Fast time integration at level 0 from 350 to 350.5 with dt = 0.5 Fast time integration at level 0 from 350.5 to 351 with dt = 0.5 Time integration of scalars at level 0 from 350 to 351 with dt = 1 using RHS created at 350.6666666667 Making slow rhs at time 351 for fast variables advancing from 350 to 352 Fast time integration at level 0 from 350 to 350.5 with dt = 0.5 Fast time integration at level 0 from 350.5 to 351 with dt = 0.5 Fast time integration at level 0 from 351 to 351.5 with dt = 0.5 Fast time integration at level 0 from 351.5 to 352 with dt = 0.5 Time integration of scalars at level 0 from 350 to 352 with dt = 2 using RHS created at 351 Done with advance_dycore at level 0 [Level 0 step 176] Advanced 4096 cells [Level 1 step 176] ADVANCE from elapsed time = 350 to 352 with dt = 2 Making slow rhs at time 350 for fast variables advancing from 350 to 352 No-substepping time integration at level 1 to 352 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007354835176 0.00464919642 and volume-weighted sum -79629.13119 Subtracting -2.592094114e-05 from rhs in subdomain 0 Sum after subtraction -8.391724815e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007614044587 MLMG: Initial residual (resid0) = 0.0007614044587 MLMG: Final Iter. 6 resid, resid/bnorm = 2.219487317e-11, 2.914991226e-08 MLMG: Timers: Solve = 0.001568905 Iter = 0.001433617 Bottom = 0.000173434 Time in solve 0.002005787 Max/L2 norm of divergence after solve at level 1 : 2.592096334e-05 0.001436684385 and volume-weighted sum -79629.13119 Time integration of scalars at level 1 from 350 to 352 with dt = 2 using RHS created at 350 Making slow rhs at time 352 for fast variables advancing from 350 to 352 No-substepping time integration at level 1 to 352 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000732445373 0.004313403475 and volume-weighted sum -79629.13119 Subtracting -2.592094114e-05 from rhs in subdomain 0 Sum after subtraction -1.433315272e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007583663141 MLMG: Initial residual (resid0) = 0.0007583663141 MLMG: Final Iter. 6 resid, resid/bnorm = 4.531536364e-12, 5.975392471e-09 MLMG: Timers: Solve = 0.001570596 Iter = 0.00143077 Bottom = 0.000167207 Time in solve 0.002007965 Max/L2 norm of divergence after solve at level 1 : 2.592094428e-05 0.001436684385 and volume-weighted sum -79629.13119 Time integration of scalars at level 1 from 350 to 352 with dt = 2 using RHS created at 352 Done with advance_dycore at level 1 [Level 1 step 176] Advanced 3072 cells Coarse STEP 176 ends. TIME = 352 DT = 2 Timestep time = 0.023708991 seconds. Coarse STEP 177 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.358266549 (terrain aware) 1.358266549 (terrain unaware) Anelastic dt at level 0 would be: 6.004653091 (terrain aware) 6.004653091 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2673500344 (terrain aware) 0.2673500344 (terrain unaware) Anelastic dt at level 1 would be: 3.090680439 (terrain aware) 3.090680439 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 177] ADVANCE from elapsed time = 352 to 354 with dt = 2 Making slow rhs at time 352 for fast variables advancing from 352 to 352.6666666667 Fast time integration at level 0 from 352 to 352.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 352 to 352.6666666667 with dt = 0.6666666666667 using RHS created at 352 Making slow rhs at time 352.6666666667 for fast variables advancing from 352 to 353 Fast time integration at level 0 from 352 to 352.5 with dt = 0.5 Fast time integration at level 0 from 352.5 to 353 with dt = 0.5 Time integration of scalars at level 0 from 352 to 353 with dt = 1 using RHS created at 352.6666666667 Making slow rhs at time 353 for fast variables advancing from 352 to 354 Fast time integration at level 0 from 352 to 352.5 with dt = 0.5 Fast time integration at level 0 from 352.5 to 353 with dt = 0.5 Fast time integration at level 0 from 353 to 353.5 with dt = 0.5 Fast time integration at level 0 from 353.5 to 354 with dt = 0.5 Time integration of scalars at level 0 from 352 to 354 with dt = 2 using RHS created at 353 Done with advance_dycore at level 0 [Level 0 step 177] Advanced 4096 cells [Level 1 step 177] ADVANCE from elapsed time = 352 to 354 with dt = 2 Making slow rhs at time 352 for fast variables advancing from 352 to 354 No-substepping time integration at level 1 to 354 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007806377234 0.004626511638 and volume-weighted sum -85563.5254 Subtracting -2.785271009e-05 from rhs in subdomain 0 Sum after subtraction 3.035766083e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008084904335 MLMG: Initial residual (resid0) = 0.0008084904335 MLMG: Final Iter. 6 resid, resid/bnorm = 2.251910796e-11, 2.785327696e-08 MLMG: Timers: Solve = 0.001558231 Iter = 0.001425394 Bottom = 0.000164599 Time in solve 0.001997242 Max/L2 norm of divergence after solve at level 1 : 2.785273261e-05 0.001543753888 and volume-weighted sum -85563.5254 Time integration of scalars at level 1 from 352 to 354 with dt = 2 using RHS created at 352 Making slow rhs at time 354 for fast variables advancing from 352 to 354 No-substepping time integration at level 1 to 354 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008058084092 0.004322272002 and volume-weighted sum -85563.5254 Subtracting -2.785271009e-05 from rhs in subdomain 0 Sum after subtraction 6.375108774e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008336611193 MLMG: Initial residual (resid0) = 0.0008336611193 MLMG: Final Iter. 6 resid, resid/bnorm = 4.52028365e-12, 5.422207592e-09 MLMG: Timers: Solve = 0.001616024 Iter = 0.001480075 Bottom = 0.000169007 Time in solve 0.00205519 Max/L2 norm of divergence after solve at level 1 : 2.7852713e-05 0.001543753888 and volume-weighted sum -85563.5254 Time integration of scalars at level 1 from 352 to 354 with dt = 2 using RHS created at 354 Done with advance_dycore at level 1 [Level 1 step 177] Advanced 3072 cells Coarse STEP 177 ends. TIME = 354 DT = 2 Timestep time = 0.023980196 seconds. Coarse STEP 178 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36166236 (terrain aware) 1.36166236 (terrain unaware) Anelastic dt at level 0 would be: 6.054844869 (terrain aware) 6.054844869 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2676289817 (terrain aware) 0.2676289817 (terrain unaware) Anelastic dt at level 1 would be: 3.109370902 (terrain aware) 3.109370902 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 178] ADVANCE from elapsed time = 354 to 356 with dt = 2 Making slow rhs at time 354 for fast variables advancing from 354 to 354.6666666667 Fast time integration at level 0 from 354 to 354.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 354 to 354.6666666667 with dt = 0.6666666666667 using RHS created at 354 Making slow rhs at time 354.6666666667 for fast variables advancing from 354 to 355 Fast time integration at level 0 from 354 to 354.5 with dt = 0.5 Fast time integration at level 0 from 354.5 to 355 with dt = 0.5 Time integration of scalars at level 0 from 354 to 355 with dt = 1 using RHS created at 354.6666666667 Making slow rhs at time 355 for fast variables advancing from 354 to 356 Fast time integration at level 0 from 354 to 354.5 with dt = 0.5 Fast time integration at level 0 from 354.5 to 355 with dt = 0.5 Fast time integration at level 0 from 355 to 355.5 with dt = 0.5 Fast time integration at level 0 from 355.5 to 356 with dt = 0.5 Time integration of scalars at level 0 from 354 to 356 with dt = 2 using RHS created at 355 Done with advance_dycore at level 0 [Level 0 step 178] Advanced 4096 cells [Level 1 step 178] ADVANCE from elapsed time = 354 to 356 with dt = 2 Making slow rhs at time 354 for fast variables advancing from 354 to 356 No-substepping time integration at level 1 to 356 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007353458758 0.004500095074 and volume-weighted sum -83465.25439 Subtracting -2.716967916e-05 from rhs in subdomain 0 Sum after subtraction -1.509209424e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000762515555 MLMG: Initial residual (resid0) = 0.000762515555 MLMG: Final Iter. 6 resid, resid/bnorm = 1.588725145e-11, 2.083531456e-08 MLMG: Timers: Solve = 0.001871359 Iter = 0.001739302 Bottom = 0.00016702 Time in solve 0.002310313 Max/L2 norm of divergence after solve at level 1 : 2.716969505e-05 0.001505896471 and volume-weighted sum -83465.25439 Time integration of scalars at level 1 from 354 to 356 with dt = 2 using RHS created at 354 Making slow rhs at time 356 for fast variables advancing from 354 to 356 No-substepping time integration at level 1 to 356 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007255467114 0.004282483006 and volume-weighted sum -83465.25439 Subtracting -2.716967916e-05 from rhs in subdomain 0 Sum after subtraction -1.678344963e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007527163905 MLMG: Initial residual (resid0) = 0.0007527163905 MLMG: Final Iter. 6 resid, resid/bnorm = 4.489031143e-12, 5.963774934e-09 MLMG: Timers: Solve = 0.001568662 Iter = 0.001435694 Bottom = 0.000168199 Time in solve 0.002010291 Max/L2 norm of divergence after solve at level 1 : 2.716968194e-05 0.001505896471 and volume-weighted sum -83465.25439 Time integration of scalars at level 1 from 354 to 356 with dt = 2 using RHS created at 356 Done with advance_dycore at level 1 [Level 1 step 178] Advanced 3072 cells Coarse STEP 178 ends. TIME = 356 DT = 2 Timestep time = 0.023922673 seconds. Coarse STEP 179 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364631192 (terrain aware) 1.364631192 (terrain unaware) Anelastic dt at level 0 would be: 6.1361181 (terrain aware) 6.1361181 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2677926328 (terrain aware) 0.2677926328 (terrain unaware) Anelastic dt at level 1 would be: 3.134414674 (terrain aware) 3.134414674 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 179] ADVANCE from elapsed time = 356 to 358 with dt = 2 Making slow rhs at time 356 for fast variables advancing from 356 to 356.6666666667 Fast time integration at level 0 from 356 to 356.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 356 to 356.6666666667 with dt = 0.6666666666667 using RHS created at 356 Making slow rhs at time 356.6666666667 for fast variables advancing from 356 to 357 Fast time integration at level 0 from 356 to 356.5 with dt = 0.5 Fast time integration at level 0 from 356.5 to 357 with dt = 0.5 Time integration of scalars at level 0 from 356 to 357 with dt = 1 using RHS created at 356.6666666667 Making slow rhs at time 357 for fast variables advancing from 356 to 358 Fast time integration at level 0 from 356 to 356.5 with dt = 0.5 Fast time integration at level 0 from 356.5 to 357 with dt = 0.5 Fast time integration at level 0 from 357 to 357.5 with dt = 0.5 Fast time integration at level 0 from 357.5 to 358 with dt = 0.5 Time integration of scalars at level 0 from 356 to 358 with dt = 2 using RHS created at 357 Done with advance_dycore at level 0 [Level 0 step 179] Advanced 4096 cells [Level 1 step 179] ADVANCE from elapsed time = 356 to 358 with dt = 2 Making slow rhs at time 356 for fast variables advancing from 356 to 358 No-substepping time integration at level 1 to 358 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007723625617 0.004380619291 and volume-weighted sum -76030.12178 Subtracting -2.47493886e-05 from rhs in subdomain 0 Sum after subtraction -4.293440603e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007971119503 MLMG: Initial residual (resid0) = 0.0007971119503 MLMG: Final Iter. 6 resid, resid/bnorm = 8.183823698e-12, 1.026684357e-08 MLMG: Timers: Solve = 0.00155546 Iter = 0.001424247 Bottom = 0.000168601 Time in solve 0.002002386 Max/L2 norm of divergence after solve at level 1 : 2.474939678e-05 0.001371750352 and volume-weighted sum -76030.12178 Time integration of scalars at level 1 from 356 to 358 with dt = 2 using RHS created at 356 Making slow rhs at time 358 for fast variables advancing from 356 to 358 No-substepping time integration at level 1 to 358 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007994760947 0.004209561046 and volume-weighted sum -76030.12178 Subtracting -2.47493886e-05 from rhs in subdomain 0 Sum after subtraction -4.813857646e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008242254833 MLMG: Initial residual (resid0) = 0.0008242254833 MLMG: Final Iter. 5 resid, resid/bnorm = 9.957805789e-11, 1.208140975e-07 MLMG: Timers: Solve = 0.001346923 Iter = 0.00121411 Bottom = 0.000139818 Time in solve 0.001784404 Max/L2 norm of divergence after solve at level 1 : 2.474948818e-05 0.001371750352 and volume-weighted sum -76030.12178 Time integration of scalars at level 1 from 356 to 358 with dt = 2 using RHS created at 358 Done with advance_dycore at level 1 [Level 1 step 179] Advanced 3072 cells Coarse STEP 179 ends. TIME = 358 DT = 2 Timestep time = 0.023784384 seconds. Coarse STEP 180 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364749338 (terrain aware) 1.364749338 (terrain unaware) Anelastic dt at level 0 would be: 6.137537265 (terrain aware) 6.137537265 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2680548887 (terrain aware) 0.2680548887 (terrain unaware) Anelastic dt at level 1 would be: 3.15091301 (terrain aware) 3.15091301 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 180] ADVANCE from elapsed time = 358 to 360 with dt = 2 Making slow rhs at time 358 for fast variables advancing from 358 to 358.6666666667 Fast time integration at level 0 from 358 to 358.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 358 to 358.6666666667 with dt = 0.6666666666667 using RHS created at 358 Making slow rhs at time 358.6666666667 for fast variables advancing from 358 to 359 Fast time integration at level 0 from 358 to 358.5 with dt = 0.5 Fast time integration at level 0 from 358.5 to 359 with dt = 0.5 Time integration of scalars at level 0 from 358 to 359 with dt = 1 using RHS created at 358.6666666667 Making slow rhs at time 359 for fast variables advancing from 358 to 360 Fast time integration at level 0 from 358 to 358.5 with dt = 0.5 Fast time integration at level 0 from 358.5 to 359 with dt = 0.5 Fast time integration at level 0 from 359 to 359.5 with dt = 0.5 Fast time integration at level 0 from 359.5 to 360 with dt = 0.5 Time integration of scalars at level 0 from 358 to 360 with dt = 2 using RHS created at 359 Done with advance_dycore at level 0 [Level 0 step 180] Advanced 4096 cells [Level 1 step 180] ADVANCE from elapsed time = 358 to 360 with dt = 2 Making slow rhs at time 358 for fast variables advancing from 358 to 360 No-substepping time integration at level 1 to 360 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007414805042 0.00428424712 and volume-weighted sum -63511.41958 Subtracting -2.067429023e-05 from rhs in subdomain 0 Sum after subtraction -1.021318446e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007621547944 MLMG: Initial residual (resid0) = 0.0007621547944 MLMG: Final Iter. 6 resid, resid/bnorm = 6.986643731e-12, 9.166961597e-09 MLMG: Timers: Solve = 0.001554108 Iter = 0.00142208 Bottom = 0.000166313 Time in solve 0.002004623 Max/L2 norm of divergence after solve at level 1 : 2.067429721e-05 0.001145885475 and volume-weighted sum -63511.41958 Time integration of scalars at level 1 from 358 to 360 with dt = 2 using RHS created at 358 Making slow rhs at time 360 for fast variables advancing from 358 to 360 No-substepping time integration at level 1 to 360 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007363473707 0.004114773487 and volume-weighted sum -63511.41958 Subtracting -2.067429023e-05 from rhs in subdomain 0 Sum after subtraction -9.107298249e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007570216609 MLMG: Initial residual (resid0) = 0.0007570216609 MLMG: Final Iter. 5 resid, resid/bnorm = 9.743373273e-11, 1.287066642e-07 MLMG: Timers: Solve = 0.001342883 Iter = 0.001208189 Bottom = 0.000146868 Time in solve 0.001782044 Max/L2 norm of divergence after solve at level 1 : 2.067438766e-05 0.001145885475 and volume-weighted sum -63511.41958 Time integration of scalars at level 1 from 358 to 360 with dt = 2 using RHS created at 360 Done with advance_dycore at level 1 [Level 1 step 180] Advanced 3072 cells Coarse STEP 180 ends. TIME = 360 DT = 2 Timestep time = 0.023573649 seconds. Coarse STEP 181 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366523287 (terrain aware) 1.366523287 (terrain unaware) Anelastic dt at level 0 would be: 6.153477236 (terrain aware) 6.153477236 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2682163991 (terrain aware) 0.2682163991 (terrain unaware) Anelastic dt at level 1 would be: 3.176775997 (terrain aware) 3.176775997 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(5) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (63,0,47) (0,0,0)) ((64,0,0) (79,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (63,0,47) (0,0,0)) ) Building the 3D FFT solver to be used on domain ((0,0,0) (79,0,47) (0,0,0)) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007177940031 0.004018362272 and volume-weighted sum -72889.46096 Subtracting -1.898163046e-05 from rhs in subdomain 0 Sum after subtraction -7.979727989e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006988123727 MLMG: Initial residual (resid0) = 0.0006988123727 MLMG: Final Iter. 6 resid, resid/bnorm = 4.089862913e-11, 5.852590871e-08 MLMG: Timers: Solve = 0.001810637 Iter = 0.001655235 Bottom = 0.000181161 Time in solve 0.002288597 Max/L2 norm of divergence after solve at level 1 : 1.898167136e-05 0.001176248618 and volume-weighted sum -72889.46096 [Level 0 step 181] ADVANCE from elapsed time = 360 to 362 with dt = 2 Making slow rhs at time 360 for fast variables advancing from 360 to 360.6666666667 Fast time integration at level 0 from 360 to 360.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 360 to 360.6666666667 with dt = 0.6666666666667 using RHS created at 360 Making slow rhs at time 360.6666666667 for fast variables advancing from 360 to 361 Fast time integration at level 0 from 360 to 360.5 with dt = 0.5 Fast time integration at level 0 from 360.5 to 361 with dt = 0.5 Time integration of scalars at level 0 from 360 to 361 with dt = 1 using RHS created at 360.6666666667 Making slow rhs at time 361 for fast variables advancing from 360 to 362 Fast time integration at level 0 from 360 to 360.5 with dt = 0.5 Fast time integration at level 0 from 360.5 to 361 with dt = 0.5 Fast time integration at level 0 from 361 to 361.5 with dt = 0.5 Fast time integration at level 0 from 361.5 to 362 with dt = 0.5 Time integration of scalars at level 0 from 360 to 362 with dt = 2 using RHS created at 361 Done with advance_dycore at level 0 [Level 0 step 181] Advanced 4096 cells [Level 1 step 181] ADVANCE from elapsed time = 360 to 362 with dt = 2 Making slow rhs at time 360 for fast variables advancing from 360 to 362 No-substepping time integration at level 1 to 362 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.007674882894 0.07976941587 and volume-weighted sum -52969.15271 Subtracting -1.379405019e-05 from rhs in subdomain 0 Sum after subtraction -1.068589661e-09 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.007661088844 MLMG: Initial residual (resid0) = 0.007661088844 MLMG: Final Iter. 7 resid, resid/bnorm = 3.455888738e-11, 4.510962878e-09 MLMG: Timers: Solve = 0.002099194 Iter = 0.001932287 Bottom = 0.000209122 Time in solve 0.002558894 Max/L2 norm of divergence after solve at level 1 : 1.379408268e-05 0.0008547860263 and volume-weighted sum -52969.15271 Time integration of scalars at level 1 from 360 to 362 with dt = 2 using RHS created at 360 Making slow rhs at time 362 for fast variables advancing from 360 to 362 No-substepping time integration at level 1 to 362 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007989382942 0.004004517866 and volume-weighted sum -52969.15271 Subtracting -1.379405019e-05 from rhs in subdomain 0 Sum after subtraction 3.07913417e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008127323444 MLMG: Initial residual (resid0) = 0.0008127323444 MLMG: Final Iter. 5 resid, resid/bnorm = 7.034481678e-11, 8.6553485e-08 MLMG: Timers: Solve = 0.001571458 Iter = 0.001407997 Bottom = 0.000153355 Time in solve 0.002039282 Max/L2 norm of divergence after solve at level 1 : 1.379411604e-05 0.0008547860263 and volume-weighted sum -52969.15271 Time integration of scalars at level 1 from 360 to 362 with dt = 2 using RHS created at 362 Done with advance_dycore at level 1 [Level 1 step 181] Advanced 3840 cells Coarse STEP 181 ends. TIME = 362 DT = 2 Timestep time = 0.039041873 seconds. Coarse STEP 182 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36983718 (terrain aware) 1.36983718 (terrain unaware) Anelastic dt at level 0 would be: 6.205293964 (terrain aware) 6.205293964 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2684736558 (terrain aware) 0.2684736558 (terrain unaware) Anelastic dt at level 1 would be: 3.192334567 (terrain aware) 3.192334567 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 182] ADVANCE from elapsed time = 362 to 364 with dt = 2 Making slow rhs at time 362 for fast variables advancing from 362 to 362.6666666667 Fast time integration at level 0 from 362 to 362.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 362 to 362.6666666667 with dt = 0.6666666666667 using RHS created at 362 Making slow rhs at time 362.6666666667 for fast variables advancing from 362 to 363 Fast time integration at level 0 from 362 to 362.5 with dt = 0.5 Fast time integration at level 0 from 362.5 to 363 with dt = 0.5 Time integration of scalars at level 0 from 362 to 363 with dt = 1 using RHS created at 362.6666666667 Making slow rhs at time 363 for fast variables advancing from 362 to 364 Fast time integration at level 0 from 362 to 362.5 with dt = 0.5 Fast time integration at level 0 from 362.5 to 363 with dt = 0.5 Fast time integration at level 0 from 363 to 363.5 with dt = 0.5 Fast time integration at level 0 from 363.5 to 364 with dt = 0.5 Time integration of scalars at level 0 from 362 to 364 with dt = 2 using RHS created at 363 Done with advance_dycore at level 0 [Level 0 step 182] Advanced 4096 cells [Level 1 step 182] ADVANCE from elapsed time = 362 to 364 with dt = 2 Making slow rhs at time 362 for fast variables advancing from 362 to 364 No-substepping time integration at level 1 to 364 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007505282265 0.004174627819 and volume-weighted sum -23353.7808 Subtracting -6.08171375e-06 from rhs in subdomain 0 Sum after subtraction -5.730008482e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007566099402 MLMG: Initial residual (resid0) = 0.0007566099402 MLMG: Final Iter. 6 resid, resid/bnorm = 1.507002319e-11, 1.991782342e-08 MLMG: Timers: Solve = 0.001826296 Iter = 0.001657491 Bottom = 0.000176507 Time in solve 0.002285283 Max/L2 norm of divergence after solve at level 1 : 6.08172882e-06 0.0003768700171 and volume-weighted sum -23353.7808 Time integration of scalars at level 1 from 362 to 364 with dt = 2 using RHS created at 362 Making slow rhs at time 364 for fast variables advancing from 362 to 364 No-substepping time integration at level 1 to 364 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000752372984 0.003899427989 and volume-weighted sum -23353.7808 Subtracting -6.08171375e-06 from rhs in subdomain 0 Sum after subtraction -1.428978463e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007584546977 MLMG: Initial residual (resid0) = 0.0007584546977 MLMG: Final Iter. 5 resid, resid/bnorm = 6.925127846e-11, 9.130575454e-08 MLMG: Timers: Solve = 0.001593094 Iter = 0.001426076 Bottom = 0.000155221 Time in solve 0.002049041 Max/L2 norm of divergence after solve at level 1 : 6.081780776e-06 0.0003768700171 and volume-weighted sum -23353.7808 Time integration of scalars at level 1 from 362 to 364 with dt = 2 using RHS created at 364 Done with advance_dycore at level 1 [Level 1 step 182] Advanced 3840 cells Coarse STEP 182 ends. TIME = 364 DT = 2 Timestep time = 0.02717845 seconds. Coarse STEP 183 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372499029 (terrain aware) 1.372499029 (terrain unaware) Anelastic dt at level 0 would be: 6.290324401 (terrain aware) 6.290324401 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2686374595 (terrain aware) 0.2686374595 (terrain unaware) Anelastic dt at level 1 would be: 3.219366279 (terrain aware) 3.219366279 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 183] ADVANCE from elapsed time = 364 to 366 with dt = 2 Making slow rhs at time 364 for fast variables advancing from 364 to 364.6666666667 Fast time integration at level 0 from 364 to 364.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 364 to 364.6666666667 with dt = 0.6666666666667 using RHS created at 364 Making slow rhs at time 364.6666666667 for fast variables advancing from 364 to 365 Fast time integration at level 0 from 364 to 364.5 with dt = 0.5 Fast time integration at level 0 from 364.5 to 365 with dt = 0.5 Time integration of scalars at level 0 from 364 to 365 with dt = 1 using RHS created at 364.6666666667 Making slow rhs at time 365 for fast variables advancing from 364 to 366 Fast time integration at level 0 from 364 to 364.5 with dt = 0.5 Fast time integration at level 0 from 364.5 to 365 with dt = 0.5 Fast time integration at level 0 from 365 to 365.5 with dt = 0.5 Fast time integration at level 0 from 365.5 to 366 with dt = 0.5 Time integration of scalars at level 0 from 364 to 366 with dt = 2 using RHS created at 365 Done with advance_dycore at level 0 [Level 0 step 183] Advanced 4096 cells [Level 1 step 183] ADVANCE from elapsed time = 364 to 366 with dt = 2 Making slow rhs at time 364 for fast variables advancing from 364 to 366 No-substepping time integration at level 1 to 366 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007665362251 0.004115213568 and volume-weighted sum 15119.84417 Subtracting 3.93745942e-06 from rhs in subdomain 0 Sum after subtraction -4.33680869e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007625987657 MLMG: Initial residual (resid0) = 0.0007625987657 MLMG: Final Iter. 6 resid, resid/bnorm = 1.776200127e-11, 2.329141099e-08 MLMG: Timers: Solve = 0.00183316 Iter = 0.001667563 Bottom = 0.000179697 Time in solve 0.002303711 Max/L2 norm of divergence after solve at level 1 : 3.937474296e-06 0.0002439954361 and volume-weighted sum 15119.84417 Time integration of scalars at level 1 from 364 to 366 with dt = 2 using RHS created at 364 Making slow rhs at time 366 for fast variables advancing from 364 to 366 No-substepping time integration at level 1 to 366 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008025520696 0.003857930865 and volume-weighted sum 15119.84417 Subtracting 3.93745942e-06 from rhs in subdomain 0 Sum after subtraction 9.974659987e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007986146102 MLMG: Initial residual (resid0) = 0.0007986146102 MLMG: Final Iter. 5 resid, resid/bnorm = 6.797395726e-11, 8.511484312e-08 MLMG: Timers: Solve = 0.00159599 Iter = 0.001430728 Bottom = 0.000165585 Time in solve 0.002071397 Max/L2 norm of divergence after solve at level 1 : 3.937526126e-06 0.0002439954361 and volume-weighted sum 15119.84417 Time integration of scalars at level 1 from 364 to 366 with dt = 2 using RHS created at 366 Done with advance_dycore at level 1 [Level 1 step 183] Advanced 3840 cells Coarse STEP 183 ends. TIME = 366 DT = 2 Timestep time = 0.026658133 seconds. Coarse STEP 184 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37264864 (terrain aware) 1.37264864 (terrain unaware) Anelastic dt at level 0 would be: 6.284122532 (terrain aware) 6.284122532 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2688889537 (terrain aware) 0.2688889537 (terrain unaware) Anelastic dt at level 1 would be: 3.233576783 (terrain aware) 3.233576783 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 184] ADVANCE from elapsed time = 366 to 368 with dt = 2 Making slow rhs at time 366 for fast variables advancing from 366 to 366.6666666667 Fast time integration at level 0 from 366 to 366.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 366 to 366.6666666667 with dt = 0.6666666666667 using RHS created at 366 Making slow rhs at time 366.6666666667 for fast variables advancing from 366 to 367 Fast time integration at level 0 from 366 to 366.5 with dt = 0.5 Fast time integration at level 0 from 366.5 to 367 with dt = 0.5 Time integration of scalars at level 0 from 366 to 367 with dt = 1 using RHS created at 366.6666666667 Making slow rhs at time 367 for fast variables advancing from 366 to 368 Fast time integration at level 0 from 366 to 366.5 with dt = 0.5 Fast time integration at level 0 from 366.5 to 367 with dt = 0.5 Fast time integration at level 0 from 367 to 367.5 with dt = 0.5 Fast time integration at level 0 from 367.5 to 368 with dt = 0.5 Time integration of scalars at level 0 from 366 to 368 with dt = 2 using RHS created at 367 Done with advance_dycore at level 0 [Level 0 step 184] Advanced 4096 cells [Level 1 step 184] ADVANCE from elapsed time = 366 to 368 with dt = 2 Making slow rhs at time 366 for fast variables advancing from 366 to 368 No-substepping time integration at level 1 to 368 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007645782868 0.004091884589 and volume-weighted sum 57004.27575 Subtracting 1.484486348e-05 from rhs in subdomain 0 Sum after subtraction 1.240327285e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007497334234 MLMG: Initial residual (resid0) = 0.0007497334234 MLMG: Final Iter. 6 resid, resid/bnorm = 1.405597927e-11, 1.874796938e-08 MLMG: Timers: Solve = 0.002049346 Iter = 0.001674167 Bottom = 0.000173777 Time in solve 0.00255177 Max/L2 norm of divergence after solve at level 1 : 1.484487452e-05 0.0009199025444 and volume-weighted sum 57004.27575 Time integration of scalars at level 1 from 366 to 368 with dt = 2 using RHS created at 366 Making slow rhs at time 368 for fast variables advancing from 366 to 368 No-substepping time integration at level 1 to 368 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007708759232 0.003929135449 and volume-weighted sum 57004.27575 Subtracting 1.484486348e-05 from rhs in subdomain 0 Sum after subtraction 1.225148455e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007560310597 MLMG: Initial residual (resid0) = 0.0007560310597 MLMG: Final Iter. 5 resid, resid/bnorm = 6.854380713e-11, 9.066268675e-08 MLMG: Timers: Solve = 0.001593263 Iter = 0.001416695 Bottom = 0.000157107 Time in solve 0.002052369 Max/L2 norm of divergence after solve at level 1 : 1.4844926e-05 0.0009199025444 and volume-weighted sum 57004.27575 Time integration of scalars at level 1 from 366 to 368 with dt = 2 using RHS created at 368 Done with advance_dycore at level 1 [Level 1 step 184] Advanced 3840 cells Coarse STEP 184 ends. TIME = 368 DT = 2 Timestep time = 0.026975983 seconds. Coarse STEP 185 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374490993 (terrain aware) 1.374490993 (terrain unaware) Anelastic dt at level 0 would be: 6.302473607 (terrain aware) 6.302473607 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2690553044 (terrain aware) 0.2690553044 (terrain unaware) Anelastic dt at level 1 would be: 3.261390753 (terrain aware) 3.261390753 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 185] ADVANCE from elapsed time = 368 to 370 with dt = 2 Making slow rhs at time 368 for fast variables advancing from 368 to 368.6666666667 Fast time integration at level 0 from 368 to 368.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 368 to 368.6666666667 with dt = 0.6666666666667 using RHS created at 368 Making slow rhs at time 368.6666666667 for fast variables advancing from 368 to 369 Fast time integration at level 0 from 368 to 368.5 with dt = 0.5 Fast time integration at level 0 from 368.5 to 369 with dt = 0.5 Time integration of scalars at level 0 from 368 to 369 with dt = 1 using RHS created at 368.6666666667 Making slow rhs at time 369 for fast variables advancing from 368 to 370 Fast time integration at level 0 from 368 to 368.5 with dt = 0.5 Fast time integration at level 0 from 368.5 to 369 with dt = 0.5 Fast time integration at level 0 from 369 to 369.5 with dt = 0.5 Fast time integration at level 0 from 369.5 to 370 with dt = 0.5 Time integration of scalars at level 0 from 368 to 370 with dt = 2 using RHS created at 369 Done with advance_dycore at level 0 [Level 0 step 185] Advanced 4096 cells [Level 1 step 185] ADVANCE from elapsed time = 368 to 370 with dt = 2 Making slow rhs at time 368 for fast variables advancing from 368 to 370 No-substepping time integration at level 1 to 370 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007688549713 0.00424870515 and volume-weighted sum 94151.41635 Subtracting 2.451859801e-05 from rhs in subdomain 0 Sum after subtraction -2.090341789e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007443363733 MLMG: Initial residual (resid0) = 0.0007443363733 MLMG: Final Iter. 6 resid, resid/bnorm = 1.12484554e-11, 1.511205928e-08 MLMG: Timers: Solve = 0.001839972 Iter = 0.001675934 Bottom = 0.000186024 Time in solve 0.002299913 Max/L2 norm of divergence after solve at level 1 : 2.451860174e-05 0.001519361948 and volume-weighted sum 94151.41635 Time integration of scalars at level 1 from 368 to 370 with dt = 2 using RHS created at 368 Making slow rhs at time 370 for fast variables advancing from 368 to 370 No-substepping time integration at level 1 to 370 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008057661926 0.004081583671 and volume-weighted sum 94151.41635 Subtracting 2.451859801e-05 from rhs in subdomain 0 Sum after subtraction -1.016981638e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007812475946 MLMG: Initial residual (resid0) = 0.0007812475946 MLMG: Final Iter. 5 resid, resid/bnorm = 6.91030882e-11, 8.845222524e-08 MLMG: Timers: Solve = 0.001586324 Iter = 0.00141832 Bottom = 0.000154523 Time in solve 0.002048474 Max/L2 norm of divergence after solve at level 1 : 2.451865499e-05 0.001519361948 and volume-weighted sum 94151.41635 Time integration of scalars at level 1 from 368 to 370 with dt = 2 using RHS created at 370 Done with advance_dycore at level 1 [Level 1 step 185] Advanced 3840 cells Coarse STEP 185 ends. TIME = 370 DT = 2 Timestep time = 0.027253056 seconds. Coarse STEP 186 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.377897898 (terrain aware) 1.377897898 (terrain unaware) Anelastic dt at level 0 would be: 6.358619004 (terrain aware) 6.358619004 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2693079425 (terrain aware) 0.2693079425 (terrain unaware) Anelastic dt at level 1 would be: 3.274908799 (terrain aware) 3.274908799 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 186] ADVANCE from elapsed time = 370 to 372 with dt = 2 Making slow rhs at time 370 for fast variables advancing from 370 to 370.6666666667 Fast time integration at level 0 from 370 to 370.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 370 to 370.6666666667 with dt = 0.6666666666667 using RHS created at 370 Making slow rhs at time 370.6666666667 for fast variables advancing from 370 to 371 Fast time integration at level 0 from 370 to 370.5 with dt = 0.5 Fast time integration at level 0 from 370.5 to 371 with dt = 0.5 Time integration of scalars at level 0 from 370 to 371 with dt = 1 using RHS created at 370.6666666667 Making slow rhs at time 371 for fast variables advancing from 370 to 372 Fast time integration at level 0 from 370 to 370.5 with dt = 0.5 Fast time integration at level 0 from 370.5 to 371 with dt = 0.5 Fast time integration at level 0 from 371 to 371.5 with dt = 0.5 Fast time integration at level 0 from 371.5 to 372 with dt = 0.5 Time integration of scalars at level 0 from 370 to 372 with dt = 2 using RHS created at 371 Done with advance_dycore at level 0 [Level 0 step 186] Advanced 4096 cells [Level 1 step 186] ADVANCE from elapsed time = 370 to 372 with dt = 2 Making slow rhs at time 370 for fast variables advancing from 370 to 372 No-substepping time integration at level 1 to 372 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007714259574 0.004520291931 and volume-weighted sum 119417.8366 Subtracting 3.109839494e-05 from rhs in subdomain 0 Sum after subtraction 1.82145965e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007403275625 MLMG: Initial residual (resid0) = 0.0007403275625 MLMG: Final Iter. 6 resid, resid/bnorm = 1.667592035e-11, 2.252505674e-08 MLMG: Timers: Solve = 0.00182826 Iter = 0.001666521 Bottom = 0.0001809 Time in solve 0.002312997 Max/L2 norm of divergence after solve at level 1 : 3.109840602e-05 0.001927097051 and volume-weighted sum 119417.8366 Time integration of scalars at level 1 from 370 to 372 with dt = 2 using RHS created at 370 Making slow rhs at time 372 for fast variables advancing from 370 to 372 No-substepping time integration at level 1 to 372 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007802099587 0.004222494183 and volume-weighted sum 119417.8366 Subtracting 3.109839494e-05 from rhs in subdomain 0 Sum after subtraction 7.437626903e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007491115638 MLMG: Initial residual (resid0) = 0.0007491115638 MLMG: Final Iter. 5 resid, resid/bnorm = 6.906640412e-11, 9.21977546e-08 MLMG: Timers: Solve = 0.001605802 Iter = 0.001435519 Bottom = 0.000162054 Time in solve 0.002059029 Max/L2 norm of divergence after solve at level 1 : 3.109844778e-05 0.001927097051 and volume-weighted sum 119417.8366 Time integration of scalars at level 1 from 370 to 372 with dt = 2 using RHS created at 372 Done with advance_dycore at level 1 [Level 1 step 186] Advanced 3840 cells Coarse STEP 186 ends. TIME = 372 DT = 2 Timestep time = 0.027282005 seconds. Coarse STEP 187 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.380713518 (terrain aware) 1.380713518 (terrain unaware) Anelastic dt at level 0 would be: 6.449489732 (terrain aware) 6.449489732 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2694744316 (terrain aware) 0.2694744316 (terrain unaware) Anelastic dt at level 1 would be: 3.303060672 (terrain aware) 3.303060672 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 187] ADVANCE from elapsed time = 372 to 374 with dt = 2 Making slow rhs at time 372 for fast variables advancing from 372 to 372.6666666667 Fast time integration at level 0 from 372 to 372.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 372 to 372.6666666667 with dt = 0.6666666666667 using RHS created at 372 Making slow rhs at time 372.6666666667 for fast variables advancing from 372 to 373 Fast time integration at level 0 from 372 to 372.5 with dt = 0.5 Fast time integration at level 0 from 372.5 to 373 with dt = 0.5 Time integration of scalars at level 0 from 372 to 373 with dt = 1 using RHS created at 372.6666666667 Making slow rhs at time 373 for fast variables advancing from 372 to 374 Fast time integration at level 0 from 372 to 372.5 with dt = 0.5 Fast time integration at level 0 from 372.5 to 373 with dt = 0.5 Fast time integration at level 0 from 373 to 373.5 with dt = 0.5 Fast time integration at level 0 from 373.5 to 374 with dt = 0.5 Time integration of scalars at level 0 from 372 to 374 with dt = 2 using RHS created at 373 Done with advance_dycore at level 0 [Level 0 step 187] Advanced 4096 cells [Level 1 step 187] ADVANCE from elapsed time = 372 to 374 with dt = 2 Making slow rhs at time 372 for fast variables advancing from 372 to 374 No-substepping time integration at level 1 to 374 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007556039879 0.004661206431 and volume-weighted sum 129360.9096 Subtracting 3.368773687e-05 from rhs in subdomain 0 Sum after subtraction -3.252606517e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000721916251 MLMG: Initial residual (resid0) = 0.000721916251 MLMG: Final Iter. 6 resid, resid/bnorm = 1.814433546e-11, 2.513357392e-08 MLMG: Timers: Solve = 0.002137803 Iter = 0.001970663 Bottom = 0.000178578 Time in solve 0.002596526 Max/L2 norm of divergence after solve at level 1 : 3.368775314e-05 0.002087552702 and volume-weighted sum 129360.9096 Time integration of scalars at level 1 from 372 to 374 with dt = 2 using RHS created at 372 Making slow rhs at time 374 for fast variables advancing from 372 to 374 No-substepping time integration at level 1 to 374 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007943919747 0.00427054364 and volume-weighted sum 129360.9096 Subtracting 3.368773687e-05 from rhs in subdomain 0 Sum after subtraction -1.717376241e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007607042378 MLMG: Initial residual (resid0) = 0.0007607042378 MLMG: Final Iter. 5 resid, resid/bnorm = 6.831881487e-11, 8.980995697e-08 MLMG: Timers: Solve = 0.001571126 Iter = 0.001404798 Bottom = 0.000160712 Time in solve 0.002046082 Max/L2 norm of divergence after solve at level 1 : 3.368779394e-05 0.002087552702 and volume-weighted sum 129360.9096 Time integration of scalars at level 1 from 372 to 374 with dt = 2 using RHS created at 374 Done with advance_dycore at level 1 [Level 1 step 187] Advanced 3840 cells Coarse STEP 187 ends. TIME = 374 DT = 2 Timestep time = 0.026931678 seconds. Coarse STEP 188 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.380933739 (terrain aware) 1.380933739 (terrain unaware) Anelastic dt at level 0 would be: 6.444023358 (terrain aware) 6.444023358 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.269727114 (terrain aware) 0.269727114 (terrain unaware) Anelastic dt at level 1 would be: 3.316241474 (terrain aware) 3.316241474 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 188] ADVANCE from elapsed time = 374 to 376 with dt = 2 Making slow rhs at time 374 for fast variables advancing from 374 to 374.6666666667 Fast time integration at level 0 from 374 to 374.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 374 to 374.6666666667 with dt = 0.6666666666667 using RHS created at 374 Making slow rhs at time 374.6666666667 for fast variables advancing from 374 to 375 Fast time integration at level 0 from 374 to 374.5 with dt = 0.5 Fast time integration at level 0 from 374.5 to 375 with dt = 0.5 Time integration of scalars at level 0 from 374 to 375 with dt = 1 using RHS created at 374.6666666667 Making slow rhs at time 375 for fast variables advancing from 374 to 376 Fast time integration at level 0 from 374 to 374.5 with dt = 0.5 Fast time integration at level 0 from 374.5 to 375 with dt = 0.5 Fast time integration at level 0 from 375 to 375.5 with dt = 0.5 Fast time integration at level 0 from 375.5 to 376 with dt = 0.5 Time integration of scalars at level 0 from 374 to 376 with dt = 2 using RHS created at 375 Done with advance_dycore at level 0 [Level 0 step 188] Advanced 4096 cells [Level 1 step 188] ADVANCE from elapsed time = 374 to 376 with dt = 2 Making slow rhs at time 374 for fast variables advancing from 374 to 376 No-substepping time integration at level 1 to 376 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007626648813 0.00457708028 and volume-weighted sum 124123.4295 Subtracting 3.232380977e-05 from rhs in subdomain 0 Sum after subtraction 9.497611031e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007303410715 MLMG: Initial residual (resid0) = 0.0007303410715 MLMG: Final Iter. 6 resid, resid/bnorm = 1.67693829e-11, 2.296102951e-08 MLMG: Timers: Solve = 0.001826116 Iter = 0.001660761 Bottom = 0.000182637 Time in solve 0.002295044 Max/L2 norm of divergence after solve at level 1 : 3.232382654e-05 0.002003033231 and volume-weighted sum 124123.4295 Time integration of scalars at level 1 from 374 to 376 with dt = 2 using RHS created at 374 Making slow rhs at time 376 for fast variables advancing from 374 to 376 No-substepping time integration at level 1 to 376 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007697599257 0.004201337814 and volume-weighted sum 124123.4295 Subtracting 3.232380977e-05 from rhs in subdomain 0 Sum after subtraction 1.082033768e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007374361159 MLMG: Initial residual (resid0) = 0.0007374361159 MLMG: Final Iter. 5 resid, resid/bnorm = 6.688420999e-11, 9.069831073e-08 MLMG: Timers: Solve = 0.0015821 Iter = 0.001412629 Bottom = 0.00015686 Time in solve 0.002042122 Max/L2 norm of divergence after solve at level 1 : 3.232386833e-05 0.002003033231 and volume-weighted sum 124123.4295 Time integration of scalars at level 1 from 374 to 376 with dt = 2 using RHS created at 376 Done with advance_dycore at level 1 [Level 1 step 188] Advanced 3840 cells Coarse STEP 188 ends. TIME = 376 DT = 2 Timestep time = 0.0272423 seconds. Coarse STEP 189 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.382770852 (terrain aware) 1.382770852 (terrain unaware) Anelastic dt at level 0 would be: 6.463665006 (terrain aware) 6.463665006 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2698883032 (terrain aware) 0.2698883032 (terrain unaware) Anelastic dt at level 1 would be: 3.344323217 (terrain aware) 3.344323217 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 189] ADVANCE from elapsed time = 376 to 378 with dt = 2 Making slow rhs at time 376 for fast variables advancing from 376 to 376.6666666667 Fast time integration at level 0 from 376 to 376.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 376 to 376.6666666667 with dt = 0.6666666666667 using RHS created at 376 Making slow rhs at time 376.6666666667 for fast variables advancing from 376 to 377 Fast time integration at level 0 from 376 to 376.5 with dt = 0.5 Fast time integration at level 0 from 376.5 to 377 with dt = 0.5 Time integration of scalars at level 0 from 376 to 377 with dt = 1 using RHS created at 376.6666666667 Making slow rhs at time 377 for fast variables advancing from 376 to 378 Fast time integration at level 0 from 376 to 376.5 with dt = 0.5 Fast time integration at level 0 from 376.5 to 377 with dt = 0.5 Fast time integration at level 0 from 377 to 377.5 with dt = 0.5 Fast time integration at level 0 from 377.5 to 378 with dt = 0.5 Time integration of scalars at level 0 from 376 to 378 with dt = 2 using RHS created at 377 Done with advance_dycore at level 0 [Level 0 step 189] Advanced 4096 cells [Level 1 step 189] ADVANCE from elapsed time = 376 to 378 with dt = 2 Making slow rhs at time 376 for fast variables advancing from 376 to 378 No-substepping time integration at level 1 to 378 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007208433429 0.004351564693 and volume-weighted sum 105618.7293 Subtracting 2.750487743e-05 from rhs in subdomain 0 Sum after subtraction -5.854691731e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006933384654 MLMG: Initial residual (resid0) = 0.0006933384654 MLMG: Final Iter. 6 resid, resid/bnorm = 1.536206985e-11, 2.215666751e-08 MLMG: Timers: Solve = 0.001834883 Iter = 0.00167179 Bottom = 0.000185126 Time in solve 0.00231002 Max/L2 norm of divergence after solve at level 1 : 2.750489279e-05 0.001704414916 and volume-weighted sum 105618.7293 Time integration of scalars at level 1 from 376 to 378 with dt = 2 using RHS created at 376 Making slow rhs at time 378 for fast variables advancing from 376 to 378 No-substepping time integration at level 1 to 378 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007644035094 0.004037646303 and volume-weighted sum 105618.7293 Subtracting 2.750487743e-05 from rhs in subdomain 0 Sum after subtraction 3.469446952e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000736898632 MLMG: Initial residual (resid0) = 0.000736898632 MLMG: Final Iter. 5 resid, resid/bnorm = 6.514199614e-11, 8.840021315e-08 MLMG: Timers: Solve = 0.001575666 Iter = 0.001412567 Bottom = 0.000156065 Time in solve 0.002049079 Max/L2 norm of divergence after solve at level 1 : 2.750493481e-05 0.001704414916 and volume-weighted sum 105618.7293 Time integration of scalars at level 1 from 376 to 378 with dt = 2 using RHS created at 378 Done with advance_dycore at level 1 [Level 1 step 189] Advanced 3840 cells Coarse STEP 189 ends. TIME = 378 DT = 2 Timestep time = 0.026906791 seconds. Coarse STEP 190 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.386099549 (terrain aware) 1.386099549 (terrain unaware) Anelastic dt at level 0 would be: 6.521521901 (terrain aware) 6.521521901 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2701384398 (terrain aware) 0.2701384398 (terrain unaware) Anelastic dt at level 1 would be: 3.357615454 (terrain aware) 3.357615454 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 190] ADVANCE from elapsed time = 378 to 380 with dt = 2 Making slow rhs at time 378 for fast variables advancing from 378 to 378.6666666667 Fast time integration at level 0 from 378 to 378.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 378 to 378.6666666667 with dt = 0.6666666666667 using RHS created at 378 Making slow rhs at time 378.6666666667 for fast variables advancing from 378 to 379 Fast time integration at level 0 from 378 to 378.5 with dt = 0.5 Fast time integration at level 0 from 378.5 to 379 with dt = 0.5 Time integration of scalars at level 0 from 378 to 379 with dt = 1 using RHS created at 378.6666666667 Making slow rhs at time 379 for fast variables advancing from 378 to 380 Fast time integration at level 0 from 378 to 378.5 with dt = 0.5 Fast time integration at level 0 from 378.5 to 379 with dt = 0.5 Fast time integration at level 0 from 379 to 379.5 with dt = 0.5 Fast time integration at level 0 from 379.5 to 380 with dt = 0.5 Time integration of scalars at level 0 from 378 to 380 with dt = 2 using RHS created at 379 Done with advance_dycore at level 0 [Level 0 step 190] Advanced 4096 cells [Level 1 step 190] ADVANCE from elapsed time = 378 to 380 with dt = 2 Making slow rhs at time 378 for fast variables advancing from 378 to 380 No-substepping time integration at level 1 to 380 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007433014807 0.004091985141 and volume-weighted sum 76182.61911 Subtracting 1.983922373e-05 from rhs in subdomain 0 Sum after subtraction 6.22332047e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000723462257 MLMG: Initial residual (resid0) = 0.000723462257 MLMG: Final Iter. 6 resid, resid/bnorm = 1.607985297e-11, 2.222624997e-08 MLMG: Timers: Solve = 0.001828122 Iter = 0.001665003 Bottom = 0.00017881 Time in solve 0.002284158 Max/L2 norm of divergence after solve at level 1 : 1.983923981e-05 0.00122939173 and volume-weighted sum 76182.61911 Time integration of scalars at level 1 from 378 to 380 with dt = 2 using RHS created at 378 Making slow rhs at time 380 for fast variables advancing from 378 to 380 No-substepping time integration at level 1 to 380 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000749087914 0.003830140921 and volume-weighted sum 76182.61911 Subtracting 1.983922373e-05 from rhs in subdomain 0 Sum after subtraction 1.88651178e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007292486903 MLMG: Initial residual (resid0) = 0.0007292486903 MLMG: Final Iter. 5 resid, resid/bnorm = 6.415605526e-11, 8.797555089e-08 MLMG: Timers: Solve = 0.001577535 Iter = 0.001409023 Bottom = 0.000156917 Time in solve 0.002042081 Max/L2 norm of divergence after solve at level 1 : 1.98392776e-05 0.00122939173 and volume-weighted sum 76182.61911 Time integration of scalars at level 1 from 378 to 380 with dt = 2 using RHS created at 380 Done with advance_dycore at level 1 [Level 1 step 190] Advanced 3840 cells Coarse STEP 190 ends. TIME = 380 DT = 2 Timestep time = 0.026915864 seconds. Coarse STEP 191 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.389322145 (terrain aware) 1.389322145 (terrain unaware) Anelastic dt at level 0 would be: 6.614634558 (terrain aware) 6.614634558 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.270060395 (terrain aware) 0.270060395 (terrain unaware) Anelastic dt at level 1 would be: 3.385150412 (terrain aware) 3.385150412 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 191] ADVANCE from elapsed time = 380 to 382 with dt = 2 Making slow rhs at time 380 for fast variables advancing from 380 to 380.6666666667 Fast time integration at level 0 from 380 to 380.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 380 to 380.6666666667 with dt = 0.6666666666667 using RHS created at 380 Making slow rhs at time 380.6666666667 for fast variables advancing from 380 to 381 Fast time integration at level 0 from 380 to 380.5 with dt = 0.5 Fast time integration at level 0 from 380.5 to 381 with dt = 0.5 Time integration of scalars at level 0 from 380 to 381 with dt = 1 using RHS created at 380.6666666667 Making slow rhs at time 381 for fast variables advancing from 380 to 382 Fast time integration at level 0 from 380 to 380.5 with dt = 0.5 Fast time integration at level 0 from 380.5 to 381 with dt = 0.5 Fast time integration at level 0 from 381 to 381.5 with dt = 0.5 Fast time integration at level 0 from 381.5 to 382 with dt = 0.5 Time integration of scalars at level 0 from 380 to 382 with dt = 2 using RHS created at 381 Done with advance_dycore at level 0 [Level 0 step 191] Advanced 4096 cells [Level 1 step 191] ADVANCE from elapsed time = 380 to 382 with dt = 2 Making slow rhs at time 380 for fast variables advancing from 380 to 382 No-substepping time integration at level 1 to 382 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006839544495 0.003860301973 and volume-weighted sum 38722.1681 Subtracting 1.008389794e-05 from rhs in subdomain 0 Sum after subtraction -1.613292833e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006738705515 MLMG: Initial residual (resid0) = 0.0006738705515 MLMG: Final Iter. 6 resid, resid/bnorm = 1.558679333e-11, 2.313024852e-08 MLMG: Timers: Solve = 0.001841952 Iter = 0.001669399 Bottom = 0.000177664 Time in solve 0.002302135 Max/L2 norm of divergence after solve at level 1 : 1.008391353e-05 0.0006248763008 and volume-weighted sum 38722.1681 Time integration of scalars at level 1 from 380 to 382 with dt = 2 using RHS created at 380 Making slow rhs at time 382 for fast variables advancing from 380 to 382 No-substepping time integration at level 1 to 382 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007200098355 0.003648767685 and volume-weighted sum 38722.1681 Subtracting 1.008389794e-05 from rhs in subdomain 0 Sum after subtraction -2.226951262e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007099259375 MLMG: Initial residual (resid0) = 0.0007099259375 MLMG: Final Iter. 5 resid, resid/bnorm = 6.320727729e-11, 8.903362161e-08 MLMG: Timers: Solve = 0.001704976 Iter = 0.001424165 Bottom = 0.000156243 Time in solve 0.002194966 Max/L2 norm of divergence after solve at level 1 : 1.008394634e-05 0.0006248763008 and volume-weighted sum 38722.1681 Time integration of scalars at level 1 from 380 to 382 with dt = 2 using RHS created at 382 Done with advance_dycore at level 1 [Level 1 step 191] Advanced 3840 cells Coarse STEP 191 ends. TIME = 382 DT = 2 Timestep time = 0.027878576 seconds. Coarse STEP 192 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.389365525 (terrain aware) 1.389365525 (terrain unaware) Anelastic dt at level 0 would be: 6.617075096 (terrain aware) 6.617075096 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2699598934 (terrain aware) 0.2699598934 (terrain unaware) Anelastic dt at level 1 would be: 3.383505497 (terrain aware) 3.383505497 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 192] ADVANCE from elapsed time = 382 to 384 with dt = 2 Making slow rhs at time 382 for fast variables advancing from 382 to 382.6666666667 Fast time integration at level 0 from 382 to 382.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 382 to 382.6666666667 with dt = 0.6666666666667 using RHS created at 382 Making slow rhs at time 382.6666666667 for fast variables advancing from 382 to 383 Fast time integration at level 0 from 382 to 382.5 with dt = 0.5 Fast time integration at level 0 from 382.5 to 383 with dt = 0.5 Time integration of scalars at level 0 from 382 to 383 with dt = 1 using RHS created at 382.6666666667 Making slow rhs at time 383 for fast variables advancing from 382 to 384 Fast time integration at level 0 from 382 to 382.5 with dt = 0.5 Fast time integration at level 0 from 382.5 to 383 with dt = 0.5 Fast time integration at level 0 from 383 to 383.5 with dt = 0.5 Fast time integration at level 0 from 383.5 to 384 with dt = 0.5 Time integration of scalars at level 0 from 382 to 384 with dt = 2 using RHS created at 383 Done with advance_dycore at level 0 [Level 0 step 192] Advanced 4096 cells [Level 1 step 192] ADVANCE from elapsed time = 382 to 384 with dt = 2 Making slow rhs at time 382 for fast variables advancing from 382 to 384 No-substepping time integration at level 1 to 384 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007127379781 0.003705648695 and volume-weighted sum -2412.637415 Subtracting -6.282909936e-07 from rhs in subdomain 0 Sum after subtraction -1.515714637e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007133662691 MLMG: Initial residual (resid0) = 0.0007133662691 MLMG: Final Iter. 6 resid, resid/bnorm = 1.019626097e-11, 1.429316385e-08 MLMG: Timers: Solve = 0.001833435 Iter = 0.001671024 Bottom = 0.000182728 Time in solve 0.00230548 Max/L2 norm of divergence after solve at level 1 : 6.282981408e-07 3.893376888e-05 and volume-weighted sum -2412.637415 Time integration of scalars at level 1 from 382 to 384 with dt = 2 using RHS created at 382 Making slow rhs at time 384 for fast variables advancing from 382 to 384 No-substepping time integration at level 1 to 384 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007270262656 0.003563300336 and volume-weighted sum -2412.637415 Subtracting -6.282909936e-07 from rhs in subdomain 0 Sum after subtraction -7.155734338e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007276545565 MLMG: Initial residual (resid0) = 0.0007276545565 MLMG: Final Iter. 5 resid, resid/bnorm = 6.230896449e-11, 8.562986919e-08 MLMG: Timers: Solve = 0.001624862 Iter = 0.001458208 Bottom = 0.000163928 Time in solve 0.002100143 Max/L2 norm of divergence after solve at level 1 : 6.283533026e-07 3.893376888e-05 and volume-weighted sum -2412.637415 Time integration of scalars at level 1 from 382 to 384 with dt = 2 using RHS created at 384 Done with advance_dycore at level 1 [Level 1 step 192] Advanced 3840 cells Coarse STEP 192 ends. TIME = 384 DT = 2 Timestep time = 0.026735243 seconds. Coarse STEP 193 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.390951143 (terrain aware) 1.390951143 (terrain unaware) Anelastic dt at level 0 would be: 6.632251982 (terrain aware) 6.632251982 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2698575295 (terrain aware) 0.2698575295 (terrain unaware) Anelastic dt at level 1 would be: 3.374303378 (terrain aware) 3.374303378 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 193] ADVANCE from elapsed time = 384 to 386 with dt = 2 Making slow rhs at time 384 for fast variables advancing from 384 to 384.6666666667 Fast time integration at level 0 from 384 to 384.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 384 to 384.6666666667 with dt = 0.6666666666667 using RHS created at 384 Making slow rhs at time 384.6666666667 for fast variables advancing from 384 to 385 Fast time integration at level 0 from 384 to 384.5 with dt = 0.5 Fast time integration at level 0 from 384.5 to 385 with dt = 0.5 Time integration of scalars at level 0 from 384 to 385 with dt = 1 using RHS created at 384.6666666667 Making slow rhs at time 385 for fast variables advancing from 384 to 386 Fast time integration at level 0 from 384 to 384.5 with dt = 0.5 Fast time integration at level 0 from 384.5 to 385 with dt = 0.5 Fast time integration at level 0 from 385 to 385.5 with dt = 0.5 Fast time integration at level 0 from 385.5 to 386 with dt = 0.5 Time integration of scalars at level 0 from 384 to 386 with dt = 2 using RHS created at 385 Done with advance_dycore at level 0 [Level 0 step 193] Advanced 4096 cells [Level 1 step 193] ADVANCE from elapsed time = 384 to 386 with dt = 2 Making slow rhs at time 384 for fast variables advancing from 384 to 386 No-substepping time integration at level 1 to 386 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006642072343 0.003703780617 and volume-weighted sum -41247.37009 Subtracting -1.074150263e-05 from rhs in subdomain 0 Sum after subtraction -1.693523793e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006749487369 MLMG: Initial residual (resid0) = 0.0006749487369 MLMG: Final Iter. 5 resid, resid/bnorm = 8.003508915e-11, 1.18579508e-07 MLMG: Timers: Solve = 0.001564027 Iter = 0.001401324 Bottom = 0.000157761 Time in solve 0.002039136 Max/L2 norm of divergence after solve at level 1 : 1.074157734e-05 0.0006656265726 and volume-weighted sum -41247.37009 Time integration of scalars at level 1 from 384 to 386 with dt = 2 using RHS created at 384 Making slow rhs at time 386 for fast variables advancing from 384 to 386 No-substepping time integration at level 1 to 386 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006795884874 0.003594223976 and volume-weighted sum -41247.37009 Subtracting -1.074150263e-05 from rhs in subdomain 0 Sum after subtraction -1.084202172e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006903299901 MLMG: Initial residual (resid0) = 0.0006903299901 MLMG: Final Iter. 5 resid, resid/bnorm = 6.230252208e-11, 9.025034835e-08 MLMG: Timers: Solve = 0.001612502 Iter = 0.001439016 Bottom = 0.000161388 Time in solve 0.00206982 Max/L2 norm of divergence after solve at level 1 : 1.074156493e-05 0.0006656265726 and volume-weighted sum -41247.37009 Time integration of scalars at level 1 from 384 to 386 with dt = 2 using RHS created at 386 Done with advance_dycore at level 1 [Level 1 step 193] Advanced 3840 cells Coarse STEP 193 ends. TIME = 386 DT = 2 Timestep time = 0.02691141 seconds. Coarse STEP 194 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.393942765 (terrain aware) 1.393942765 (terrain unaware) Anelastic dt at level 0 would be: 6.685384766 (terrain aware) 6.685384766 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2697529001 (terrain aware) 0.2697529001 (terrain unaware) Anelastic dt at level 1 would be: 3.365189601 (terrain aware) 3.365189601 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 194] ADVANCE from elapsed time = 386 to 388 with dt = 2 Making slow rhs at time 386 for fast variables advancing from 386 to 386.6666666667 Fast time integration at level 0 from 386 to 386.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 386 to 386.6666666667 with dt = 0.6666666666667 using RHS created at 386 Making slow rhs at time 386.6666666667 for fast variables advancing from 386 to 387 Fast time integration at level 0 from 386 to 386.5 with dt = 0.5 Fast time integration at level 0 from 386.5 to 387 with dt = 0.5 Time integration of scalars at level 0 from 386 to 387 with dt = 1 using RHS created at 386.6666666667 Making slow rhs at time 387 for fast variables advancing from 386 to 388 Fast time integration at level 0 from 386 to 386.5 with dt = 0.5 Fast time integration at level 0 from 386.5 to 387 with dt = 0.5 Fast time integration at level 0 from 387 to 387.5 with dt = 0.5 Fast time integration at level 0 from 387.5 to 388 with dt = 0.5 Time integration of scalars at level 0 from 386 to 388 with dt = 2 using RHS created at 387 Done with advance_dycore at level 0 [Level 0 step 194] Advanced 4096 cells [Level 1 step 194] ADVANCE from elapsed time = 386 to 388 with dt = 2 Making slow rhs at time 386 for fast variables advancing from 386 to 388 No-substepping time integration at level 1 to 388 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006802539164 0.003872234249 and volume-weighted sum -71418.77588 Subtracting -1.859863955e-05 from rhs in subdomain 0 Sum after subtraction -9.974659987e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006988525559 MLMG: Initial residual (resid0) = 0.0006988525559 MLMG: Final Iter. 6 resid, resid/bnorm = 1.351205164e-11, 1.933462434e-08 MLMG: Timers: Solve = 0.001838052 Iter = 0.001664118 Bottom = 0.000179955 Time in solve 0.002297859 Max/L2 norm of divergence after solve at level 1 : 1.859865306e-05 0.00115251554 and volume-weighted sum -71418.77588 Time integration of scalars at level 1 from 386 to 388 with dt = 2 using RHS created at 386 Making slow rhs at time 388 for fast variables advancing from 386 to 388 No-substepping time integration at level 1 to 388 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007045279048 0.003687983564 and volume-weighted sum -71418.77588 Subtracting -1.859863955e-05 from rhs in subdomain 0 Sum after subtraction 1.387778781e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007231265443 MLMG: Initial residual (resid0) = 0.0007231265443 MLMG: Final Iter. 5 resid, resid/bnorm = 6.449857178e-11, 8.91940315e-08 MLMG: Timers: Solve = 0.001815595 Iter = 0.001649039 Bottom = 0.000159898 Time in solve 0.002283777 Max/L2 norm of divergence after solve at level 1 : 1.859870405e-05 0.00115251554 and volume-weighted sum -71418.77588 Time integration of scalars at level 1 from 386 to 388 with dt = 2 using RHS created at 388 Done with advance_dycore at level 1 [Level 1 step 194] Advanced 3840 cells Coarse STEP 194 ends. TIME = 388 DT = 2 Timestep time = 0.027060109 seconds. Coarse STEP 195 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.397761063 (terrain aware) 1.397761063 (terrain unaware) Anelastic dt at level 0 would be: 6.773062258 (terrain aware) 6.773062258 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2696461653 (terrain aware) 0.2696461653 (terrain unaware) Anelastic dt at level 1 would be: 3.356145396 (terrain aware) 3.356145396 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 195] ADVANCE from elapsed time = 388 to 390 with dt = 2 Making slow rhs at time 388 for fast variables advancing from 388 to 388.6666666667 Fast time integration at level 0 from 388 to 388.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 388 to 388.6666666667 with dt = 0.6666666666667 using RHS created at 388 Making slow rhs at time 388.6666666667 for fast variables advancing from 388 to 389 Fast time integration at level 0 from 388 to 388.5 with dt = 0.5 Fast time integration at level 0 from 388.5 to 389 with dt = 0.5 Time integration of scalars at level 0 from 388 to 389 with dt = 1 using RHS created at 388.6666666667 Making slow rhs at time 389 for fast variables advancing from 388 to 390 Fast time integration at level 0 from 388 to 388.5 with dt = 0.5 Fast time integration at level 0 from 388.5 to 389 with dt = 0.5 Fast time integration at level 0 from 389 to 389.5 with dt = 0.5 Fast time integration at level 0 from 389.5 to 390 with dt = 0.5 Time integration of scalars at level 0 from 388 to 390 with dt = 2 using RHS created at 389 Done with advance_dycore at level 0 [Level 0 step 195] Advanced 4096 cells [Level 1 step 195] ADVANCE from elapsed time = 388 to 390 with dt = 2 Making slow rhs at time 388 for fast variables advancing from 388 to 390 No-substepping time integration at level 1 to 390 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006471098098 0.004060306521 and volume-weighted sum -88511.10813 Subtracting -2.304976774e-05 from rhs in subdomain 0 Sum after subtraction 3.989863995e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006701595776 MLMG: Initial residual (resid0) = 0.0006701595776 MLMG: Final Iter. 6 resid, resid/bnorm = 2.213286513e-11, 3.302626101e-08 MLMG: Timers: Solve = 0.001830014 Iter = 0.001660443 Bottom = 0.00017404 Time in solve 0.002302788 Max/L2 norm of divergence after solve at level 1 : 2.304978987e-05 0.001428341866 and volume-weighted sum -88511.10813 Time integration of scalars at level 1 from 388 to 390 with dt = 2 using RHS created at 388 Making slow rhs at time 390 for fast variables advancing from 388 to 390 No-substepping time integration at level 1 to 390 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006576290446 0.003758052463 and volume-weighted sum -88511.10813 Subtracting -2.304976774e-05 from rhs in subdomain 0 Sum after subtraction 2.385244779e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006806788123 MLMG: Initial residual (resid0) = 0.0006806788123 MLMG: Final Iter. 5 resid, resid/bnorm = 6.637329073e-11, 9.751044036e-08 MLMG: Timers: Solve = 0.001580028 Iter = 0.001410299 Bottom = 0.00015503 Time in solve 0.002039056 Max/L2 norm of divergence after solve at level 1 : 2.304983411e-05 0.001428341866 and volume-weighted sum -88511.10813 Time integration of scalars at level 1 from 388 to 390 with dt = 2 using RHS created at 390 Done with advance_dycore at level 1 [Level 1 step 195] Advanced 3840 cells Coarse STEP 195 ends. TIME = 390 DT = 2 Timestep time = 0.026971265 seconds. Coarse STEP 196 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.397255215 (terrain aware) 1.397255215 (terrain unaware) Anelastic dt at level 0 would be: 6.788814376 (terrain aware) 6.788814376 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2695383053 (terrain aware) 0.2695383053 (terrain unaware) Anelastic dt at level 1 would be: 3.346663934 (terrain aware) 3.346663934 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 196] ADVANCE from elapsed time = 390 to 392 with dt = 2 Making slow rhs at time 390 for fast variables advancing from 390 to 390.6666666667 Fast time integration at level 0 from 390 to 390.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 390 to 390.6666666667 with dt = 0.6666666666667 using RHS created at 390 Making slow rhs at time 390.6666666667 for fast variables advancing from 390 to 391 Fast time integration at level 0 from 390 to 390.5 with dt = 0.5 Fast time integration at level 0 from 390.5 to 391 with dt = 0.5 Time integration of scalars at level 0 from 390 to 391 with dt = 1 using RHS created at 390.6666666667 Making slow rhs at time 391 for fast variables advancing from 390 to 392 Fast time integration at level 0 from 390 to 390.5 with dt = 0.5 Fast time integration at level 0 from 390.5 to 391 with dt = 0.5 Fast time integration at level 0 from 391 to 391.5 with dt = 0.5 Fast time integration at level 0 from 391.5 to 392 with dt = 0.5 Time integration of scalars at level 0 from 390 to 392 with dt = 2 using RHS created at 391 Done with advance_dycore at level 0 [Level 0 step 196] Advanced 4096 cells [Level 1 step 196] ADVANCE from elapsed time = 390 to 392 with dt = 2 Making slow rhs at time 390 for fast variables advancing from 390 to 392 No-substepping time integration at level 1 to 392 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006585608814 0.004074281973 and volume-weighted sum -92004.34186 Subtracting -2.395946403e-05 from rhs in subdomain 0 Sum after subtraction 1.778091563e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006825203454 MLMG: Initial residual (resid0) = 0.0006825203454 MLMG: Final Iter. 6 resid, resid/bnorm = 2.202582506e-11, 3.227130914e-08 MLMG: Timers: Solve = 0.001825387 Iter = 0.001663012 Bottom = 0.000177978 Time in solve 0.002296312 Max/L2 norm of divergence after solve at level 1 : 2.395948605e-05 0.001484713682 and volume-weighted sum -92004.34186 Time integration of scalars at level 1 from 390 to 392 with dt = 2 using RHS created at 390 Making slow rhs at time 392 for fast variables advancing from 390 to 392 No-substepping time integration at level 1 to 392 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006905180775 0.003756332648 and volume-weighted sum -92004.34186 Subtracting -2.395946403e-05 from rhs in subdomain 0 Sum after subtraction 5.941427905e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007144775416 MLMG: Initial residual (resid0) = 0.0007144775416 MLMG: Final Iter. 5 resid, resid/bnorm = 6.763020877e-11, 9.46568714e-08 MLMG: Timers: Solve = 0.001580343 Iter = 0.001410384 Bottom = 0.000152248 Time in solve 0.002068641 Max/L2 norm of divergence after solve at level 1 : 2.395953166e-05 0.001484713682 and volume-weighted sum -92004.34186 Time integration of scalars at level 1 from 390 to 392 with dt = 2 using RHS created at 392 Done with advance_dycore at level 1 [Level 1 step 196] Advanced 3840 cells Coarse STEP 196 ends. TIME = 392 DT = 2 Timestep time = 0.02716944 seconds. Coarse STEP 197 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.398174917 (terrain aware) 1.398174917 (terrain unaware) Anelastic dt at level 0 would be: 6.789295825 (terrain aware) 6.789295825 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2694310007 (terrain aware) 0.2694310007 (terrain unaware) Anelastic dt at level 1 would be: 3.336512198 (terrain aware) 3.336512198 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 197] ADVANCE from elapsed time = 392 to 394 with dt = 2 Making slow rhs at time 392 for fast variables advancing from 392 to 392.6666666667 Fast time integration at level 0 from 392 to 392.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 392 to 392.6666666667 with dt = 0.6666666666667 using RHS created at 392 Making slow rhs at time 392.6666666667 for fast variables advancing from 392 to 393 Fast time integration at level 0 from 392 to 392.5 with dt = 0.5 Fast time integration at level 0 from 392.5 to 393 with dt = 0.5 Time integration of scalars at level 0 from 392 to 393 with dt = 1 using RHS created at 392.6666666667 Making slow rhs at time 393 for fast variables advancing from 392 to 394 Fast time integration at level 0 from 392 to 392.5 with dt = 0.5 Fast time integration at level 0 from 392.5 to 393 with dt = 0.5 Fast time integration at level 0 from 393 to 393.5 with dt = 0.5 Fast time integration at level 0 from 393.5 to 394 with dt = 0.5 Time integration of scalars at level 0 from 392 to 394 with dt = 2 using RHS created at 393 Done with advance_dycore at level 0 [Level 0 step 197] Advanced 4096 cells [Level 1 step 197] ADVANCE from elapsed time = 392 to 394 with dt = 2 Making slow rhs at time 392 for fast variables advancing from 392 to 394 No-substepping time integration at level 1 to 394 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006406975998 0.003910046298 and volume-weighted sum -85218.90713 Subtracting -2.219242373e-05 from rhs in subdomain 0 Sum after subtraction -9.194034423e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006628900235 MLMG: Initial residual (resid0) = 0.0006628900235 MLMG: Final Iter. 6 resid, resid/bnorm = 1.45572306e-11, 2.196024995e-08 MLMG: Timers: Solve = 0.001832682 Iter = 0.001671896 Bottom = 0.000182048 Time in solve 0.002291967 Max/L2 norm of divergence after solve at level 1 : 2.219243829e-05 0.0013752142 and volume-weighted sum -85218.90713 Time integration of scalars at level 1 from 392 to 394 with dt = 2 using RHS created at 392 Making slow rhs at time 394 for fast variables advancing from 392 to 394 No-substepping time integration at level 1 to 394 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006573920941 0.003691863656 and volume-weighted sum -85218.90713 Subtracting -2.219242373e-05 from rhs in subdomain 0 Sum after subtraction -3.07913417e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006795845178 MLMG: Initial residual (resid0) = 0.0006795845178 MLMG: Final Iter. 5 resid, resid/bnorm = 6.819028673e-11, 1.003411422e-07 MLMG: Timers: Solve = 0.001737822 Iter = 0.001448951 Bottom = 0.000153216 Time in solve 0.002228524 Max/L2 norm of divergence after solve at level 1 : 2.219249192e-05 0.0013752142 and volume-weighted sum -85218.90713 Time integration of scalars at level 1 from 392 to 394 with dt = 2 using RHS created at 394 Done with advance_dycore at level 1 [Level 1 step 197] Advanced 3840 cells Coarse STEP 197 ends. TIME = 394 DT = 2 Timestep time = 0.027430127 seconds. Coarse STEP 198 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.400450386 (terrain aware) 1.400450386 (terrain unaware) Anelastic dt at level 0 would be: 6.828043545 (terrain aware) 6.828043545 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.269326145 (terrain aware) 0.269326145 (terrain unaware) Anelastic dt at level 1 would be: 3.326591493 (terrain aware) 3.326591493 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 198] ADVANCE from elapsed time = 394 to 396 with dt = 2 Making slow rhs at time 394 for fast variables advancing from 394 to 394.6666666667 Fast time integration at level 0 from 394 to 394.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 394 to 394.6666666667 with dt = 0.6666666666667 using RHS created at 394 Making slow rhs at time 394.6666666667 for fast variables advancing from 394 to 395 Fast time integration at level 0 from 394 to 394.5 with dt = 0.5 Fast time integration at level 0 from 394.5 to 395 with dt = 0.5 Time integration of scalars at level 0 from 394 to 395 with dt = 1 using RHS created at 394.6666666667 Making slow rhs at time 395 for fast variables advancing from 394 to 396 Fast time integration at level 0 from 394 to 394.5 with dt = 0.5 Fast time integration at level 0 from 394.5 to 395 with dt = 0.5 Fast time integration at level 0 from 395 to 395.5 with dt = 0.5 Fast time integration at level 0 from 395.5 to 396 with dt = 0.5 Time integration of scalars at level 0 from 394 to 396 with dt = 2 using RHS created at 395 Done with advance_dycore at level 0 [Level 0 step 198] Advanced 4096 cells [Level 1 step 198] ADVANCE from elapsed time = 394 to 396 with dt = 2 Making slow rhs at time 394 for fast variables advancing from 394 to 396 No-substepping time integration at level 1 to 396 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006458059521 0.003728255707 and volume-weighted sum -72834.91078 Subtracting -1.896742468e-05 from rhs in subdomain 0 Sum after subtraction 3.209238431e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006647733767 MLMG: Initial residual (resid0) = 0.0006647733767 MLMG: Final Iter. 6 resid, resid/bnorm = 6.856047939e-12, 1.031336118e-08 MLMG: Timers: Solve = 0.001834154 Iter = 0.001665516 Bottom = 0.000179326 Time in solve 0.002296252 Max/L2 norm of divergence after solve at level 1 : 1.896743154e-05 0.001175368319 and volume-weighted sum -72834.91078 Time integration of scalars at level 1 from 394 to 396 with dt = 2 using RHS created at 394 Making slow rhs at time 396 for fast variables advancing from 394 to 396 No-substepping time integration at level 1 to 396 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006823005119 0.003600458724 and volume-weighted sum -72834.91078 Subtracting -1.896742468e-05 from rhs in subdomain 0 Sum after subtraction -4.033232082e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007012679366 MLMG: Initial residual (resid0) = 0.0007012679366 MLMG: Final Iter. 5 resid, resid/bnorm = 6.810450366e-11, 9.711623776e-08 MLMG: Timers: Solve = 0.001574024 Iter = 0.001408977 Bottom = 0.00015308 Time in solve 0.00204211 Max/L2 norm of divergence after solve at level 1 : 1.896749279e-05 0.001175368319 and volume-weighted sum -72834.91078 Time integration of scalars at level 1 from 394 to 396 with dt = 2 using RHS created at 396 Done with advance_dycore at level 1 [Level 1 step 198] Advanced 3840 cells Coarse STEP 198 ends. TIME = 396 DT = 2 Timestep time = 0.026906569 seconds. Coarse STEP 199 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.402959235 (terrain aware) 1.402959235 (terrain unaware) Anelastic dt at level 0 would be: 6.902861047 (terrain aware) 6.902861047 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2692150282 (terrain aware) 0.2692150282 (terrain unaware) Anelastic dt at level 1 would be: 3.317050002 (terrain aware) 3.317050002 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 199] ADVANCE from elapsed time = 396 to 398 with dt = 2 Making slow rhs at time 396 for fast variables advancing from 396 to 396.6666666667 Fast time integration at level 0 from 396 to 396.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 396 to 396.6666666667 with dt = 0.6666666666667 using RHS created at 396 Making slow rhs at time 396.6666666667 for fast variables advancing from 396 to 397 Fast time integration at level 0 from 396 to 396.5 with dt = 0.5 Fast time integration at level 0 from 396.5 to 397 with dt = 0.5 Time integration of scalars at level 0 from 396 to 397 with dt = 1 using RHS created at 396.6666666667 Making slow rhs at time 397 for fast variables advancing from 396 to 398 Fast time integration at level 0 from 396 to 396.5 with dt = 0.5 Fast time integration at level 0 from 396.5 to 397 with dt = 0.5 Fast time integration at level 0 from 397 to 397.5 with dt = 0.5 Fast time integration at level 0 from 397.5 to 398 with dt = 0.5 Time integration of scalars at level 0 from 396 to 398 with dt = 2 using RHS created at 397 Done with advance_dycore at level 0 [Level 0 step 199] Advanced 4096 cells [Level 1 step 199] ADVANCE from elapsed time = 396 to 398 with dt = 2 Making slow rhs at time 396 for fast variables advancing from 396 to 398 No-substepping time integration at level 1 to 398 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006344503215 0.003601989632 and volume-weighted sum -57786.20792 Subtracting -1.504849164e-05 from rhs in subdomain 0 Sum after subtraction -2.970713953e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006494988131 MLMG: Initial residual (resid0) = 0.0006494988131 MLMG: Final Iter. 5 resid, resid/bnorm = 9.014881618e-11, 1.387975072e-07 MLMG: Timers: Solve = 0.001580544 Iter = 0.001415677 Bottom = 0.000149119 Time in solve 0.002037339 Max/L2 norm of divergence after solve at level 1 : 1.504858179e-05 0.0009325209204 and volume-weighted sum -57786.20792 Time integration of scalars at level 1 from 396 to 398 with dt = 2 using RHS created at 396 Making slow rhs at time 398 for fast variables advancing from 396 to 398 No-substepping time integration at level 1 to 398 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006561827673 0.003506895211 and volume-weighted sum -57786.20792 Subtracting -1.504849164e-05 from rhs in subdomain 0 Sum after subtraction 2.033963276e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006712312589 MLMG: Initial residual (resid0) = 0.0006712312589 MLMG: Final Iter. 5 resid, resid/bnorm = 6.757432347e-11, 1.006721939e-07 MLMG: Timers: Solve = 0.001570544 Iter = 0.001403985 Bottom = 0.00015924 Time in solve 0.002040436 Max/L2 norm of divergence after solve at level 1 : 1.504855922e-05 0.0009325209204 and volume-weighted sum -57786.20792 Time integration of scalars at level 1 from 396 to 398 with dt = 2 using RHS created at 398 Done with advance_dycore at level 1 [Level 1 step 199] Advanced 3840 cells Coarse STEP 199 ends. TIME = 398 DT = 2 Timestep time = 0.026679395 seconds. Coarse STEP 200 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.40210661 (terrain aware) 1.40210661 (terrain unaware) Anelastic dt at level 0 would be: 6.94419706 (terrain aware) 6.94419706 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2691019366 (terrain aware) 0.2691019366 (terrain unaware) Anelastic dt at level 1 would be: 3.307984241 (terrain aware) 3.307984241 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 200] ADVANCE from elapsed time = 398 to 400 with dt = 2 Making slow rhs at time 398 for fast variables advancing from 398 to 398.6666666667 Fast time integration at level 0 from 398 to 398.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 398 to 398.6666666667 with dt = 0.6666666666667 using RHS created at 398 Making slow rhs at time 398.6666666667 for fast variables advancing from 398 to 399 Fast time integration at level 0 from 398 to 398.5 with dt = 0.5 Fast time integration at level 0 from 398.5 to 399 with dt = 0.5 Time integration of scalars at level 0 from 398 to 399 with dt = 1 using RHS created at 398.6666666667 Making slow rhs at time 399 for fast variables advancing from 398 to 400 Fast time integration at level 0 from 398 to 398.5 with dt = 0.5 Fast time integration at level 0 from 398.5 to 399 with dt = 0.5 Fast time integration at level 0 from 399 to 399.5 with dt = 0.5 Fast time integration at level 0 from 399.5 to 400 with dt = 0.5 Time integration of scalars at level 0 from 398 to 400 with dt = 2 using RHS created at 399 Done with advance_dycore at level 0 [Level 0 step 200] Advanced 4096 cells [Level 1 step 200] ADVANCE from elapsed time = 398 to 400 with dt = 2 Making slow rhs at time 398 for fast variables advancing from 398 to 400 No-substepping time integration at level 1 to 400 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006293458465 0.00350235321 and volume-weighted sum -39880.88805 Subtracting -1.038564793e-05 from rhs in subdomain 0 Sum after subtraction -3.07913417e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006397314945 MLMG: Initial residual (resid0) = 0.0006397314945 MLMG: Final Iter. 5 resid, resid/bnorm = 9.3570779e-11, 1.462657065e-07 MLMG: Timers: Solve = 0.001583101 Iter = 0.001419187 Bottom = 0.000150779 Time in solve 0.002058579 Max/L2 norm of divergence after solve at level 1 : 1.038573147e-05 0.0006435750636 and volume-weighted sum -39880.88805 Time integration of scalars at level 1 from 398 to 400 with dt = 2 using RHS created at 398 Making slow rhs at time 400 for fast variables advancing from 398 to 400 No-substepping time integration at level 1 to 400 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006716415366 0.003419650822 and volume-weighted sum -39880.88805 Subtracting -1.038564793e-05 from rhs in subdomain 0 Sum after subtraction 3.556183126e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006820271846 MLMG: Initial residual (resid0) = 0.0006820271846 MLMG: Final Iter. 5 resid, resid/bnorm = 6.667985194e-11, 9.77671469e-08 MLMG: Timers: Solve = 0.001575471 Iter = 0.001406571 Bottom = 0.000154635 Time in solve 0.002035416 Max/L2 norm of divergence after solve at level 1 : 1.038571461e-05 0.0006435750636 and volume-weighted sum -39880.88805 Time integration of scalars at level 1 from 398 to 400 with dt = 2 using RHS created at 400 Done with advance_dycore at level 1 [Level 1 step 200] Advanced 3840 cells Coarse STEP 200 ends. TIME = 400 DT = 2 Timestep time = 0.026713616 seconds. 3DPlotfile write time = 0.007033257 seconds. Coarse STEP 201 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.40128224 (terrain aware) 1.40128224 (terrain unaware) Anelastic dt at level 0 would be: 6.92936992 (terrain aware) 6.92936992 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2689874403 (terrain aware) 0.2689874403 (terrain unaware) Anelastic dt at level 1 would be: 3.2971201 (terrain aware) 3.2971201 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 201] ADVANCE from elapsed time = 400 to 402 with dt = 2 Making slow rhs at time 400 for fast variables advancing from 400 to 400.6666666667 Fast time integration at level 0 from 400 to 400.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 400 to 400.6666666667 with dt = 0.6666666666667 using RHS created at 400 Making slow rhs at time 400.6666666667 for fast variables advancing from 400 to 401 Fast time integration at level 0 from 400 to 400.5 with dt = 0.5 Fast time integration at level 0 from 400.5 to 401 with dt = 0.5 Time integration of scalars at level 0 from 400 to 401 with dt = 1 using RHS created at 400.6666666667 Making slow rhs at time 401 for fast variables advancing from 400 to 402 Fast time integration at level 0 from 400 to 400.5 with dt = 0.5 Fast time integration at level 0 from 400.5 to 401 with dt = 0.5 Fast time integration at level 0 from 401 to 401.5 with dt = 0.5 Fast time integration at level 0 from 401.5 to 402 with dt = 0.5 Time integration of scalars at level 0 from 400 to 402 with dt = 2 using RHS created at 401 Done with advance_dycore at level 0 [Level 0 step 201] Advanced 4096 cells [Level 1 step 201] ADVANCE from elapsed time = 400 to 402 with dt = 2 Making slow rhs at time 400 for fast variables advancing from 400 to 402 No-substepping time integration at level 1 to 402 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006450157049 0.003452511275 and volume-weighted sum -17147.13655 Subtracting -4.465400143e-06 from rhs in subdomain 0 Sum after subtraction 6.982261991e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006494811051 MLMG: Initial residual (resid0) = 0.0006494811051 MLMG: Final Iter. 6 resid, resid/bnorm = 1.096191703e-11, 1.687796141e-08 MLMG: Timers: Solve = 0.001831804 Iter = 0.001666173 Bottom = 0.000178902 Time in solve 0.0023246 Max/L2 norm of divergence after solve at level 1 : 4.465411105e-06 0.0002767107262 and volume-weighted sum -17147.13655 Time integration of scalars at level 1 from 400 to 402 with dt = 2 using RHS created at 400 Making slow rhs at time 402 for fast variables advancing from 400 to 402 No-substepping time integration at level 1 to 402 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006560791123 0.003349644675 and volume-weighted sum -17147.13655 Subtracting -4.465400143e-06 from rhs in subdomain 0 Sum after subtraction 1.405126016e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006605445124 MLMG: Initial residual (resid0) = 0.0006605445124 MLMG: Final Iter. 5 resid, resid/bnorm = 6.538920963e-11, 9.899288905e-08 MLMG: Timers: Solve = 0.001583146 Iter = 0.001416812 Bottom = 0.000161052 Time in solve 0.002060143 Max/L2 norm of divergence after solve at level 1 : 4.465465533e-06 0.0002767107262 and volume-weighted sum -17147.13655 Time integration of scalars at level 1 from 400 to 402 with dt = 2 using RHS created at 402 Done with advance_dycore at level 1 [Level 1 step 201] Advanced 3840 cells Coarse STEP 201 ends. TIME = 402 DT = 2 Timestep time = 0.028176944 seconds. Coarse STEP 202 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.400505348 (terrain aware) 1.400505348 (terrain unaware) Anelastic dt at level 0 would be: 6.936515927 (terrain aware) 6.936515927 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2688695233 (terrain aware) 0.2688695233 (terrain unaware) Anelastic dt at level 1 would be: 3.285749257 (terrain aware) 3.285749257 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 202] ADVANCE from elapsed time = 402 to 404 with dt = 2 Making slow rhs at time 402 for fast variables advancing from 402 to 402.6666666667 Fast time integration at level 0 from 402 to 402.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 402 to 402.6666666667 with dt = 0.6666666666667 using RHS created at 402 Making slow rhs at time 402.6666666667 for fast variables advancing from 402 to 403 Fast time integration at level 0 from 402 to 402.5 with dt = 0.5 Fast time integration at level 0 from 402.5 to 403 with dt = 0.5 Time integration of scalars at level 0 from 402 to 403 with dt = 1 using RHS created at 402.6666666667 Making slow rhs at time 403 for fast variables advancing from 402 to 404 Fast time integration at level 0 from 402 to 402.5 with dt = 0.5 Fast time integration at level 0 from 402.5 to 403 with dt = 0.5 Fast time integration at level 0 from 403 to 403.5 with dt = 0.5 Fast time integration at level 0 from 403.5 to 404 with dt = 0.5 Time integration of scalars at level 0 from 402 to 404 with dt = 2 using RHS created at 403 Done with advance_dycore at level 0 [Level 0 step 202] Advanced 4096 cells [Level 1 step 202] ADVANCE from elapsed time = 402 to 404 with dt = 2 Making slow rhs at time 402 for fast variables advancing from 402 to 404 No-substepping time integration at level 1 to 404 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006260847606 0.00346148523 and volume-weighted sum 11367.33214 Subtracting 2.960242744e-06 from rhs in subdomain 0 Sum after subtraction -7.329206686e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006231245178 MLMG: Initial residual (resid0) = 0.0006231245178 MLMG: Final Iter. 6 resid, resid/bnorm = 1.708938013e-11, 2.742530528e-08 MLMG: Timers: Solve = 0.001838881 Iter = 0.001667375 Bottom = 0.000177448 Time in solve 0.00231395 Max/L2 norm of divergence after solve at level 1 : 2.960255727e-06 0.0001834395336 and volume-weighted sum 11367.33214 Time integration of scalars at level 1 from 402 to 404 with dt = 2 using RHS created at 402 Making slow rhs at time 404 for fast variables advancing from 402 to 404 No-substepping time integration at level 1 to 404 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006596190898 0.003323868209 and volume-weighted sum 11367.33214 Subtracting 2.960242744e-06 from rhs in subdomain 0 Sum after subtraction -1.222980051e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000656658847 MLMG: Initial residual (resid0) = 0.000656658847 MLMG: Final Iter. 5 resid, resid/bnorm = 6.460721563e-11, 9.838779439e-08 MLMG: Timers: Solve = 0.001575968 Iter = 0.001418736 Bottom = 0.000155344 Time in solve 0.002046219 Max/L2 norm of divergence after solve at level 1 : 2.960280152e-06 0.0001834395336 and volume-weighted sum 11367.33214 Time integration of scalars at level 1 from 402 to 404 with dt = 2 using RHS created at 404 Done with advance_dycore at level 1 [Level 1 step 202] Advanced 3840 cells Coarse STEP 202 ends. TIME = 404 DT = 2 Timestep time = 0.027217224 seconds. Coarse STEP 203 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.399786707 (terrain aware) 1.399786707 (terrain unaware) Anelastic dt at level 0 would be: 6.926792268 (terrain aware) 6.926792268 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2687545021 (terrain aware) 0.2687545021 (terrain unaware) Anelastic dt at level 1 would be: 3.2745215 (terrain aware) 3.2745215 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 203] ADVANCE from elapsed time = 404 to 406 with dt = 2 Making slow rhs at time 404 for fast variables advancing from 404 to 404.6666666667 Fast time integration at level 0 from 404 to 404.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 404 to 404.6666666667 with dt = 0.6666666666667 using RHS created at 404 Making slow rhs at time 404.6666666667 for fast variables advancing from 404 to 405 Fast time integration at level 0 from 404 to 404.5 with dt = 0.5 Fast time integration at level 0 from 404.5 to 405 with dt = 0.5 Time integration of scalars at level 0 from 404 to 405 with dt = 1 using RHS created at 404.6666666667 Making slow rhs at time 405 for fast variables advancing from 404 to 406 Fast time integration at level 0 from 404 to 404.5 with dt = 0.5 Fast time integration at level 0 from 404.5 to 405 with dt = 0.5 Fast time integration at level 0 from 405 to 405.5 with dt = 0.5 Fast time integration at level 0 from 405.5 to 406 with dt = 0.5 Time integration of scalars at level 0 from 404 to 406 with dt = 2 using RHS created at 405 Done with advance_dycore at level 0 [Level 0 step 203] Advanced 4096 cells [Level 1 step 203] ADVANCE from elapsed time = 404 to 406 with dt = 2 Making slow rhs at time 404 for fast variables advancing from 404 to 406 No-substepping time integration at level 1 to 406 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006622029958 0.003491760044 and volume-weighted sum 43411.62376 Subtracting 1.130511035e-05 from rhs in subdomain 0 Sum after subtraction 1.387778781e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006508978855 MLMG: Initial residual (resid0) = 0.0006508978855 MLMG: Final Iter. 6 resid, resid/bnorm = 1.641411517e-11, 2.521765016e-08 MLMG: Timers: Solve = 0.001819382 Iter = 0.001648624 Bottom = 0.000178142 Time in solve 0.002293026 Max/L2 norm of divergence after solve at level 1 : 1.130512242e-05 0.0007005520661 and volume-weighted sum 43411.62376 Time integration of scalars at level 1 from 404 to 406 with dt = 2 using RHS created at 404 Making slow rhs at time 406 for fast variables advancing from 404 to 406 No-substepping time integration at level 1 to 406 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006798867552 0.003373673718 and volume-weighted sum 43411.62376 Subtracting 1.130511035e-05 from rhs in subdomain 0 Sum after subtraction -1.474514955e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006685816449 MLMG: Initial residual (resid0) = 0.0006685816449 MLMG: Final Iter. 5 resid, resid/bnorm = 6.614506018e-11, 9.89334073e-08 MLMG: Timers: Solve = 0.001652058 Iter = 0.00148592 Bottom = 0.000155551 Time in solve 0.002117935 Max/L2 norm of divergence after solve at level 1 : 1.130514765e-05 0.0007005520661 and volume-weighted sum 43411.62376 Time integration of scalars at level 1 from 404 to 406 with dt = 2 using RHS created at 406 Done with advance_dycore at level 1 [Level 1 step 203] Advanced 3840 cells Coarse STEP 203 ends. TIME = 406 DT = 2 Timestep time = 0.026858188 seconds. Coarse STEP 204 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.399126568 (terrain aware) 1.399126568 (terrain unaware) Anelastic dt at level 0 would be: 6.914230871 (terrain aware) 6.914230871 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2686427986 (terrain aware) 0.2686427986 (terrain unaware) Anelastic dt at level 1 would be: 3.263477678 (terrain aware) 3.263477678 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 204] ADVANCE from elapsed time = 406 to 408 with dt = 2 Making slow rhs at time 406 for fast variables advancing from 406 to 406.6666666667 Fast time integration at level 0 from 406 to 406.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 406 to 406.6666666667 with dt = 0.6666666666667 using RHS created at 406 Making slow rhs at time 406.6666666667 for fast variables advancing from 406 to 407 Fast time integration at level 0 from 406 to 406.5 with dt = 0.5 Fast time integration at level 0 from 406.5 to 407 with dt = 0.5 Time integration of scalars at level 0 from 406 to 407 with dt = 1 using RHS created at 406.6666666667 Making slow rhs at time 407 for fast variables advancing from 406 to 408 Fast time integration at level 0 from 406 to 406.5 with dt = 0.5 Fast time integration at level 0 from 406.5 to 407 with dt = 0.5 Fast time integration at level 0 from 407 to 407.5 with dt = 0.5 Fast time integration at level 0 from 407.5 to 408 with dt = 0.5 Time integration of scalars at level 0 from 406 to 408 with dt = 2 using RHS created at 407 Done with advance_dycore at level 0 [Level 0 step 204] Advanced 4096 cells [Level 1 step 204] ADVANCE from elapsed time = 406 to 408 with dt = 2 Making slow rhs at time 406 for fast variables advancing from 406 to 408 No-substepping time integration at level 1 to 408 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000648256647 0.003584521463 and volume-weighted sum 73648.60405 Subtracting 1.917932397e-05 from rhs in subdomain 0 Sum after subtraction -2.91433544e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000629077323 MLMG: Initial residual (resid0) = 0.000629077323 MLMG: Final Iter. 6 resid, resid/bnorm = 1.233004695e-11, 1.960020891e-08 MLMG: Timers: Solve = 0.001838141 Iter = 0.001674794 Bottom = 0.000178187 Time in solve 0.002324688 Max/L2 norm of divergence after solve at level 1 : 1.917932976e-05 0.001188499237 and volume-weighted sum 73648.60405 Time integration of scalars at level 1 from 406 to 408 with dt = 2 using RHS created at 406 Making slow rhs at time 408 for fast variables advancing from 406 to 408 No-substepping time integration at level 1 to 408 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006666789593 0.003491393077 and volume-weighted sum 73648.60405 Subtracting 1.917932397e-05 from rhs in subdomain 0 Sum after subtraction -3.157196726e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006474996354 MLMG: Initial residual (resid0) = 0.0006474996354 MLMG: Final Iter. 5 resid, resid/bnorm = 6.723204004e-11, 1.038333249e-07 MLMG: Timers: Solve = 0.001585819 Iter = 0.001420556 Bottom = 0.000158864 Time in solve 0.002049123 Max/L2 norm of divergence after solve at level 1 : 1.917936117e-05 0.001188499237 and volume-weighted sum 73648.60405 Time integration of scalars at level 1 from 406 to 408 with dt = 2 using RHS created at 408 Done with advance_dycore at level 1 [Level 1 step 204] Advanced 3840 cells Coarse STEP 204 ends. TIME = 408 DT = 2 Timestep time = 0.027105812 seconds. Coarse STEP 205 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.398509393 (terrain aware) 1.398509393 (terrain unaware) Anelastic dt at level 0 would be: 6.903208439 (terrain aware) 6.903208439 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2685347396 (terrain aware) 0.2685347396 (terrain unaware) Anelastic dt at level 1 would be: 3.252694416 (terrain aware) 3.252694416 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 205] ADVANCE from elapsed time = 408 to 410 with dt = 2 Making slow rhs at time 408 for fast variables advancing from 408 to 408.6666666667 Fast time integration at level 0 from 408 to 408.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 408 to 408.6666666667 with dt = 0.6666666666667 using RHS created at 408 Making slow rhs at time 408.6666666667 for fast variables advancing from 408 to 409 Fast time integration at level 0 from 408 to 408.5 with dt = 0.5 Fast time integration at level 0 from 408.5 to 409 with dt = 0.5 Time integration of scalars at level 0 from 408 to 409 with dt = 1 using RHS created at 408.6666666667 Making slow rhs at time 409 for fast variables advancing from 408 to 410 Fast time integration at level 0 from 408 to 408.5 with dt = 0.5 Fast time integration at level 0 from 408.5 to 409 with dt = 0.5 Fast time integration at level 0 from 409 to 409.5 with dt = 0.5 Fast time integration at level 0 from 409.5 to 410 with dt = 0.5 Time integration of scalars at level 0 from 408 to 410 with dt = 2 using RHS created at 409 Done with advance_dycore at level 0 [Level 0 step 205] Advanced 4096 cells [Level 1 step 205] ADVANCE from elapsed time = 408 to 410 with dt = 2 Making slow rhs at time 408 for fast variables advancing from 408 to 410 No-substepping time integration at level 1 to 410 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006741275067 0.003770521661 and volume-weighted sum 95846.9086 Subtracting 2.496013245e-05 from rhs in subdomain 0 Sum after subtraction 1.413799633e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006491673743 MLMG: Initial residual (resid0) = 0.0006491673743 MLMG: Final Iter. 6 resid, resid/bnorm = 1.355567317e-11, 2.088163039e-08 MLMG: Timers: Solve = 0.002136447 Iter = 0.00181732 Bottom = 0.000184235 Time in solve 0.002609732 Max/L2 norm of divergence after solve at level 1 : 2.49601389e-05 0.001546722837 and volume-weighted sum 95846.9086 Time integration of scalars at level 1 from 408 to 410 with dt = 2 using RHS created at 408 Making slow rhs at time 410 for fast variables advancing from 408 to 410 No-substepping time integration at level 1 to 410 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006959510013 0.003613485263 and volume-weighted sum 95846.9086 Subtracting 2.496013245e-05 from rhs in subdomain 0 Sum after subtraction 7.806255642e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006709908689 MLMG: Initial residual (resid0) = 0.0006709908689 MLMG: Final Iter. 5 resid, resid/bnorm = 6.790974504e-11, 1.012081508e-07 MLMG: Timers: Solve = 0.001576826 Iter = 0.001413835 Bottom = 0.000161566 Time in solve 0.002043975 Max/L2 norm of divergence after solve at level 1 : 2.496016936e-05 0.001546722837 and volume-weighted sum 95846.9086 Time integration of scalars at level 1 from 408 to 410 with dt = 2 using RHS created at 410 Done with advance_dycore at level 1 [Level 1 step 205] Advanced 3840 cells Coarse STEP 205 ends. TIME = 410 DT = 2 Timestep time = 0.026898646 seconds. Coarse STEP 206 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.397727925 (terrain aware) 1.397727925 (terrain unaware) Anelastic dt at level 0 would be: 6.893725118 (terrain aware) 6.893725118 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2684304048 (terrain aware) 0.2684304048 (terrain unaware) Anelastic dt at level 1 would be: 3.240712482 (terrain aware) 3.240712482 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 206] ADVANCE from elapsed time = 410 to 412 with dt = 2 Making slow rhs at time 410 for fast variables advancing from 410 to 410.6666666667 Fast time integration at level 0 from 410 to 410.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 410 to 410.6666666667 with dt = 0.6666666666667 using RHS created at 410 Making slow rhs at time 410.6666666667 for fast variables advancing from 410 to 411 Fast time integration at level 0 from 410 to 410.5 with dt = 0.5 Fast time integration at level 0 from 410.5 to 411 with dt = 0.5 Time integration of scalars at level 0 from 410 to 411 with dt = 1 using RHS created at 410.6666666667 Making slow rhs at time 411 for fast variables advancing from 410 to 412 Fast time integration at level 0 from 410 to 410.5 with dt = 0.5 Fast time integration at level 0 from 410.5 to 411 with dt = 0.5 Fast time integration at level 0 from 411 to 411.5 with dt = 0.5 Fast time integration at level 0 from 411.5 to 412 with dt = 0.5 Time integration of scalars at level 0 from 410 to 412 with dt = 2 using RHS created at 411 Done with advance_dycore at level 0 [Level 0 step 206] Advanced 4096 cells [Level 1 step 206] ADVANCE from elapsed time = 410 to 412 with dt = 2 Making slow rhs at time 410 for fast variables advancing from 410 to 412 No-substepping time integration at level 1 to 412 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006554242217 0.0039250429 and volume-weighted sum 105659.1697 Subtracting 2.751540878e-05 from rhs in subdomain 0 Sum after subtraction -2.203098814e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006279088129 MLMG: Initial residual (resid0) = 0.0006279088129 MLMG: Final Iter. 6 resid, resid/bnorm = 1.414740037e-11, 2.253097915e-08 MLMG: Timers: Solve = 0.001825716 Iter = 0.001654392 Bottom = 0.000177256 Time in solve 0.002284755 Max/L2 norm of divergence after solve at level 1 : 2.751542235e-05 0.00170506752 and volume-weighted sum 105659.1697 Time integration of scalars at level 1 from 410 to 412 with dt = 2 using RHS created at 410 Making slow rhs at time 412 for fast variables advancing from 410 to 412 No-substepping time integration at level 1 to 412 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000667368242 0.003668482095 and volume-weighted sum 105659.1697 Subtracting 2.751540878e-05 from rhs in subdomain 0 Sum after subtraction -1.231653668e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006398528332 MLMG: Initial residual (resid0) = 0.0006398528332 MLMG: Final Iter. 5 resid, resid/bnorm = 6.83812703e-11, 1.068703095e-07 MLMG: Timers: Solve = 0.001663313 Iter = 0.001434576 Bottom = 0.000151035 Time in solve 0.002139795 Max/L2 norm of divergence after solve at level 1 : 2.751544573e-05 0.00170506752 and volume-weighted sum 105659.1697 Time integration of scalars at level 1 from 410 to 412 with dt = 2 using RHS created at 412 Done with advance_dycore at level 1 [Level 1 step 206] Advanced 3840 cells Coarse STEP 206 ends. TIME = 412 DT = 2 Timestep time = 0.027285213 seconds. Coarse STEP 207 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.396969107 (terrain aware) 1.396969107 (terrain unaware) Anelastic dt at level 0 would be: 6.877420279 (terrain aware) 6.877420279 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2683296728 (terrain aware) 0.2683296728 (terrain unaware) Anelastic dt at level 1 would be: 3.228482449 (terrain aware) 3.228482449 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 207] ADVANCE from elapsed time = 412 to 414 with dt = 2 Making slow rhs at time 412 for fast variables advancing from 412 to 412.6666666667 Fast time integration at level 0 from 412 to 412.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 412 to 412.6666666667 with dt = 0.6666666666667 using RHS created at 412 Making slow rhs at time 412.6666666667 for fast variables advancing from 412 to 413 Fast time integration at level 0 from 412 to 412.5 with dt = 0.5 Fast time integration at level 0 from 412.5 to 413 with dt = 0.5 Time integration of scalars at level 0 from 412 to 413 with dt = 1 using RHS created at 412.6666666667 Making slow rhs at time 413 for fast variables advancing from 412 to 414 Fast time integration at level 0 from 412 to 412.5 with dt = 0.5 Fast time integration at level 0 from 412.5 to 413 with dt = 0.5 Fast time integration at level 0 from 413 to 413.5 with dt = 0.5 Fast time integration at level 0 from 413.5 to 414 with dt = 0.5 Time integration of scalars at level 0 from 412 to 414 with dt = 2 using RHS created at 413 Done with advance_dycore at level 0 [Level 0 step 207] Advanced 4096 cells [Level 1 step 207] ADVANCE from elapsed time = 412 to 414 with dt = 2 Making slow rhs at time 412 for fast variables advancing from 412 to 414 No-substepping time integration at level 1 to 414 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006614189961 0.003915867577 and volume-weighted sum 101890.1266 Subtracting 2.653388712e-05 from rhs in subdomain 0 Sum after subtraction 1.400789207e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000634885109 MLMG: Initial residual (resid0) = 0.000634885109 MLMG: Final Iter. 6 resid, resid/bnorm = 1.680602215e-11, 2.647096602e-08 MLMG: Timers: Solve = 0.001836829 Iter = 0.001666855 Bottom = 0.000179323 Time in solve 0.002292246 Max/L2 norm of divergence after solve at level 1 : 2.653390393e-05 0.001644244847 and volume-weighted sum 101890.1266 Time integration of scalars at level 1 from 412 to 414 with dt = 2 using RHS created at 412 Making slow rhs at time 414 for fast variables advancing from 412 to 414 No-substepping time integration at level 1 to 414 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000688872961 0.003625161584 and volume-weighted sum 101890.1266 Subtracting 2.653388712e-05 from rhs in subdomain 0 Sum after subtraction 4.250072516e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006623390739 MLMG: Initial residual (resid0) = 0.0006623390739 MLMG: Final Iter. 5 resid, resid/bnorm = 7.080326738e-11, 1.068988229e-07 MLMG: Timers: Solve = 0.001579807 Iter = 0.001419983 Bottom = 0.00015551 Time in solve 0.002051145 Max/L2 norm of divergence after solve at level 1 : 2.653392548e-05 0.001644244847 and volume-weighted sum 101890.1266 Time integration of scalars at level 1 from 412 to 414 with dt = 2 using RHS created at 414 Done with advance_dycore at level 1 [Level 1 step 207] Advanced 3840 cells Coarse STEP 207 ends. TIME = 414 DT = 2 Timestep time = 0.027210104 seconds. Coarse STEP 208 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.396229708 (terrain aware) 1.396229708 (terrain unaware) Anelastic dt at level 0 would be: 6.861343433 (terrain aware) 6.861343433 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2682324338 (terrain aware) 0.2682324338 (terrain unaware) Anelastic dt at level 1 would be: 3.216674246 (terrain aware) 3.216674246 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 208] ADVANCE from elapsed time = 414 to 416 with dt = 2 Making slow rhs at time 414 for fast variables advancing from 414 to 414.6666666667 Fast time integration at level 0 from 414 to 414.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 414 to 414.6666666667 with dt = 0.6666666666667 using RHS created at 414 Making slow rhs at time 414.6666666667 for fast variables advancing from 414 to 415 Fast time integration at level 0 from 414 to 414.5 with dt = 0.5 Fast time integration at level 0 from 414.5 to 415 with dt = 0.5 Time integration of scalars at level 0 from 414 to 415 with dt = 1 using RHS created at 414.6666666667 Making slow rhs at time 415 for fast variables advancing from 414 to 416 Fast time integration at level 0 from 414 to 414.5 with dt = 0.5 Fast time integration at level 0 from 414.5 to 415 with dt = 0.5 Fast time integration at level 0 from 415 to 415.5 with dt = 0.5 Fast time integration at level 0 from 415.5 to 416 with dt = 0.5 Time integration of scalars at level 0 from 414 to 416 with dt = 2 using RHS created at 415 Done with advance_dycore at level 0 [Level 0 step 208] Advanced 4096 cells [Level 1 step 208] ADVANCE from elapsed time = 414 to 416 with dt = 2 Making slow rhs at time 414 for fast variables advancing from 414 to 416 No-substepping time integration at level 1 to 416 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00063380545 0.00375503861 and volume-weighted sum 85915.38237 Subtracting 2.237379749e-05 from rhs in subdomain 0 Sum after subtraction 7.372574773e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006114316525 MLMG: Initial residual (resid0) = 0.0006114316525 MLMG: Final Iter. 6 resid, resid/bnorm = 1.886832762e-11, 3.085925884e-08 MLMG: Timers: Solve = 0.002125663 Iter = 0.001959782 Bottom = 0.000180636 Time in solve 0.002577078 Max/L2 norm of divergence after solve at level 1 : 2.237381636e-05 0.001386453521 and volume-weighted sum 85915.38237 Time integration of scalars at level 1 from 414 to 416 with dt = 2 using RHS created at 414 Making slow rhs at time 416 for fast variables advancing from 414 to 416 No-substepping time integration at level 1 to 416 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006527433117 0.003498821354 and volume-weighted sum 85915.38237 Subtracting 2.237379749e-05 from rhs in subdomain 0 Sum after subtraction 1.778091563e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006303695142 MLMG: Initial residual (resid0) = 0.0006303695142 MLMG: Final Iter. 5 resid, resid/bnorm = 7.182684613e-11, 1.139440352e-07 MLMG: Timers: Solve = 0.001586161 Iter = 0.00142082 Bottom = 0.000158912 Time in solve 0.002038422 Max/L2 norm of divergence after solve at level 1 : 2.237383495e-05 0.001386453521 and volume-weighted sum 85915.38237 Time integration of scalars at level 1 from 414 to 416 with dt = 2 using RHS created at 416 Done with advance_dycore at level 1 [Level 1 step 208] Advanced 3840 cells Coarse STEP 208 ends. TIME = 416 DT = 2 Timestep time = 0.026964936 seconds. Coarse STEP 209 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.39550626 (terrain aware) 1.39550626 (terrain unaware) Anelastic dt at level 0 would be: 6.845641943 (terrain aware) 6.845641943 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2681302528 (terrain aware) 0.2681302528 (terrain unaware) Anelastic dt at level 1 would be: 3.205462259 (terrain aware) 3.205462259 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 209] ADVANCE from elapsed time = 416 to 418 with dt = 2 Making slow rhs at time 416 for fast variables advancing from 416 to 416.6666666667 Fast time integration at level 0 from 416 to 416.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 416 to 416.6666666667 with dt = 0.6666666666667 using RHS created at 416 Making slow rhs at time 416.6666666667 for fast variables advancing from 416 to 417 Fast time integration at level 0 from 416 to 416.5 with dt = 0.5 Fast time integration at level 0 from 416.5 to 417 with dt = 0.5 Time integration of scalars at level 0 from 416 to 417 with dt = 1 using RHS created at 416.6666666667 Making slow rhs at time 417 for fast variables advancing from 416 to 418 Fast time integration at level 0 from 416 to 416.5 with dt = 0.5 Fast time integration at level 0 from 416.5 to 417 with dt = 0.5 Fast time integration at level 0 from 417 to 417.5 with dt = 0.5 Fast time integration at level 0 from 417.5 to 418 with dt = 0.5 Time integration of scalars at level 0 from 416 to 418 with dt = 2 using RHS created at 417 Done with advance_dycore at level 0 [Level 0 step 209] Advanced 4096 cells [Level 1 step 209] ADVANCE from elapsed time = 416 to 418 with dt = 2 Making slow rhs at time 416 for fast variables advancing from 416 to 418 No-substepping time integration at level 1 to 418 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006235794473 0.003539748845 and volume-weighted sum 60237.19 Subtracting 1.568676823e-05 from rhs in subdomain 0 Sum after subtraction 2.896988205e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006078926791 MLMG: Initial residual (resid0) = 0.0006078926791 MLMG: Final Iter. 6 resid, resid/bnorm = 1.857526187e-11, 3.055681127e-08 MLMG: Timers: Solve = 0.001842256 Iter = 0.001681216 Bottom = 0.00017959 Time in solve 0.002306751 Max/L2 norm of divergence after solve at level 1 : 1.56867868e-05 0.0009720734737 and volume-weighted sum 60237.19 Time integration of scalars at level 1 from 416 to 418 with dt = 2 using RHS created at 416 Making slow rhs at time 418 for fast variables advancing from 416 to 418 No-substepping time integration at level 1 to 418 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006588868671 0.003338976809 and volume-weighted sum 60237.19 Subtracting 1.568676823e-05 from rhs in subdomain 0 Sum after subtraction 2.797241605e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006432000989 MLMG: Initial residual (resid0) = 0.0006432000989 MLMG: Final Iter. 5 resid, resid/bnorm = 7.090706471e-11, 1.102410662e-07 MLMG: Timers: Solve = 0.001574464 Iter = 0.001411115 Bottom = 0.000155171 Time in solve 0.002036303 Max/L2 norm of divergence after solve at level 1 : 1.568680302e-05 0.0009720734737 and volume-weighted sum 60237.19 Time integration of scalars at level 1 from 416 to 418 with dt = 2 using RHS created at 418 Done with advance_dycore at level 1 [Level 1 step 209] Advanced 3840 cells Coarse STEP 209 ends. TIME = 418 DT = 2 Timestep time = 0.027145101 seconds. Coarse STEP 210 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.394791213 (terrain aware) 1.394791213 (terrain unaware) Anelastic dt at level 0 would be: 6.830137888 (terrain aware) 6.830137888 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2680201995 (terrain aware) 0.2680201995 (terrain unaware) Anelastic dt at level 1 would be: 3.195009131 (terrain aware) 3.195009131 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 210] ADVANCE from elapsed time = 418 to 420 with dt = 2 Making slow rhs at time 418 for fast variables advancing from 418 to 418.6666666667 Fast time integration at level 0 from 418 to 418.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 418 to 418.6666666667 with dt = 0.6666666666667 using RHS created at 418 Making slow rhs at time 418.6666666667 for fast variables advancing from 418 to 419 Fast time integration at level 0 from 418 to 418.5 with dt = 0.5 Fast time integration at level 0 from 418.5 to 419 with dt = 0.5 Time integration of scalars at level 0 from 418 to 419 with dt = 1 using RHS created at 418.6666666667 Making slow rhs at time 419 for fast variables advancing from 418 to 420 Fast time integration at level 0 from 418 to 418.5 with dt = 0.5 Fast time integration at level 0 from 418.5 to 419 with dt = 0.5 Fast time integration at level 0 from 419 to 419.5 with dt = 0.5 Fast time integration at level 0 from 419.5 to 420 with dt = 0.5 Time integration of scalars at level 0 from 418 to 420 with dt = 2 using RHS created at 419 Done with advance_dycore at level 0 [Level 0 step 210] Advanced 4096 cells [Level 1 step 210] ADVANCE from elapsed time = 418 to 420 with dt = 2 Making slow rhs at time 418 for fast variables advancing from 418 to 420 No-substepping time integration at level 1 to 420 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006226156091 0.003345845445 and volume-weighted sum 27847.28023 Subtracting 7.251895893e-06 from rhs in subdomain 0 Sum after subtraction -1.409462824e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006153637132 MLMG: Initial residual (resid0) = 0.0006153637132 MLMG: Final Iter. 6 resid, resid/bnorm = 1.541517237e-11, 2.505050596e-08 MLMG: Timers: Solve = 0.00184922 Iter = 0.001678146 Bottom = 0.000185786 Time in solve 0.002298108 Max/L2 norm of divergence after solve at level 1 : 7.251911308e-06 0.0004493835524 and volume-weighted sum 27847.28023 Time integration of scalars at level 1 from 418 to 420 with dt = 2 using RHS created at 418 Making slow rhs at time 420 for fast variables advancing from 418 to 420 No-substepping time integration at level 1 to 420 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006310265188 0.003208177973 and volume-weighted sum 27847.28023 Subtracting 7.251895893e-06 from rhs in subdomain 0 Sum after subtraction -2.168404345e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006237746229 MLMG: Initial residual (resid0) = 0.0006237746229 MLMG: Final Iter. 5 resid, resid/bnorm = 7.160352942e-11, 1.147907061e-07 MLMG: Timers: Solve = 0.001581107 Iter = 0.001409952 Bottom = 0.00015356 Time in solve 0.002059421 Max/L2 norm of divergence after solve at level 1 : 7.251930089e-06 0.0004493835524 and volume-weighted sum 27847.28023 Time integration of scalars at level 1 from 418 to 420 with dt = 2 using RHS created at 420 Done with advance_dycore at level 1 [Level 1 step 210] Advanced 3840 cells Coarse STEP 210 ends. TIME = 420 DT = 2 Timestep time = 0.026985072 seconds. Coarse STEP 211 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.394072899 (terrain aware) 1.394072899 (terrain unaware) Anelastic dt at level 0 would be: 6.814563175 (terrain aware) 6.814563175 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2679117838 (terrain aware) 0.2679117838 (terrain unaware) Anelastic dt at level 1 would be: 3.185436505 (terrain aware) 3.185436505 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(6) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (63,0,47) (0,0,0)) ((64,0,0) (79,0,47) (0,0,0)) ((80,0,0) (95,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(5) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (63,0,47) (0,0,0)) ((64,0,0) (79,0,47) (0,0,0)) ) Building the 3D FFT solver to be used on domain ((0,0,0) (95,0,47) (0,0,0)) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004470660122 0.002410159367 and volume-weighted sum 42247.02041 Subtracting 9.168190193e-06 from rhs in subdomain 0 Sum after subtraction -9.107298249e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000437897822 MLMG: Initial residual (resid0) = 0.000437897822 MLMG: Final Iter. 6 resid, resid/bnorm = 2.915002972e-11, 6.656810849e-08 MLMG: Timers: Solve = 0.002088175 Iter = 0.001849298 Bottom = 0.000194493 Time in solve 0.002565533 Max/L2 norm of divergence after solve at level 1 : 9.168219343e-06 0.0006223573878 and volume-weighted sum 42247.02041 [Level 0 step 211] ADVANCE from elapsed time = 420 to 422 with dt = 2 Making slow rhs at time 420 for fast variables advancing from 420 to 420.6666666667 Fast time integration at level 0 from 420 to 420.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 420 to 420.6666666667 with dt = 0.6666666666667 using RHS created at 420 Making slow rhs at time 420.6666666667 for fast variables advancing from 420 to 421 Fast time integration at level 0 from 420 to 420.5 with dt = 0.5 Fast time integration at level 0 from 420.5 to 421 with dt = 0.5 Time integration of scalars at level 0 from 420 to 421 with dt = 1 using RHS created at 420.6666666667 Making slow rhs at time 421 for fast variables advancing from 420 to 422 Fast time integration at level 0 from 420 to 420.5 with dt = 0.5 Fast time integration at level 0 from 420.5 to 421 with dt = 0.5 Fast time integration at level 0 from 421 to 421.5 with dt = 0.5 Fast time integration at level 0 from 421.5 to 422 with dt = 0.5 Time integration of scalars at level 0 from 420 to 422 with dt = 2 using RHS created at 421 Done with advance_dycore at level 0 [Level 0 step 211] Advanced 4096 cells [Level 1 step 211] ADVANCE from elapsed time = 420 to 422 with dt = 2 Making slow rhs at time 420 for fast variables advancing from 420 to 422 No-substepping time integration at level 1 to 422 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00843895758 0.08244229061 and volume-weighted sum 2256.016326 Subtracting 4.895868763e-07 from rhs in subdomain 0 Sum after subtraction -1.346145417e-09 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.008439447167 MLMG: Initial residual (resid0) = 0.008439447167 MLMG: Final Iter. 7 resid, resid/bnorm = 2.831970189e-11, 3.355634715e-09 MLMG: Timers: Solve = 0.002369821 Iter = 0.002133966 Bottom = 0.00022671 Time in solve 0.002844796 Max/L2 norm of divergence after solve at level 1 : 4.89615196e-07 3.323425922e-05 and volume-weighted sum 2256.016326 Time integration of scalars at level 1 from 420 to 422 with dt = 2 using RHS created at 420 Making slow rhs at time 422 for fast variables advancing from 420 to 422 No-substepping time integration at level 1 to 422 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006229646218 0.003160027242 and volume-weighted sum 2256.016326 Subtracting 4.895868763e-07 from rhs in subdomain 0 Sum after subtraction -7.676151381e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000622475035 MLMG: Initial residual (resid0) = 0.000622475035 MLMG: Final Iter. 5 resid, resid/bnorm = 5.784611212e-11, 9.292920819e-08 MLMG: Timers: Solve = 0.001844424 Iter = 0.001608971 Bottom = 0.00017215 Time in solve 0.002312768 Max/L2 norm of divergence after solve at level 1 : 4.896421819e-07 3.323425922e-05 and volume-weighted sum 2256.016326 Time integration of scalars at level 1 from 420 to 422 with dt = 2 using RHS created at 422 Done with advance_dycore at level 1 [Level 1 step 211] Advanced 4608 cells Coarse STEP 211 ends. TIME = 422 DT = 2 Timestep time = 0.044695912 seconds. Coarse STEP 212 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.393339107 (terrain aware) 1.393339107 (terrain unaware) Anelastic dt at level 0 would be: 6.798661146 (terrain aware) 6.798661146 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2677992924 (terrain aware) 0.2677992924 (terrain unaware) Anelastic dt at level 1 would be: 3.174839331 (terrain aware) 3.174839331 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 212] ADVANCE from elapsed time = 422 to 424 with dt = 2 Making slow rhs at time 422 for fast variables advancing from 422 to 422.6666666667 Fast time integration at level 0 from 422 to 422.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 422 to 422.6666666667 with dt = 0.6666666666667 using RHS created at 422 Making slow rhs at time 422.6666666667 for fast variables advancing from 422 to 423 Fast time integration at level 0 from 422 to 422.5 with dt = 0.5 Fast time integration at level 0 from 422.5 to 423 with dt = 0.5 Time integration of scalars at level 0 from 422 to 423 with dt = 1 using RHS created at 422.6666666667 Making slow rhs at time 423 for fast variables advancing from 422 to 424 Fast time integration at level 0 from 422 to 422.5 with dt = 0.5 Fast time integration at level 0 from 422.5 to 423 with dt = 0.5 Fast time integration at level 0 from 423 to 423.5 with dt = 0.5 Fast time integration at level 0 from 423.5 to 424 with dt = 0.5 Time integration of scalars at level 0 from 422 to 424 with dt = 2 using RHS created at 423 Done with advance_dycore at level 0 [Level 0 step 212] Advanced 4096 cells [Level 1 step 212] ADVANCE from elapsed time = 422 to 424 with dt = 2 Making slow rhs at time 422 for fast variables advancing from 422 to 424 No-substepping time integration at level 1 to 424 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006090283684 0.003231028176 and volume-weighted sum -36436.29265 Subtracting -7.907181565e-06 from rhs in subdomain 0 Sum after subtraction -7.155734338e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006169355499 MLMG: Initial residual (resid0) = 0.0006169355499 MLMG: Final Iter. 5 resid, resid/bnorm = 6.091972793e-11, 9.874569221e-08 MLMG: Timers: Solve = 0.00181378 Iter = 0.001572333 Bottom = 0.000162917 Time in solve 0.00228646 Max/L2 norm of divergence after solve at level 1 : 7.907239901e-06 0.0005367572837 and volume-weighted sum -36436.29265 Time integration of scalars at level 1 from 422 to 424 with dt = 2 using RHS created at 422 Making slow rhs at time 424 for fast variables advancing from 422 to 424 No-substepping time integration at level 1 to 424 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00062683274 0.003189304583 and volume-weighted sum -36436.29265 Subtracting -7.907181565e-06 from rhs in subdomain 0 Sum after subtraction -1.366094737e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006347399216 MLMG: Initial residual (resid0) = 0.0006347399216 MLMG: Final Iter. 5 resid, resid/bnorm = 5.622044933e-11, 8.857241749e-08 MLMG: Timers: Solve = 0.001841676 Iter = 0.001603473 Bottom = 0.000164751 Time in solve 0.002308053 Max/L2 norm of divergence after solve at level 1 : 7.907237786e-06 0.0005367572837 and volume-weighted sum -36436.29265 Time integration of scalars at level 1 from 422 to 424 with dt = 2 using RHS created at 424 Done with advance_dycore at level 1 [Level 1 step 212] Advanced 4608 cells Coarse STEP 212 ends. TIME = 424 DT = 2 Timestep time = 0.030600657 seconds. Coarse STEP 213 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.392582272 (terrain aware) 1.392582272 (terrain unaware) Anelastic dt at level 0 would be: 6.78229484 (terrain aware) 6.78229484 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2676940852 (terrain aware) 0.2676940852 (terrain unaware) Anelastic dt at level 1 would be: 3.163420748 (terrain aware) 3.163420748 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 213] ADVANCE from elapsed time = 424 to 426 with dt = 2 Making slow rhs at time 424 for fast variables advancing from 424 to 424.6666666667 Fast time integration at level 0 from 424 to 424.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 424 to 424.6666666667 with dt = 0.6666666666667 using RHS created at 424 Making slow rhs at time 424.6666666667 for fast variables advancing from 424 to 425 Fast time integration at level 0 from 424 to 424.5 with dt = 0.5 Fast time integration at level 0 from 424.5 to 425 with dt = 0.5 Time integration of scalars at level 0 from 424 to 425 with dt = 1 using RHS created at 424.6666666667 Making slow rhs at time 425 for fast variables advancing from 424 to 426 Fast time integration at level 0 from 424 to 424.5 with dt = 0.5 Fast time integration at level 0 from 424.5 to 425 with dt = 0.5 Fast time integration at level 0 from 425 to 425.5 with dt = 0.5 Fast time integration at level 0 from 425.5 to 426 with dt = 0.5 Time integration of scalars at level 0 from 424 to 426 with dt = 2 using RHS created at 425 Done with advance_dycore at level 0 [Level 0 step 213] Advanced 4096 cells [Level 1 step 213] ADVANCE from elapsed time = 424 to 426 with dt = 2 Making slow rhs at time 424 for fast variables advancing from 424 to 426 No-substepping time integration at level 1 to 426 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005802060454 0.003384224859 and volume-weighted sum -67761.86253 Subtracting -1.470526531e-05 from rhs in subdomain 0 Sum after subtraction 3.794707604e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005949113107 MLMG: Initial residual (resid0) = 0.0005949113107 MLMG: Final Iter. 6 resid, resid/bnorm = 1.047041911e-11, 1.759996645e-08 MLMG: Timers: Solve = 0.002092445 Iter = 0.001850933 Bottom = 0.000197464 Time in solve 0.002565509 Max/L2 norm of divergence after solve at level 1 : 1.470527578e-05 0.0009982265104 and volume-weighted sum -67761.86253 Time integration of scalars at level 1 from 424 to 426 with dt = 2 using RHS created at 424 Making slow rhs at time 426 for fast variables advancing from 424 to 426 No-substepping time integration at level 1 to 426 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005999414428 0.003284260596 and volume-weighted sum -67761.86253 Subtracting -1.470526531e-05 from rhs in subdomain 0 Sum after subtraction 4.315124646e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006146467082 MLMG: Initial residual (resid0) = 0.0006146467082 MLMG: Final Iter. 5 resid, resid/bnorm = 5.611785996e-11, 9.13010014e-08 MLMG: Timers: Solve = 0.001836372 Iter = 0.001599307 Bottom = 0.000161342 Time in solve 0.002307589 Max/L2 norm of divergence after solve at level 1 : 1.470532135e-05 0.0009982265104 and volume-weighted sum -67761.86253 Time integration of scalars at level 1 from 424 to 426 with dt = 2 using RHS created at 426 Done with advance_dycore at level 1 [Level 1 step 213] Advanced 4608 cells Coarse STEP 213 ends. TIME = 426 DT = 2 Timestep time = 0.030657231 seconds. Coarse STEP 214 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.391804894 (terrain aware) 1.391804894 (terrain unaware) Anelastic dt at level 0 would be: 6.765551418 (terrain aware) 6.765551418 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2675922875 (terrain aware) 0.2675922875 (terrain unaware) Anelastic dt at level 1 would be: 3.152840171 (terrain aware) 3.152840171 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 214] ADVANCE from elapsed time = 426 to 428 with dt = 2 Making slow rhs at time 426 for fast variables advancing from 426 to 426.6666666667 Fast time integration at level 0 from 426 to 426.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 426 to 426.6666666667 with dt = 0.6666666666667 using RHS created at 426 Making slow rhs at time 426.6666666667 for fast variables advancing from 426 to 427 Fast time integration at level 0 from 426 to 426.5 with dt = 0.5 Fast time integration at level 0 from 426.5 to 427 with dt = 0.5 Time integration of scalars at level 0 from 426 to 427 with dt = 1 using RHS created at 426.6666666667 Making slow rhs at time 427 for fast variables advancing from 426 to 428 Fast time integration at level 0 from 426 to 426.5 with dt = 0.5 Fast time integration at level 0 from 426.5 to 427 with dt = 0.5 Fast time integration at level 0 from 427 to 427.5 with dt = 0.5 Fast time integration at level 0 from 427.5 to 428 with dt = 0.5 Time integration of scalars at level 0 from 426 to 428 with dt = 2 using RHS created at 427 Done with advance_dycore at level 0 [Level 0 step 214] Advanced 4096 cells [Level 1 step 214] ADVANCE from elapsed time = 426 to 428 with dt = 2 Making slow rhs at time 426 for fast variables advancing from 426 to 428 No-substepping time integration at level 1 to 428 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000585902451 0.003579845143 and volume-weighted sum -86901.0085 Subtracting -1.88587258e-05 from rhs in subdomain 0 Sum after subtraction -1.10805462e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006047611768 MLMG: Initial residual (resid0) = 0.0006047611768 MLMG: Final Iter. 6 resid, resid/bnorm = 1.716513683e-11, 2.838333129e-08 MLMG: Timers: Solve = 0.002092351 Iter = 0.001851307 Bottom = 0.000188782 Time in solve 0.002564387 Max/L2 norm of divergence after solve at level 1 : 1.885874297e-05 0.001280172758 and volume-weighted sum -86901.0085 Time integration of scalars at level 1 from 426 to 428 with dt = 2 using RHS created at 426 Making slow rhs at time 428 for fast variables advancing from 426 to 428 No-substepping time integration at level 1 to 428 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006135995102 0.003368761402 and volume-weighted sum -86901.0085 Subtracting -1.88587258e-05 from rhs in subdomain 0 Sum after subtraction -1.281526968e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000632458236 MLMG: Initial residual (resid0) = 0.000632458236 MLMG: Final Iter. 5 resid, resid/bnorm = 5.70903915e-11, 9.02674489e-08 MLMG: Timers: Solve = 0.002085709 Iter = 0.001851844 Bottom = 0.000163579 Time in solve 0.002566827 Max/L2 norm of divergence after solve at level 1 : 1.885878192e-05 0.001280172758 and volume-weighted sum -86901.0085 Time integration of scalars at level 1 from 426 to 428 with dt = 2 using RHS created at 428 Done with advance_dycore at level 1 [Level 1 step 214] Advanced 4608 cells Coarse STEP 214 ends. TIME = 428 DT = 2 Timestep time = 0.030670956 seconds. Coarse STEP 215 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.391018685 (terrain aware) 1.391018685 (terrain unaware) Anelastic dt at level 0 would be: 6.748694549 (terrain aware) 6.748694549 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2674768897 (terrain aware) 0.2674768897 (terrain unaware) Anelastic dt at level 1 would be: 3.143320211 (terrain aware) 3.143320211 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 215] ADVANCE from elapsed time = 428 to 430 with dt = 2 Making slow rhs at time 428 for fast variables advancing from 428 to 428.6666666667 Fast time integration at level 0 from 428 to 428.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 428 to 428.6666666667 with dt = 0.6666666666667 using RHS created at 428 Making slow rhs at time 428.6666666667 for fast variables advancing from 428 to 429 Fast time integration at level 0 from 428 to 428.5 with dt = 0.5 Fast time integration at level 0 from 428.5 to 429 with dt = 0.5 Time integration of scalars at level 0 from 428 to 429 with dt = 1 using RHS created at 428.6666666667 Making slow rhs at time 429 for fast variables advancing from 428 to 430 Fast time integration at level 0 from 428 to 428.5 with dt = 0.5 Fast time integration at level 0 from 428.5 to 429 with dt = 0.5 Fast time integration at level 0 from 429 to 429.5 with dt = 0.5 Fast time integration at level 0 from 429.5 to 430 with dt = 0.5 Time integration of scalars at level 0 from 428 to 430 with dt = 2 using RHS created at 429 Done with advance_dycore at level 0 [Level 0 step 215] Advanced 4096 cells [Level 1 step 215] ADVANCE from elapsed time = 428 to 430 with dt = 2 Making slow rhs at time 428 for fast variables advancing from 428 to 430 No-substepping time integration at level 1 to 430 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005575374305 0.003655257949 and volume-weighted sum -92059.64892 Subtracting -1.997822242e-05 from rhs in subdomain 0 Sum after subtraction -6.049848122e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005775156529 MLMG: Initial residual (resid0) = 0.0005775156529 MLMG: Final Iter. 6 resid, resid/bnorm = 1.778670833e-11, 3.079866016e-08 MLMG: Timers: Solve = 0.002091527 Iter = 0.001848425 Bottom = 0.00019051 Time in solve 0.002558228 Max/L2 norm of divergence after solve at level 1 : 1.997824021e-05 0.001356166709 and volume-weighted sum -92059.64892 Time integration of scalars at level 1 from 428 to 430 with dt = 2 using RHS created at 428 Making slow rhs at time 430 for fast variables advancing from 428 to 430 No-substepping time integration at level 1 to 430 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005797843061 0.003386542141 and volume-weighted sum -92059.64892 Subtracting -1.997822242e-05 from rhs in subdomain 0 Sum after subtraction -3.599551213e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005997625285 MLMG: Initial residual (resid0) = 0.0005997625285 MLMG: Final Iter. 5 resid, resid/bnorm = 5.700785505e-11, 9.505071147e-08 MLMG: Timers: Solve = 0.001801663 Iter = 0.00156737 Bottom = 0.000161951 Time in solve 0.002281638 Max/L2 norm of divergence after solve at level 1 : 1.997827902e-05 0.001356166709 and volume-weighted sum -92059.64892 Time integration of scalars at level 1 from 428 to 430 with dt = 2 using RHS created at 430 Done with advance_dycore at level 1 [Level 1 step 215] Advanced 4608 cells Coarse STEP 215 ends. TIME = 430 DT = 2 Timestep time = 0.030608873 seconds. Coarse STEP 216 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.390243175 (terrain aware) 1.390243175 (terrain unaware) Anelastic dt at level 0 would be: 6.732124828 (terrain aware) 6.732124828 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2673587684 (terrain aware) 0.2673587684 (terrain unaware) Anelastic dt at level 1 would be: 3.135157745 (terrain aware) 3.135157745 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 216] ADVANCE from elapsed time = 430 to 432 with dt = 2 Making slow rhs at time 430 for fast variables advancing from 430 to 430.6666666667 Fast time integration at level 0 from 430 to 430.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 430 to 430.6666666667 with dt = 0.6666666666667 using RHS created at 430 Making slow rhs at time 430.6666666667 for fast variables advancing from 430 to 431 Fast time integration at level 0 from 430 to 430.5 with dt = 0.5 Fast time integration at level 0 from 430.5 to 431 with dt = 0.5 Time integration of scalars at level 0 from 430 to 431 with dt = 1 using RHS created at 430.6666666667 Making slow rhs at time 431 for fast variables advancing from 430 to 432 Fast time integration at level 0 from 430 to 430.5 with dt = 0.5 Fast time integration at level 0 from 430.5 to 431 with dt = 0.5 Fast time integration at level 0 from 431 to 431.5 with dt = 0.5 Fast time integration at level 0 from 431.5 to 432 with dt = 0.5 Time integration of scalars at level 0 from 430 to 432 with dt = 2 using RHS created at 431 Done with advance_dycore at level 0 [Level 0 step 216] Advanced 4096 cells [Level 1 step 216] ADVANCE from elapsed time = 430 to 432 with dt = 2 Making slow rhs at time 430 for fast variables advancing from 430 to 432 No-substepping time integration at level 1 to 432 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005630414172 0.003549008912 and volume-weighted sum -85275.41896 Subtracting -1.850595029e-05 from rhs in subdomain 0 Sum after subtraction -5.117434254e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005815473675 MLMG: Initial residual (resid0) = 0.0005815473675 MLMG: Final Iter. 6 resid, resid/bnorm = 1.421231449e-11, 2.443879087e-08 MLMG: Timers: Solve = 0.00210265 Iter = 0.001856035 Bottom = 0.00019346 Time in solve 0.002572359 Max/L2 norm of divergence after solve at level 1 : 1.850596451e-05 0.001256225563 and volume-weighted sum -85275.41896 Time integration of scalars at level 1 from 430 to 432 with dt = 2 using RHS created at 430 Making slow rhs at time 432 for fast variables advancing from 430 to 432 No-substepping time integration at level 1 to 432 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005983006391 0.003337077926 and volume-weighted sum -85275.41896 Subtracting -1.850595029e-05 from rhs in subdomain 0 Sum after subtraction -2.949029909e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006168065894 MLMG: Initial residual (resid0) = 0.0006168065894 MLMG: Final Iter. 5 resid, resid/bnorm = 5.735022055e-11, 9.29792605e-08 MLMG: Timers: Solve = 0.001817179 Iter = 0.001581648 Bottom = 0.000161532 Time in solve 0.002301428 Max/L2 norm of divergence after solve at level 1 : 1.850600765e-05 0.001256225563 and volume-weighted sum -85275.41896 Time integration of scalars at level 1 from 430 to 432 with dt = 2 using RHS created at 432 Done with advance_dycore at level 1 [Level 1 step 216] Advanced 4608 cells Coarse STEP 216 ends. TIME = 432 DT = 2 Timestep time = 0.030581148 seconds. Coarse STEP 217 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.389500887 (terrain aware) 1.389500887 (terrain unaware) Anelastic dt at level 0 would be: 6.716294299 (terrain aware) 6.716294299 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2672491343 (terrain aware) 0.2672491343 (terrain unaware) Anelastic dt at level 1 would be: 3.126255545 (terrain aware) 3.126255545 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 217] ADVANCE from elapsed time = 432 to 434 with dt = 2 Making slow rhs at time 432 for fast variables advancing from 432 to 432.6666666667 Fast time integration at level 0 from 432 to 432.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 432 to 432.6666666667 with dt = 0.6666666666667 using RHS created at 432 Making slow rhs at time 432.6666666667 for fast variables advancing from 432 to 433 Fast time integration at level 0 from 432 to 432.5 with dt = 0.5 Fast time integration at level 0 from 432.5 to 433 with dt = 0.5 Time integration of scalars at level 0 from 432 to 433 with dt = 1 using RHS created at 432.6666666667 Making slow rhs at time 433 for fast variables advancing from 432 to 434 Fast time integration at level 0 from 432 to 432.5 with dt = 0.5 Fast time integration at level 0 from 432.5 to 433 with dt = 0.5 Fast time integration at level 0 from 433 to 433.5 with dt = 0.5 Fast time integration at level 0 from 433.5 to 434 with dt = 0.5 Time integration of scalars at level 0 from 432 to 434 with dt = 2 using RHS created at 433 Done with advance_dycore at level 0 [Level 0 step 217] Advanced 4096 cells [Level 1 step 217] ADVANCE from elapsed time = 432 to 434 with dt = 2 Making slow rhs at time 432 for fast variables advancing from 432 to 434 No-substepping time integration at level 1 to 434 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005661547647 0.003359529125 and volume-weighted sum -71182.97294 Subtracting -1.544769378e-05 from rhs in subdomain 0 Sum after subtraction -1.797607202e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005816024585 MLMG: Initial residual (resid0) = 0.0005816024585 MLMG: Final Iter. 6 resid, resid/bnorm = 8.056898333e-12, 1.385293032e-08 MLMG: Timers: Solve = 0.002421824 Iter = 0.002183467 Bottom = 0.000194543 Time in solve 0.002896881 Max/L2 norm of divergence after solve at level 1 : 1.544770184e-05 0.001048624226 and volume-weighted sum -71182.97294 Time integration of scalars at level 1 from 432 to 434 with dt = 2 using RHS created at 432 Making slow rhs at time 434 for fast variables advancing from 432 to 434 No-substepping time integration at level 1 to 434 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000574985259 0.003255286756 and volume-weighted sum -71182.97294 Subtracting -1.544769378e-05 from rhs in subdomain 0 Sum after subtraction -2.656295323e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005904329528 MLMG: Initial residual (resid0) = 0.0005904329528 MLMG: Final Iter. 5 resid, resid/bnorm = 5.822657386e-11, 9.861674146e-08 MLMG: Timers: Solve = 0.001813536 Iter = 0.001578755 Bottom = 0.000161224 Time in solve 0.00228116 Max/L2 norm of divergence after solve at level 1 : 1.544775201e-05 0.001048624226 and volume-weighted sum -71182.97294 Time integration of scalars at level 1 from 432 to 434 with dt = 2 using RHS created at 434 Done with advance_dycore at level 1 [Level 1 step 217] Advanced 4608 cells Coarse STEP 217 ends. TIME = 434 DT = 2 Timestep time = 0.030797947 seconds. Coarse STEP 218 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.388814484 (terrain aware) 1.388814484 (terrain unaware) Anelastic dt at level 0 would be: 6.70164868 (terrain aware) 6.70164868 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2671504389 (terrain aware) 0.2671504389 (terrain unaware) Anelastic dt at level 1 would be: 3.116479368 (terrain aware) 3.116479368 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 218] ADVANCE from elapsed time = 434 to 436 with dt = 2 Making slow rhs at time 434 for fast variables advancing from 434 to 434.6666666667 Fast time integration at level 0 from 434 to 434.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 434 to 434.6666666667 with dt = 0.6666666666667 using RHS created at 434 Making slow rhs at time 434.6666666667 for fast variables advancing from 434 to 435 Fast time integration at level 0 from 434 to 434.5 with dt = 0.5 Fast time integration at level 0 from 434.5 to 435 with dt = 0.5 Time integration of scalars at level 0 from 434 to 435 with dt = 1 using RHS created at 434.6666666667 Making slow rhs at time 435 for fast variables advancing from 434 to 436 Fast time integration at level 0 from 434 to 434.5 with dt = 0.5 Fast time integration at level 0 from 434.5 to 435 with dt = 0.5 Fast time integration at level 0 from 435 to 435.5 with dt = 0.5 Fast time integration at level 0 from 435.5 to 436 with dt = 0.5 Time integration of scalars at level 0 from 434 to 436 with dt = 2 using RHS created at 435 Done with advance_dycore at level 0 [Level 0 step 218] Advanced 4096 cells [Level 1 step 218] ADVANCE from elapsed time = 434 to 436 with dt = 2 Making slow rhs at time 434 for fast variables advancing from 434 to 436 No-substepping time integration at level 1 to 436 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005619661258 0.00321417822 and volume-weighted sum -54410.56706 Subtracting -1.180784875e-05 from rhs in subdomain 0 Sum after subtraction -2.818925648e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005737739746 MLMG: Initial residual (resid0) = 0.0005737739746 MLMG: Final Iter. 5 resid, resid/bnorm = 7.446920218e-11, 1.297883931e-07 MLMG: Timers: Solve = 0.001829639 Iter = 0.001591636 Bottom = 0.000165108 Time in solve 0.002294658 Max/L2 norm of divergence after solve at level 1 : 1.180792322e-05 0.0008015433528 and volume-weighted sum -54410.56706 Time integration of scalars at level 1 from 434 to 436 with dt = 2 using RHS created at 434 Making slow rhs at time 436 for fast variables advancing from 434 to 436 No-substepping time integration at level 1 to 436 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005860157457 0.003173978118 and volume-weighted sum -54410.56706 Subtracting -1.180784875e-05 from rhs in subdomain 0 Sum after subtraction -1.734723476e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005978235945 MLMG: Initial residual (resid0) = 0.0005978235945 MLMG: Final Iter. 5 resid, resid/bnorm = 5.906651231e-11, 9.880257799e-08 MLMG: Timers: Solve = 0.001817599 Iter = 0.001580213 Bottom = 0.000161211 Time in solve 0.00229735 Max/L2 norm of divergence after solve at level 1 : 1.180790782e-05 0.0008015433528 and volume-weighted sum -54410.56706 Time integration of scalars at level 1 from 434 to 436 with dt = 2 using RHS created at 436 Done with advance_dycore at level 1 [Level 1 step 218] Advanced 4608 cells Coarse STEP 218 ends. TIME = 436 DT = 2 Timestep time = 0.030404699 seconds. Coarse STEP 219 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.388203667 (terrain aware) 1.388203667 (terrain unaware) Anelastic dt at level 0 would be: 6.68774121 (terrain aware) 6.68774121 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2670629777 (terrain aware) 0.2670629777 (terrain unaware) Anelastic dt at level 1 would be: 3.108331037 (terrain aware) 3.108331037 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 219] ADVANCE from elapsed time = 436 to 438 with dt = 2 Making slow rhs at time 436 for fast variables advancing from 436 to 436.6666666667 Fast time integration at level 0 from 436 to 436.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 436 to 436.6666666667 with dt = 0.6666666666667 using RHS created at 436 Making slow rhs at time 436.6666666667 for fast variables advancing from 436 to 437 Fast time integration at level 0 from 436 to 436.5 with dt = 0.5 Fast time integration at level 0 from 436.5 to 437 with dt = 0.5 Time integration of scalars at level 0 from 436 to 437 with dt = 1 using RHS created at 436.6666666667 Making slow rhs at time 437 for fast variables advancing from 436 to 438 Fast time integration at level 0 from 436 to 436.5 with dt = 0.5 Fast time integration at level 0 from 436.5 to 437 with dt = 0.5 Fast time integration at level 0 from 437 to 437.5 with dt = 0.5 Fast time integration at level 0 from 437.5 to 438 with dt = 0.5 Time integration of scalars at level 0 from 436 to 438 with dt = 2 using RHS created at 437 Done with advance_dycore at level 0 [Level 0 step 219] Advanced 4096 cells [Level 1 step 219] ADVANCE from elapsed time = 436 to 438 with dt = 2 Making slow rhs at time 436 for fast variables advancing from 436 to 438 No-substepping time integration at level 1 to 438 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005816567084 0.003131593869 and volume-weighted sum -37117.77202 Subtracting -8.055072052e-06 from rhs in subdomain 0 Sum after subtraction -1.465841337e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005897117805 MLMG: Initial residual (resid0) = 0.0005897117805 MLMG: Final Iter. 5 resid, resid/bnorm = 6.633397492e-11, 1.124854159e-07 MLMG: Timers: Solve = 0.001816632 Iter = 0.001577754 Bottom = 0.00016425 Time in solve 0.002284374 Max/L2 norm of divergence after solve at level 1 : 8.055138386e-06 0.0005467964228 and volume-weighted sum -37117.77202 Time integration of scalars at level 1 from 436 to 438 with dt = 2 using RHS created at 436 Making slow rhs at time 438 for fast variables advancing from 436 to 438 No-substepping time integration at level 1 to 438 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005965545165 0.003110693106 and volume-weighted sum -37117.77202 Subtracting -8.055072052e-06 from rhs in subdomain 0 Sum after subtraction -2.578232766e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006046095886 MLMG: Initial residual (resid0) = 0.0006046095886 MLMG: Final Iter. 5 resid, resid/bnorm = 5.976163512e-11, 9.884334659e-08 MLMG: Timers: Solve = 0.001798955 Iter = 0.001562265 Bottom = 0.00016349 Time in solve 0.002267454 Max/L2 norm of divergence after solve at level 1 : 8.055131814e-06 0.0005467964228 and volume-weighted sum -37117.77202 Time integration of scalars at level 1 from 436 to 438 with dt = 2 using RHS created at 438 Done with advance_dycore at level 1 [Level 1 step 219] Advanced 4608 cells Coarse STEP 219 ends. TIME = 438 DT = 2 Timestep time = 0.030480137 seconds. Coarse STEP 220 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.387313517 (terrain aware) 1.387313517 (terrain unaware) Anelastic dt at level 0 would be: 6.666183997 (terrain aware) 6.666183997 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2669448997 (terrain aware) 0.2669448997 (terrain unaware) Anelastic dt at level 1 would be: 3.097084939 (terrain aware) 3.097084939 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 220] ADVANCE from elapsed time = 438 to 440 with dt = 2 Making slow rhs at time 438 for fast variables advancing from 438 to 438.6666666667 Fast time integration at level 0 from 438 to 438.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 438 to 438.6666666667 with dt = 0.6666666666667 using RHS created at 438 Making slow rhs at time 438.6666666667 for fast variables advancing from 438 to 439 Fast time integration at level 0 from 438 to 438.5 with dt = 0.5 Fast time integration at level 0 from 438.5 to 439 with dt = 0.5 Time integration of scalars at level 0 from 438 to 439 with dt = 1 using RHS created at 438.6666666667 Making slow rhs at time 439 for fast variables advancing from 438 to 440 Fast time integration at level 0 from 438 to 438.5 with dt = 0.5 Fast time integration at level 0 from 438.5 to 439 with dt = 0.5 Fast time integration at level 0 from 439 to 439.5 with dt = 0.5 Fast time integration at level 0 from 439.5 to 440 with dt = 0.5 Time integration of scalars at level 0 from 438 to 440 with dt = 2 using RHS created at 439 Done with advance_dycore at level 0 [Level 0 step 220] Advanced 4096 cells [Level 1 step 220] ADVANCE from elapsed time = 438 to 440 with dt = 2 Making slow rhs at time 438 for fast variables advancing from 438 to 440 No-substepping time integration at level 1 to 440 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005634452066 0.003090960614 and volume-weighted sum -18580.3172 Subtracting -4.032186892e-06 from rhs in subdomain 0 Sum after subtraction 6.071532166e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005674773935 MLMG: Initial residual (resid0) = 0.0005674773935 MLMG: Final Iter. 5 resid, resid/bnorm = 8.956969833e-11, 1.578383551e-07 MLMG: Timers: Solve = 0.001817035 Iter = 0.001567684 Bottom = 0.000167651 Time in solve 0.002282089 Max/L2 norm of divergence after solve at level 1 : 4.03225224e-06 0.0002737139227 and volume-weighted sum -18580.3172 Time integration of scalars at level 1 from 438 to 440 with dt = 2 using RHS created at 438 Making slow rhs at time 440 for fast variables advancing from 438 to 440 No-substepping time integration at level 1 to 440 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000591504346 0.003066125148 and volume-weighted sum -18580.3172 Subtracting -4.032186892e-06 from rhs in subdomain 0 Sum after subtraction -6.071532166e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005955365329 MLMG: Initial residual (resid0) = 0.0005955365329 MLMG: Final Iter. 5 resid, resid/bnorm = 6.029597721e-11, 1.012464792e-07 MLMG: Timers: Solve = 0.002117101 Iter = 0.001590872 Bottom = 0.000162284 Time in solve 0.002583268 Max/L2 norm of divergence after solve at level 1 : 4.032247188e-06 0.0002737139227 and volume-weighted sum -18580.3172 Time integration of scalars at level 1 from 438 to 440 with dt = 2 using RHS created at 440 Done with advance_dycore at level 1 [Level 1 step 220] Advanced 4608 cells Coarse STEP 220 ends. TIME = 440 DT = 2 Timestep time = 0.030435332 seconds. Coarse STEP 221 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.386395695 (terrain aware) 1.386395695 (terrain unaware) Anelastic dt at level 0 would be: 6.645990824 (terrain aware) 6.645990824 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2668290123 (terrain aware) 0.2668290123 (terrain unaware) Anelastic dt at level 1 would be: 3.084130688 (terrain aware) 3.084130688 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 221] ADVANCE from elapsed time = 440 to 442 with dt = 2 Making slow rhs at time 440 for fast variables advancing from 440 to 440.6666666667 Fast time integration at level 0 from 440 to 440.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 440 to 440.6666666667 with dt = 0.6666666666667 using RHS created at 440 Making slow rhs at time 440.6666666667 for fast variables advancing from 440 to 441 Fast time integration at level 0 from 440 to 440.5 with dt = 0.5 Fast time integration at level 0 from 440.5 to 441 with dt = 0.5 Time integration of scalars at level 0 from 440 to 441 with dt = 1 using RHS created at 440.6666666667 Making slow rhs at time 441 for fast variables advancing from 440 to 442 Fast time integration at level 0 from 440 to 440.5 with dt = 0.5 Fast time integration at level 0 from 440.5 to 441 with dt = 0.5 Fast time integration at level 0 from 441 to 441.5 with dt = 0.5 Fast time integration at level 0 from 441.5 to 442 with dt = 0.5 Time integration of scalars at level 0 from 440 to 442 with dt = 2 using RHS created at 441 Done with advance_dycore at level 0 [Level 0 step 221] Advanced 4096 cells [Level 1 step 221] ADVANCE from elapsed time = 440 to 442 with dt = 2 Making slow rhs at time 440 for fast variables advancing from 440 to 442 No-substepping time integration at level 1 to 442 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005808555192 0.003106361921 and volume-weighted sum 3112.234706 Subtracting 6.753981566e-07 from rhs in subdomain 0 Sum after subtraction -5.854691731e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005801801211 MLMG: Initial residual (resid0) = 0.0005801801211 MLMG: Final Iter. 6 resid, resid/bnorm = 1.141821174e-11, 1.968046014e-08 MLMG: Timers: Solve = 0.002101734 Iter = 0.00186459 Bottom = 0.000194227 Time in solve 0.002568987 Max/L2 norm of divergence after solve at level 1 : 6.754063773e-07 4.584754719e-05 and volume-weighted sum 3112.234706 Time integration of scalars at level 1 from 440 to 442 with dt = 2 using RHS created at 440 Making slow rhs at time 442 for fast variables advancing from 440 to 442 No-substepping time integration at level 1 to 442 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006042452616 0.003045605359 and volume-weighted sum 3112.234706 Subtracting 6.753981566e-07 from rhs in subdomain 0 Sum after subtraction -3.491130995e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006035698634 MLMG: Initial residual (resid0) = 0.0006035698634 MLMG: Final Iter. 5 resid, resid/bnorm = 6.073598713e-11, 1.006279319e-07 MLMG: Timers: Solve = 0.002111833 Iter = 0.001875709 Bottom = 0.000159373 Time in solve 0.002579691 Max/L2 norm of divergence after solve at level 1 : 6.754450863e-07 4.584754719e-05 and volume-weighted sum 3112.234706 Time integration of scalars at level 1 from 440 to 442 with dt = 2 using RHS created at 442 Done with advance_dycore at level 1 [Level 1 step 221] Advanced 4608 cells Coarse STEP 221 ends. TIME = 442 DT = 2 Timestep time = 0.031645795 seconds. Coarse STEP 222 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.385549561 (terrain aware) 1.385549561 (terrain unaware) Anelastic dt at level 0 would be: 6.62718447 (terrain aware) 6.62718447 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2667018786 (terrain aware) 0.2667018786 (terrain unaware) Anelastic dt at level 1 would be: 3.072687444 (terrain aware) 3.072687444 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 222] ADVANCE from elapsed time = 442 to 444 with dt = 2 Making slow rhs at time 442 for fast variables advancing from 442 to 442.6666666667 Fast time integration at level 0 from 442 to 442.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 442 to 442.6666666667 with dt = 0.6666666666667 using RHS created at 442 Making slow rhs at time 442.6666666667 for fast variables advancing from 442 to 443 Fast time integration at level 0 from 442 to 442.5 with dt = 0.5 Fast time integration at level 0 from 442.5 to 443 with dt = 0.5 Time integration of scalars at level 0 from 442 to 443 with dt = 1 using RHS created at 442.6666666667 Making slow rhs at time 443 for fast variables advancing from 442 to 444 Fast time integration at level 0 from 442 to 442.5 with dt = 0.5 Fast time integration at level 0 from 442.5 to 443 with dt = 0.5 Fast time integration at level 0 from 443 to 443.5 with dt = 0.5 Fast time integration at level 0 from 443.5 to 444 with dt = 0.5 Time integration of scalars at level 0 from 442 to 444 with dt = 2 using RHS created at 443 Done with advance_dycore at level 0 [Level 0 step 222] Advanced 4096 cells [Level 1 step 222] ADVANCE from elapsed time = 442 to 444 with dt = 2 Making slow rhs at time 442 for fast variables advancing from 442 to 444 No-substepping time integration at level 1 to 444 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005527930356 0.003160979507 and volume-weighted sum 28438.58458 Subtracting 6.171567834e-06 from rhs in subdomain 0 Sum after subtraction 4.90059382e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005466214678 MLMG: Initial residual (resid0) = 0.0005466214678 MLMG: Final Iter. 6 resid, resid/bnorm = 1.386542381e-11, 2.53656774e-08 MLMG: Timers: Solve = 0.002109897 Iter = 0.001863046 Bottom = 0.000197213 Time in solve 0.002602101 Max/L2 norm of divergence after solve at level 1 : 6.171577991e-06 0.0004189399167 and volume-weighted sum 28438.58458 Time integration of scalars at level 1 from 442 to 444 with dt = 2 using RHS created at 442 Making slow rhs at time 444 for fast variables advancing from 442 to 444 No-substepping time integration at level 1 to 444 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005850963338 0.003067656746 and volume-weighted sum 28438.58458 Subtracting 6.171567834e-06 from rhs in subdomain 0 Sum after subtraction 1.214306433e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000578924766 MLMG: Initial residual (resid0) = 0.000578924766 MLMG: Final Iter. 5 resid, resid/bnorm = 6.096733562e-11, 1.053113275e-07 MLMG: Timers: Solve = 0.001821526 Iter = 0.001587162 Bottom = 0.000165898 Time in solve 0.002289476 Max/L2 norm of divergence after solve at level 1 : 6.171611503e-06 0.0004189399167 and volume-weighted sum 28438.58458 Time integration of scalars at level 1 from 442 to 444 with dt = 2 using RHS created at 444 Done with advance_dycore at level 1 [Level 1 step 222] Advanced 4608 cells Coarse STEP 222 ends. TIME = 444 DT = 2 Timestep time = 0.03053745 seconds. Coarse STEP 223 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.384776519 (terrain aware) 1.384776519 (terrain unaware) Anelastic dt at level 0 would be: 6.609792476 (terrain aware) 6.609792476 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.266571416 (terrain aware) 0.266571416 (terrain unaware) Anelastic dt at level 1 would be: 3.063028483 (terrain aware) 3.063028483 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 223] ADVANCE from elapsed time = 444 to 446 with dt = 2 Making slow rhs at time 444 for fast variables advancing from 444 to 444.6666666667 Fast time integration at level 0 from 444 to 444.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 444 to 444.6666666667 with dt = 0.6666666666667 using RHS created at 444 Making slow rhs at time 444.6666666667 for fast variables advancing from 444 to 445 Fast time integration at level 0 from 444 to 444.5 with dt = 0.5 Fast time integration at level 0 from 444.5 to 445 with dt = 0.5 Time integration of scalars at level 0 from 444 to 445 with dt = 1 using RHS created at 444.6666666667 Making slow rhs at time 445 for fast variables advancing from 444 to 446 Fast time integration at level 0 from 444 to 444.5 with dt = 0.5 Fast time integration at level 0 from 444.5 to 445 with dt = 0.5 Fast time integration at level 0 from 445 to 445.5 with dt = 0.5 Fast time integration at level 0 from 445.5 to 446 with dt = 0.5 Time integration of scalars at level 0 from 444 to 446 with dt = 2 using RHS created at 445 Done with advance_dycore at level 0 [Level 0 step 223] Advanced 4096 cells [Level 1 step 223] ADVANCE from elapsed time = 444 to 446 with dt = 2 Making slow rhs at time 444 for fast variables advancing from 444 to 446 No-substepping time integration at level 1 to 446 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005674739041 0.003218100651 and volume-weighted sum 54856.49085 Subtracting 1.190462041e-05 from rhs in subdomain 0 Sum after subtraction 1.149254303e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005555692837 MLMG: Initial residual (resid0) = 0.0005555692837 MLMG: Final Iter. 6 resid, resid/bnorm = 1.128439599e-11, 2.031141087e-08 MLMG: Timers: Solve = 0.00211475 Iter = 0.001864709 Bottom = 0.000197792 Time in solve 0.002582839 Max/L2 norm of divergence after solve at level 1 : 1.190462792e-05 0.0008081124306 and volume-weighted sum 54856.49085 Time integration of scalars at level 1 from 444 to 446 with dt = 2 using RHS created at 444 Making slow rhs at time 446 for fast variables advancing from 444 to 446 No-substepping time integration at level 1 to 446 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005982610957 0.003138396836 and volume-weighted sum 54856.49085 Subtracting 1.190462041e-05 from rhs in subdomain 0 Sum after subtraction 1.563419533e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005863564753 MLMG: Initial residual (resid0) = 0.0005863564753 MLMG: Final Iter. 5 resid, resid/bnorm = 6.111758029e-11, 1.042328052e-07 MLMG: Timers: Solve = 0.001867822 Iter = 0.001628983 Bottom = 0.000159463 Time in solve 0.002336452 Max/L2 norm of divergence after solve at level 1 : 1.19046621e-05 0.0008081124306 and volume-weighted sum 54856.49085 Time integration of scalars at level 1 from 444 to 446 with dt = 2 using RHS created at 446 Done with advance_dycore at level 1 [Level 1 step 223] Advanced 4608 cells Coarse STEP 223 ends. TIME = 446 DT = 2 Timestep time = 0.030655714 seconds. Coarse STEP 224 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.384079972 (terrain aware) 1.384079972 (terrain unaware) Anelastic dt at level 0 would be: 6.593919909 (terrain aware) 6.593919909 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2664533385 (terrain aware) 0.2664533385 (terrain unaware) Anelastic dt at level 1 would be: 3.05032366 (terrain aware) 3.05032366 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 224] ADVANCE from elapsed time = 446 to 448 with dt = 2 Making slow rhs at time 446 for fast variables advancing from 446 to 446.6666666667 Fast time integration at level 0 from 446 to 446.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 446 to 446.6666666667 with dt = 0.6666666666667 using RHS created at 446 Making slow rhs at time 446.6666666667 for fast variables advancing from 446 to 447 Fast time integration at level 0 from 446 to 446.5 with dt = 0.5 Fast time integration at level 0 from 446.5 to 447 with dt = 0.5 Time integration of scalars at level 0 from 446 to 447 with dt = 1 using RHS created at 446.6666666667 Making slow rhs at time 447 for fast variables advancing from 446 to 448 Fast time integration at level 0 from 446 to 446.5 with dt = 0.5 Fast time integration at level 0 from 446.5 to 447 with dt = 0.5 Fast time integration at level 0 from 447 to 447.5 with dt = 0.5 Fast time integration at level 0 from 447.5 to 448 with dt = 0.5 Time integration of scalars at level 0 from 446 to 448 with dt = 2 using RHS created at 447 Done with advance_dycore at level 0 [Level 0 step 224] Advanced 4096 cells [Level 1 step 224] ADVANCE from elapsed time = 446 to 448 with dt = 2 Making slow rhs at time 446 for fast variables advancing from 446 to 448 No-substepping time integration at level 1 to 448 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005786648567 0.003302228042 and volume-weighted sum 77380.29508 Subtracting 1.679259876e-05 from rhs in subdomain 0 Sum after subtraction -1.45716772e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005618722579 MLMG: Initial residual (resid0) = 0.0005618722579 MLMG: Final Iter. 6 resid, resid/bnorm = 9.61008626e-12, 1.710368527e-08 MLMG: Timers: Solve = 0.002498052 Iter = 0.001889658 Bottom = 0.000188755 Time in solve 0.002962597 Max/L2 norm of divergence after solve at level 1 : 1.679260164e-05 0.001139919404 and volume-weighted sum 77380.29508 Time integration of scalars at level 1 from 446 to 448 with dt = 2 using RHS created at 446 Making slow rhs at time 448 for fast variables advancing from 446 to 448 No-substepping time integration at level 1 to 448 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005843342769 0.003233978365 and volume-weighted sum 77380.29508 Subtracting 1.679259876e-05 from rhs in subdomain 0 Sum after subtraction -1.574261554e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005675416781 MLMG: Initial residual (resid0) = 0.0005675416781 MLMG: Final Iter. 5 resid, resid/bnorm = 6.099168395e-11, 1.074664404e-07 MLMG: Timers: Solve = 0.00180242 Iter = 0.001561871 Bottom = 0.000163009 Time in solve 0.002269838 Max/L2 norm of divergence after solve at level 1 : 1.679263795e-05 0.001139919404 and volume-weighted sum 77380.29508 Time integration of scalars at level 1 from 446 to 448 with dt = 2 using RHS created at 448 Done with advance_dycore at level 1 [Level 1 step 224] Advanced 4608 cells Coarse STEP 224 ends. TIME = 448 DT = 2 Timestep time = 0.030913628 seconds. Coarse STEP 225 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.383465817 (terrain aware) 1.383465817 (terrain unaware) Anelastic dt at level 0 would be: 6.579755814 (terrain aware) 6.579755814 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663499362 (terrain aware) 0.2663499362 (terrain unaware) Anelastic dt at level 1 would be: 3.03850694 (terrain aware) 3.03850694 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 225] ADVANCE from elapsed time = 448 to 450 with dt = 2 Making slow rhs at time 448 for fast variables advancing from 448 to 448.6666666667 Fast time integration at level 0 from 448 to 448.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 448 to 448.6666666667 with dt = 0.6666666666667 using RHS created at 448 Making slow rhs at time 448.6666666667 for fast variables advancing from 448 to 449 Fast time integration at level 0 from 448 to 448.5 with dt = 0.5 Fast time integration at level 0 from 448.5 to 449 with dt = 0.5 Time integration of scalars at level 0 from 448 to 449 with dt = 1 using RHS created at 448.6666666667 Making slow rhs at time 449 for fast variables advancing from 448 to 450 Fast time integration at level 0 from 448 to 448.5 with dt = 0.5 Fast time integration at level 0 from 448.5 to 449 with dt = 0.5 Fast time integration at level 0 from 449 to 449.5 with dt = 0.5 Fast time integration at level 0 from 449.5 to 450 with dt = 0.5 Time integration of scalars at level 0 from 448 to 450 with dt = 2 using RHS created at 449 Done with advance_dycore at level 0 [Level 0 step 225] Advanced 4096 cells [Level 1 step 225] ADVANCE from elapsed time = 448 to 450 with dt = 2 Making slow rhs at time 448 for fast variables advancing from 448 to 450 No-substepping time integration at level 1 to 450 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005785601169 0.003426218989 and volume-weighted sum 90728.47047 Subtracting 1.968933821e-05 from rhs in subdomain 0 Sum after subtraction 1.188285581e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005588707787 MLMG: Initial residual (resid0) = 0.0005588707787 MLMG: Final Iter. 6 resid, resid/bnorm = 9.230962411e-12, 1.651716777e-08 MLMG: Timers: Solve = 0.002201815 Iter = 0.00195352 Bottom = 0.000194427 Time in solve 0.002673806 Max/L2 norm of divergence after solve at level 1 : 1.968934688e-05 0.001336556598 and volume-weighted sum 90728.47047 Time integration of scalars at level 1 from 448 to 450 with dt = 2 using RHS created at 448 Making slow rhs at time 450 for fast variables advancing from 448 to 450 No-substepping time integration at level 1 to 450 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005987074303 0.003303933723 and volume-weighted sum 90728.47047 Subtracting 1.968933821e-05 from rhs in subdomain 0 Sum after subtraction 1.908195824e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005790180921 MLMG: Initial residual (resid0) = 0.0005790180921 MLMG: Final Iter. 5 resid, resid/bnorm = 6.055141679e-11, 1.045760359e-07 MLMG: Timers: Solve = 0.00178225 Iter = 0.001544959 Bottom = 0.00015821 Time in solve 0.00226068 Max/L2 norm of divergence after solve at level 1 : 1.968937456e-05 0.001336556598 and volume-weighted sum 90728.47047 Time integration of scalars at level 1 from 448 to 450 with dt = 2 using RHS created at 450 Done with advance_dycore at level 1 [Level 1 step 225] Advanced 4608 cells Coarse STEP 225 ends. TIME = 450 DT = 2 Timestep time = 0.030842994 seconds. Coarse STEP 226 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.382940952 (terrain aware) 1.382940952 (terrain unaware) Anelastic dt at level 0 would be: 6.567523304 (terrain aware) 6.567523304 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2662393159 (terrain aware) 0.2662393159 (terrain unaware) Anelastic dt at level 1 would be: 3.028900923 (terrain aware) 3.028900923 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 226] ADVANCE from elapsed time = 450 to 452 with dt = 2 Making slow rhs at time 450 for fast variables advancing from 450 to 450.6666666667 Fast time integration at level 0 from 450 to 450.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 450 to 450.6666666667 with dt = 0.6666666666667 using RHS created at 450 Making slow rhs at time 450.6666666667 for fast variables advancing from 450 to 451 Fast time integration at level 0 from 450 to 450.5 with dt = 0.5 Fast time integration at level 0 from 450.5 to 451 with dt = 0.5 Time integration of scalars at level 0 from 450 to 451 with dt = 1 using RHS created at 450.6666666667 Making slow rhs at time 451 for fast variables advancing from 450 to 452 Fast time integration at level 0 from 450 to 450.5 with dt = 0.5 Fast time integration at level 0 from 450.5 to 451 with dt = 0.5 Fast time integration at level 0 from 451 to 451.5 with dt = 0.5 Fast time integration at level 0 from 451.5 to 452 with dt = 0.5 Time integration of scalars at level 0 from 450 to 452 with dt = 2 using RHS created at 451 Done with advance_dycore at level 0 [Level 0 step 226] Advanced 4096 cells [Level 1 step 226] ADVANCE from elapsed time = 450 to 452 with dt = 2 Making slow rhs at time 450 for fast variables advancing from 450 to 452 No-substepping time integration at level 1 to 452 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005875569496 0.003505451201 and volume-weighted sum 91684.98626 Subtracting 1.989691542e-05 from rhs in subdomain 0 Sum after subtraction -9.627715292e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005676600342 MLMG: Initial residual (resid0) = 0.0005676600342 MLMG: Final Iter. 6 resid, resid/bnorm = 1.572669796e-11, 2.77044305e-08 MLMG: Timers: Solve = 0.002091494 Iter = 0.001851808 Bottom = 0.00019189 Time in solve 0.002567494 Max/L2 norm of divergence after solve at level 1 : 1.989693115e-05 0.001350647407 and volume-weighted sum 91684.98626 Time integration of scalars at level 1 from 450 to 452 with dt = 2 using RHS created at 450 Making slow rhs at time 452 for fast variables advancing from 450 to 452 No-substepping time integration at level 1 to 452 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000599426155 0.003304742455 and volume-weighted sum 91684.98626 Subtracting 1.989691542e-05 from rhs in subdomain 0 Sum after subtraction -2.970713953e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005795292396 MLMG: Initial residual (resid0) = 0.0005795292396 MLMG: Final Iter. 5 resid, resid/bnorm = 5.963450236e-11, 1.029016282e-07 MLMG: Timers: Solve = 0.001781218 Iter = 0.001546971 Bottom = 0.000157194 Time in solve 0.00225947 Max/L2 norm of divergence after solve at level 1 : 1.989694895e-05 0.001350647407 and volume-weighted sum 91684.98626 Time integration of scalars at level 1 from 450 to 452 with dt = 2 using RHS created at 452 Done with advance_dycore at level 1 [Level 1 step 226] Advanced 4608 cells Coarse STEP 226 ends. TIME = 452 DT = 2 Timestep time = 0.030672777 seconds. Coarse STEP 227 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.382511787 (terrain aware) 1.382511787 (terrain unaware) Anelastic dt at level 0 would be: 6.557419888 (terrain aware) 6.557419888 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661214891 (terrain aware) 0.2661214891 (terrain unaware) Anelastic dt at level 1 would be: 3.021107211 (terrain aware) 3.021107211 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 227] ADVANCE from elapsed time = 452 to 454 with dt = 2 Making slow rhs at time 452 for fast variables advancing from 452 to 452.6666666667 Fast time integration at level 0 from 452 to 452.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 452 to 452.6666666667 with dt = 0.6666666666667 using RHS created at 452 Making slow rhs at time 452.6666666667 for fast variables advancing from 452 to 453 Fast time integration at level 0 from 452 to 452.5 with dt = 0.5 Fast time integration at level 0 from 452.5 to 453 with dt = 0.5 Time integration of scalars at level 0 from 452 to 453 with dt = 1 using RHS created at 452.6666666667 Making slow rhs at time 453 for fast variables advancing from 452 to 454 Fast time integration at level 0 from 452 to 452.5 with dt = 0.5 Fast time integration at level 0 from 452.5 to 453 with dt = 0.5 Fast time integration at level 0 from 453 to 453.5 with dt = 0.5 Fast time integration at level 0 from 453.5 to 454 with dt = 0.5 Time integration of scalars at level 0 from 452 to 454 with dt = 2 using RHS created at 453 Done with advance_dycore at level 0 [Level 0 step 227] Advanced 4096 cells [Level 1 step 227] ADVANCE from elapsed time = 452 to 454 with dt = 2 Making slow rhs at time 452 for fast variables advancing from 452 to 454 No-substepping time integration at level 1 to 454 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005650379879 0.003457064016 and volume-weighted sum 80087.5795 Subtracting 1.738011708e-05 from rhs in subdomain 0 Sum after subtraction -1.015897436e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005476578709 MLMG: Initial residual (resid0) = 0.0005476578709 MLMG: Final Iter. 6 resid, resid/bnorm = 1.934839969e-11, 3.532935565e-08 MLMG: Timers: Solve = 0.002101707 Iter = 0.001857785 Bottom = 0.00018825 Time in solve 0.002565571 Max/L2 norm of divergence after solve at level 1 : 1.738013643e-05 0.00117980147 and volume-weighted sum 80087.5795 Time integration of scalars at level 1 from 452 to 454 with dt = 2 using RHS created at 452 Making slow rhs at time 454 for fast variables advancing from 452 to 454 No-substepping time integration at level 1 to 454 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005936217943 0.003234014918 and volume-weighted sum 80087.5795 Subtracting 1.738011708e-05 from rhs in subdomain 0 Sum after subtraction -3.924811864e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005762416772 MLMG: Initial residual (resid0) = 0.0005762416772 MLMG: Final Iter. 5 resid, resid/bnorm = 5.815329275e-11, 1.009182346e-07 MLMG: Timers: Solve = 0.001797318 Iter = 0.001558777 Bottom = 0.000158379 Time in solve 0.002264515 Max/L2 norm of divergence after solve at level 1 : 1.73801493e-05 0.00117980147 and volume-weighted sum 80087.5795 Time integration of scalars at level 1 from 452 to 454 with dt = 2 using RHS created at 454 Done with advance_dycore at level 1 [Level 1 step 227] Advanced 4608 cells Coarse STEP 227 ends. TIME = 454 DT = 2 Timestep time = 0.031022309 seconds. Coarse STEP 228 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.382181365 (terrain aware) 1.382181365 (terrain unaware) Anelastic dt at level 0 would be: 6.549537669 (terrain aware) 6.549537669 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660205812 (terrain aware) 0.2660205812 (terrain unaware) Anelastic dt at level 1 would be: 3.009532647 (terrain aware) 3.009532647 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 228] ADVANCE from elapsed time = 454 to 456 with dt = 2 Making slow rhs at time 454 for fast variables advancing from 454 to 454.6666666667 Fast time integration at level 0 from 454 to 454.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 454 to 454.6666666667 with dt = 0.6666666666667 using RHS created at 454 Making slow rhs at time 454.6666666667 for fast variables advancing from 454 to 455 Fast time integration at level 0 from 454 to 454.5 with dt = 0.5 Fast time integration at level 0 from 454.5 to 455 with dt = 0.5 Time integration of scalars at level 0 from 454 to 455 with dt = 1 using RHS created at 454.6666666667 Making slow rhs at time 455 for fast variables advancing from 454 to 456 Fast time integration at level 0 from 454 to 454.5 with dt = 0.5 Fast time integration at level 0 from 454.5 to 455 with dt = 0.5 Fast time integration at level 0 from 455 to 455.5 with dt = 0.5 Fast time integration at level 0 from 455.5 to 456 with dt = 0.5 Time integration of scalars at level 0 from 454 to 456 with dt = 2 using RHS created at 455 Done with advance_dycore at level 0 [Level 0 step 228] Advanced 4096 cells [Level 1 step 228] ADVANCE from elapsed time = 454 to 456 with dt = 2 Making slow rhs at time 454 for fast variables advancing from 454 to 456 No-substepping time integration at level 1 to 456 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005657622355 0.003302860149 and volume-weighted sum 58228.39078 Subtracting 1.263636953e-05 from rhs in subdomain 0 Sum after subtraction -8.185726402e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000553125866 MLMG: Initial residual (resid0) = 0.000553125866 MLMG: Final Iter. 6 resid, resid/bnorm = 1.800219692e-11, 3.254629376e-08 MLMG: Timers: Solve = 0.00208136 Iter = 0.001839741 Bottom = 0.000192171 Time in solve 0.002550154 Max/L2 norm of divergence after solve at level 1 : 1.263638753e-05 0.0008577852079 and volume-weighted sum 58228.39078 Time integration of scalars at level 1 from 454 to 456 with dt = 2 using RHS created at 454 Making slow rhs at time 456 for fast variables advancing from 454 to 456 No-substepping time integration at level 1 to 456 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005866581016 0.003126254715 and volume-weighted sum 58228.39078 Subtracting 1.263636953e-05 from rhs in subdomain 0 Sum after subtraction -5.637851297e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005740217321 MLMG: Initial residual (resid0) = 0.0005740217321 MLMG: Final Iter. 5 resid, resid/bnorm = 5.627446594e-11, 9.803542757e-08 MLMG: Timers: Solve = 0.002093998 Iter = 0.001593123 Bottom = 0.000160295 Time in solve 0.002571047 Max/L2 norm of divergence after solve at level 1 : 1.263640165e-05 0.0008577852079 and volume-weighted sum 58228.39078 Time integration of scalars at level 1 from 454 to 456 with dt = 2 using RHS created at 456 Done with advance_dycore at level 1 [Level 1 step 228] Advanced 4608 cells Coarse STEP 228 ends. TIME = 456 DT = 2 Timestep time = 0.030705026 seconds. Coarse STEP 229 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.381951574 (terrain aware) 1.381951574 (terrain unaware) Anelastic dt at level 0 would be: 6.543912186 (terrain aware) 6.543912186 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659384181 (terrain aware) 0.2659384181 (terrain unaware) Anelastic dt at level 1 would be: 3.000622529 (terrain aware) 3.000622529 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 229] ADVANCE from elapsed time = 456 to 458 with dt = 2 Making slow rhs at time 456 for fast variables advancing from 456 to 456.6666666667 Fast time integration at level 0 from 456 to 456.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 456 to 456.6666666667 with dt = 0.6666666666667 using RHS created at 456 Making slow rhs at time 456.6666666667 for fast variables advancing from 456 to 457 Fast time integration at level 0 from 456 to 456.5 with dt = 0.5 Fast time integration at level 0 from 456.5 to 457 with dt = 0.5 Time integration of scalars at level 0 from 456 to 457 with dt = 1 using RHS created at 456.6666666667 Making slow rhs at time 457 for fast variables advancing from 456 to 458 Fast time integration at level 0 from 456 to 456.5 with dt = 0.5 Fast time integration at level 0 from 456.5 to 457 with dt = 0.5 Fast time integration at level 0 from 457 to 457.5 with dt = 0.5 Fast time integration at level 0 from 457.5 to 458 with dt = 0.5 Time integration of scalars at level 0 from 456 to 458 with dt = 2 using RHS created at 457 Done with advance_dycore at level 0 [Level 0 step 229] Advanced 4096 cells [Level 1 step 229] ADVANCE from elapsed time = 456 to 458 with dt = 2 Making slow rhs at time 456 for fast variables advancing from 456 to 458 No-substepping time integration at level 1 to 458 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000549330553 0.003133990464 and volume-weighted sum 29660.4038 Subtracting 6.436719575e-06 from rhs in subdomain 0 Sum after subtraction -7.448468925e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005428938335 MLMG: Initial residual (resid0) = 0.0005428938335 MLMG: Final Iter. 6 resid, resid/bnorm = 1.272084643e-11, 2.343155448e-08 MLMG: Timers: Solve = 0.002194514 Iter = 0.001959179 Bottom = 0.0002038 Time in solve 0.002667439 Max/L2 norm of divergence after solve at level 1 : 6.436732296e-06 0.0004369390138 and volume-weighted sum 29660.4038 Time integration of scalars at level 1 from 456 to 458 with dt = 2 using RHS created at 456 Making slow rhs at time 458 for fast variables advancing from 456 to 458 No-substepping time integration at level 1 to 458 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005626642177 0.003032843169 and volume-weighted sum 29660.4038 Subtracting 6.436719575e-06 from rhs in subdomain 0 Sum after subtraction -3.339342691e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005562274981 MLMG: Initial residual (resid0) = 0.0005562274981 MLMG: Final Iter. 5 resid, resid/bnorm = 5.555480833e-11, 9.987785307e-08 MLMG: Timers: Solve = 0.00179343 Iter = 0.001554765 Bottom = 0.000164956 Time in solve 0.00227361 Max/L2 norm of divergence after solve at level 1 : 6.436751782e-06 0.0004369390138 and volume-weighted sum 29660.4038 Time integration of scalars at level 1 from 456 to 458 with dt = 2 using RHS created at 458 Done with advance_dycore at level 1 [Level 1 step 229] Advanced 4608 cells Coarse STEP 229 ends. TIME = 458 DT = 2 Timestep time = 0.030519685 seconds. Coarse STEP 230 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.381255048 (terrain aware) 1.381255048 (terrain unaware) Anelastic dt at level 0 would be: 6.529548536 (terrain aware) 6.529548536 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658268948 (terrain aware) 0.2658268948 (terrain unaware) Anelastic dt at level 1 would be: 2.994634443 (terrain aware) 2.994634443 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 230] ADVANCE from elapsed time = 458 to 460 with dt = 2 Making slow rhs at time 458 for fast variables advancing from 458 to 458.6666666667 Fast time integration at level 0 from 458 to 458.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 458 to 458.6666666667 with dt = 0.6666666666667 using RHS created at 458 Making slow rhs at time 458.6666666667 for fast variables advancing from 458 to 459 Fast time integration at level 0 from 458 to 458.5 with dt = 0.5 Fast time integration at level 0 from 458.5 to 459 with dt = 0.5 Time integration of scalars at level 0 from 458 to 459 with dt = 1 using RHS created at 458.6666666667 Making slow rhs at time 459 for fast variables advancing from 458 to 460 Fast time integration at level 0 from 458 to 458.5 with dt = 0.5 Fast time integration at level 0 from 458.5 to 459 with dt = 0.5 Fast time integration at level 0 from 459 to 459.5 with dt = 0.5 Fast time integration at level 0 from 459.5 to 460 with dt = 0.5 Time integration of scalars at level 0 from 458 to 460 with dt = 2 using RHS created at 459 Done with advance_dycore at level 0 [Level 0 step 230] Advanced 4096 cells [Level 1 step 230] ADVANCE from elapsed time = 458 to 460 with dt = 2 Making slow rhs at time 458 for fast variables advancing from 458 to 460 No-substepping time integration at level 1 to 460 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005408483382 0.00303738228 and volume-weighted sum -1624.791445 Subtracting -3.526023102e-07 from rhs in subdomain 0 Sum after subtraction -6.960577947e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005412009406 MLMG: Initial residual (resid0) = 0.0005412009406 MLMG: Final Iter. 6 resid, resid/bnorm = 5.379069105e-12, 9.939134806e-09 MLMG: Timers: Solve = 0.002087486 Iter = 0.001845986 Bottom = 0.000201297 Time in solve 0.002557269 Max/L2 norm of divergence after solve at level 1 : 3.526072225e-07 2.393543852e-05 and volume-weighted sum -1624.791445 Time integration of scalars at level 1 from 458 to 460 with dt = 2 using RHS created at 458 Making slow rhs at time 460 for fast variables advancing from 458 to 460 No-substepping time integration at level 1 to 460 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005553818679 0.002997569929 and volume-weighted sum -1624.791445 Subtracting -3.526023102e-07 from rhs in subdomain 0 Sum after subtraction -1.131907068e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005557344702 MLMG: Initial residual (resid0) = 0.0005557344702 MLMG: Final Iter. 5 resid, resid/bnorm = 5.474461313e-11, 9.850857931e-08 MLMG: Timers: Solve = 0.001792833 Iter = 0.00155476 Bottom = 0.000157679 Time in solve 0.002273044 Max/L2 norm of divergence after solve at level 1 : 3.526570548e-07 2.393543852e-05 and volume-weighted sum -1624.791445 Time integration of scalars at level 1 from 458 to 460 with dt = 2 using RHS created at 460 Done with advance_dycore at level 1 [Level 1 step 230] Advanced 4608 cells Coarse STEP 230 ends. TIME = 460 DT = 2 Timestep time = 0.030775513 seconds. Coarse STEP 231 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.38049238 (terrain aware) 1.38049238 (terrain unaware) Anelastic dt at level 0 would be: 6.512409838 (terrain aware) 6.512409838 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2657247874 (terrain aware) 0.2657247874 (terrain unaware) Anelastic dt at level 1 would be: 2.986084576 (terrain aware) 2.986084576 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 231] ADVANCE from elapsed time = 460 to 462 with dt = 2 Making slow rhs at time 460 for fast variables advancing from 460 to 460.6666666667 Fast time integration at level 0 from 460 to 460.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 460 to 460.6666666667 with dt = 0.6666666666667 using RHS created at 460 Making slow rhs at time 460.6666666667 for fast variables advancing from 460 to 461 Fast time integration at level 0 from 460 to 460.5 with dt = 0.5 Fast time integration at level 0 from 460.5 to 461 with dt = 0.5 Time integration of scalars at level 0 from 460 to 461 with dt = 1 using RHS created at 460.6666666667 Making slow rhs at time 461 for fast variables advancing from 460 to 462 Fast time integration at level 0 from 460 to 460.5 with dt = 0.5 Fast time integration at level 0 from 460.5 to 461 with dt = 0.5 Fast time integration at level 0 from 461 to 461.5 with dt = 0.5 Fast time integration at level 0 from 461.5 to 462 with dt = 0.5 Time integration of scalars at level 0 from 460 to 462 with dt = 2 using RHS created at 461 Done with advance_dycore at level 0 [Level 0 step 231] Advanced 4096 cells [Level 1 step 231] ADVANCE from elapsed time = 460 to 462 with dt = 2 Making slow rhs at time 460 for fast variables advancing from 460 to 462 No-substepping time integration at level 1 to 462 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005364969933 0.003052071486 and volume-weighted sum -31378.91861 Subtracting -6.809661157e-06 from rhs in subdomain 0 Sum after subtraction -2.320192649e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005433066544 MLMG: Initial residual (resid0) = 0.0005433066544 MLMG: Final Iter. 5 resid, resid/bnorm = 7.067924793e-11, 1.300908931e-07 MLMG: Timers: Solve = 0.001808781 Iter = 0.001569748 Bottom = 0.000167783 Time in solve 0.002281806 Max/L2 norm of divergence after solve at level 1 : 6.809731837e-06 0.0004622551279 and volume-weighted sum -31378.91861 Time integration of scalars at level 1 from 460 to 462 with dt = 2 using RHS created at 460 Making slow rhs at time 462 for fast variables advancing from 460 to 462 No-substepping time integration at level 1 to 462 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005456212034 0.003029967276 and volume-weighted sum -31378.91861 Subtracting -6.809661157e-06 from rhs in subdomain 0 Sum after subtraction -5.204170428e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005524308646 MLMG: Initial residual (resid0) = 0.0005524308646 MLMG: Final Iter. 5 resid, resid/bnorm = 5.403530433e-11, 9.781369542e-08 MLMG: Timers: Solve = 0.001791012 Iter = 0.001558728 Bottom = 0.000163221 Time in solve 0.002260794 Max/L2 norm of divergence after solve at level 1 : 6.809715193e-06 0.0004622551279 and volume-weighted sum -31378.91861 Time integration of scalars at level 1 from 460 to 462 with dt = 2 using RHS created at 462 Done with advance_dycore at level 1 [Level 1 step 231] Advanced 4608 cells Coarse STEP 231 ends. TIME = 462 DT = 2 Timestep time = 0.030901578 seconds. Coarse STEP 232 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.379789107 (terrain aware) 1.379789107 (terrain unaware) Anelastic dt at level 0 would be: 6.496581746 (terrain aware) 6.496581746 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2656426043 (terrain aware) 0.2656426043 (terrain unaware) Anelastic dt at level 1 would be: 2.977653057 (terrain aware) 2.977653057 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 232] ADVANCE from elapsed time = 462 to 464 with dt = 2 Making slow rhs at time 462 for fast variables advancing from 462 to 462.6666666667 Fast time integration at level 0 from 462 to 462.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 462 to 462.6666666667 with dt = 0.6666666666667 using RHS created at 462 Making slow rhs at time 462.6666666667 for fast variables advancing from 462 to 463 Fast time integration at level 0 from 462 to 462.5 with dt = 0.5 Fast time integration at level 0 from 462.5 to 463 with dt = 0.5 Time integration of scalars at level 0 from 462 to 463 with dt = 1 using RHS created at 462.6666666667 Making slow rhs at time 463 for fast variables advancing from 462 to 464 Fast time integration at level 0 from 462 to 462.5 with dt = 0.5 Fast time integration at level 0 from 462.5 to 463 with dt = 0.5 Fast time integration at level 0 from 463 to 463.5 with dt = 0.5 Fast time integration at level 0 from 463.5 to 464 with dt = 0.5 Time integration of scalars at level 0 from 462 to 464 with dt = 2 using RHS created at 463 Done with advance_dycore at level 0 [Level 0 step 232] Advanced 4096 cells [Level 1 step 232] ADVANCE from elapsed time = 462 to 464 with dt = 2 Making slow rhs at time 462 for fast variables advancing from 462 to 464 No-substepping time integration at level 1 to 464 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005279300221 0.003158116325 and volume-weighted sum -55338.15152 Subtracting -1.200914746e-05 from rhs in subdomain 0 Sum after subtraction 2.255140519e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005399391696 MLMG: Initial residual (resid0) = 0.0005399391696 MLMG: Final Iter. 6 resid, resid/bnorm = 8.104805414e-12, 1.501058984e-08 MLMG: Timers: Solve = 0.00236286 Iter = 0.002127044 Bottom = 0.000193103 Time in solve 0.002831005 Max/L2 norm of divergence after solve at level 1 : 1.200915557e-05 0.0008152079624 and volume-weighted sum -55338.15152 Time integration of scalars at level 1 from 462 to 464 with dt = 2 using RHS created at 462 Making slow rhs at time 464 for fast variables advancing from 462 to 464 No-substepping time integration at level 1 to 464 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005536320053 0.003101554376 and volume-weighted sum -55338.15152 Subtracting -1.200914746e-05 from rhs in subdomain 0 Sum after subtraction 6.093216209e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005656411528 MLMG: Initial residual (resid0) = 0.0005656411528 MLMG: Final Iter. 5 resid, resid/bnorm = 5.319345261e-11, 9.404098756e-08 MLMG: Timers: Solve = 0.001802106 Iter = 0.001565222 Bottom = 0.000160558 Time in solve 0.002274913 Max/L2 norm of divergence after solve at level 1 : 1.200920066e-05 0.0008152079624 and volume-weighted sum -55338.15152 Time integration of scalars at level 1 from 462 to 464 with dt = 2 using RHS created at 464 Done with advance_dycore at level 1 [Level 1 step 232] Advanced 4608 cells Coarse STEP 232 ends. TIME = 464 DT = 2 Timestep time = 0.030661156 seconds. Coarse STEP 233 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.379151679 (terrain aware) 1.379151679 (terrain unaware) Anelastic dt at level 0 would be: 6.48220108 (terrain aware) 6.48220108 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.265550352 (terrain aware) 0.265550352 (terrain unaware) Anelastic dt at level 1 would be: 2.972320581 (terrain aware) 2.972320581 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 233] ADVANCE from elapsed time = 464 to 466 with dt = 2 Making slow rhs at time 464 for fast variables advancing from 464 to 464.6666666667 Fast time integration at level 0 from 464 to 464.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 464 to 464.6666666667 with dt = 0.6666666666667 using RHS created at 464 Making slow rhs at time 464.6666666667 for fast variables advancing from 464 to 465 Fast time integration at level 0 from 464 to 464.5 with dt = 0.5 Fast time integration at level 0 from 464.5 to 465 with dt = 0.5 Time integration of scalars at level 0 from 464 to 465 with dt = 1 using RHS created at 464.6666666667 Making slow rhs at time 465 for fast variables advancing from 464 to 466 Fast time integration at level 0 from 464 to 464.5 with dt = 0.5 Fast time integration at level 0 from 464.5 to 465 with dt = 0.5 Fast time integration at level 0 from 465 to 465.5 with dt = 0.5 Fast time integration at level 0 from 465.5 to 466 with dt = 0.5 Time integration of scalars at level 0 from 464 to 466 with dt = 2 using RHS created at 465 Done with advance_dycore at level 0 [Level 0 step 233] Advanced 4096 cells [Level 1 step 233] ADVANCE from elapsed time = 464 to 466 with dt = 2 Making slow rhs at time 464 for fast variables advancing from 464 to 466 No-substepping time integration at level 1 to 466 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005223804109 0.003291644754 and volume-weighted sum -69964.15592 Subtracting -1.518319356e-05 from rhs in subdomain 0 Sum after subtraction 6.407634839e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005375636045 MLMG: Initial residual (resid0) = 0.0005375636045 MLMG: Final Iter. 6 resid, resid/bnorm = 1.131751808e-11, 2.105335625e-08 MLMG: Timers: Solve = 0.002074933 Iter = 0.001830464 Bottom = 0.000193726 Time in solve 0.002543534 Max/L2 norm of divergence after solve at level 1 : 1.518320488e-05 0.001030669356 and volume-weighted sum -69964.15592 Time integration of scalars at level 1 from 464 to 466 with dt = 2 using RHS created at 464 Making slow rhs at time 466 for fast variables advancing from 464 to 466 No-substepping time integration at level 1 to 466 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005417614144 0.003164547631 and volume-weighted sum -69964.15592 Subtracting -1.518319356e-05 from rhs in subdomain 0 Sum after subtraction 7.979727989e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005569446079 MLMG: Initial residual (resid0) = 0.0005569446079 MLMG: Final Iter. 5 resid, resid/bnorm = 5.25265311e-11, 9.431194836e-08 MLMG: Timers: Solve = 0.001784176 Iter = 0.001553928 Bottom = 0.000166384 Time in solve 0.002251971 Max/L2 norm of divergence after solve at level 1 : 1.518324609e-05 0.001030669356 and volume-weighted sum -69964.15592 Time integration of scalars at level 1 from 464 to 466 with dt = 2 using RHS created at 466 Done with advance_dycore at level 1 [Level 1 step 233] Advanced 4608 cells Coarse STEP 233 ends. TIME = 466 DT = 2 Timestep time = 0.030455849 seconds. Coarse STEP 234 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.378591695 (terrain aware) 1.378591695 (terrain unaware) Anelastic dt at level 0 would be: 6.469515048 (terrain aware) 6.469515048 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2654477635 (terrain aware) 0.2654477635 (terrain unaware) Anelastic dt at level 1 would be: 2.963665848 (terrain aware) 2.963665848 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 234] ADVANCE from elapsed time = 466 to 468 with dt = 2 Making slow rhs at time 466 for fast variables advancing from 466 to 466.6666666667 Fast time integration at level 0 from 466 to 466.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 466 to 466.6666666667 with dt = 0.6666666666667 using RHS created at 466 Making slow rhs at time 466.6666666667 for fast variables advancing from 466 to 467 Fast time integration at level 0 from 466 to 466.5 with dt = 0.5 Fast time integration at level 0 from 466.5 to 467 with dt = 0.5 Time integration of scalars at level 0 from 466 to 467 with dt = 1 using RHS created at 466.6666666667 Making slow rhs at time 467 for fast variables advancing from 466 to 468 Fast time integration at level 0 from 466 to 466.5 with dt = 0.5 Fast time integration at level 0 from 466.5 to 467 with dt = 0.5 Fast time integration at level 0 from 467 to 467.5 with dt = 0.5 Fast time integration at level 0 from 467.5 to 468 with dt = 0.5 Time integration of scalars at level 0 from 466 to 468 with dt = 2 using RHS created at 467 Done with advance_dycore at level 0 [Level 0 step 234] Advanced 4096 cells [Level 1 step 234] ADVANCE from elapsed time = 466 to 468 with dt = 2 Making slow rhs at time 466 for fast variables advancing from 466 to 468 No-substepping time integration at level 1 to 468 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005235716716 0.003369601214 and volume-weighted sum -73513.80794 Subtracting -1.595351735e-05 from rhs in subdomain 0 Sum after subtraction -1.053844512e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005395251889 MLMG: Initial residual (resid0) = 0.0005395251889 MLMG: Final Iter. 6 resid, resid/bnorm = 1.293584727e-11, 2.397635464e-08 MLMG: Timers: Solve = 0.002109456 Iter = 0.001866132 Bottom = 0.000192027 Time in solve 0.002581114 Max/L2 norm of divergence after solve at level 1 : 1.595353028e-05 0.001082960669 and volume-weighted sum -73513.80794 Time integration of scalars at level 1 from 466 to 468 with dt = 2 using RHS created at 466 Making slow rhs at time 468 for fast variables advancing from 466 to 468 No-substepping time integration at level 1 to 468 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005402309259 0.003182111802 and volume-weighted sum -73513.80794 Subtracting -1.595351735e-05 from rhs in subdomain 0 Sum after subtraction -4.412702842e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005561844433 MLMG: Initial residual (resid0) = 0.0005561844433 MLMG: Final Iter. 5 resid, resid/bnorm = 5.359325509e-11, 9.635878121e-08 MLMG: Timers: Solve = 0.001829345 Iter = 0.001592165 Bottom = 0.000164395 Time in solve 0.00230175 Max/L2 norm of divergence after solve at level 1 : 1.595357094e-05 0.001082960669 and volume-weighted sum -73513.80794 Time integration of scalars at level 1 from 466 to 468 with dt = 2 using RHS created at 468 Done with advance_dycore at level 1 [Level 1 step 234] Advanced 4608 cells Coarse STEP 234 ends. TIME = 468 DT = 2 Timestep time = 0.030919678 seconds. Coarse STEP 235 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.378125959 (terrain aware) 1.378125959 (terrain unaware) Anelastic dt at level 0 would be: 6.458862939 (terrain aware) 6.458862939 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2653724405 (terrain aware) 0.2653724405 (terrain unaware) Anelastic dt at level 1 would be: 2.953798751 (terrain aware) 2.953798751 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 235] ADVANCE from elapsed time = 468 to 470 with dt = 2 Making slow rhs at time 468 for fast variables advancing from 468 to 468.6666666667 Fast time integration at level 0 from 468 to 468.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 468 to 468.6666666667 with dt = 0.6666666666667 using RHS created at 468 Making slow rhs at time 468.6666666667 for fast variables advancing from 468 to 469 Fast time integration at level 0 from 468 to 468.5 with dt = 0.5 Fast time integration at level 0 from 468.5 to 469 with dt = 0.5 Time integration of scalars at level 0 from 468 to 469 with dt = 1 using RHS created at 468.6666666667 Making slow rhs at time 469 for fast variables advancing from 468 to 470 Fast time integration at level 0 from 468 to 468.5 with dt = 0.5 Fast time integration at level 0 from 468.5 to 469 with dt = 0.5 Fast time integration at level 0 from 469 to 469.5 with dt = 0.5 Fast time integration at level 0 from 469.5 to 470 with dt = 0.5 Time integration of scalars at level 0 from 468 to 470 with dt = 2 using RHS created at 469 Done with advance_dycore at level 0 [Level 0 step 235] Advanced 4096 cells [Level 1 step 235] ADVANCE from elapsed time = 468 to 470 with dt = 2 Making slow rhs at time 468 for fast variables advancing from 468 to 470 No-substepping time integration at level 1 to 470 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000506131582 0.003328268983 and volume-weighted sum -66887.25552 Subtracting -1.451546344e-05 from rhs in subdomain 0 Sum after subtraction 9.757819552e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005206470455 MLMG: Initial residual (resid0) = 0.0005206470455 MLMG: Final Iter. 6 resid, resid/bnorm = 1.152789785e-11, 2.214148327e-08 MLMG: Timers: Solve = 0.002094233 Iter = 0.001854665 Bottom = 0.000197631 Time in solve 0.002565628 Max/L2 norm of divergence after solve at level 1 : 1.451547496e-05 0.0009853423323 and volume-weighted sum -66887.25552 Time integration of scalars at level 1 from 468 to 470 with dt = 2 using RHS created at 468 Making slow rhs at time 470 for fast variables advancing from 468 to 470 No-substepping time integration at level 1 to 470 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005269260647 0.003150496886 and volume-weighted sum -66887.25552 Subtracting -1.451546344e-05 from rhs in subdomain 0 Sum after subtraction 9.562663161e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005414415282 MLMG: Initial residual (resid0) = 0.0005414415282 MLMG: Final Iter. 5 resid, resid/bnorm = 5.417939002e-11, 1.000650803e-07 MLMG: Timers: Solve = 0.0018096 Iter = 0.001566713 Bottom = 0.000158726 Time in solve 0.002273489 Max/L2 norm of divergence after solve at level 1 : 1.451551762e-05 0.0009853423323 and volume-weighted sum -66887.25552 Time integration of scalars at level 1 from 468 to 470 with dt = 2 using RHS created at 470 Done with advance_dycore at level 1 [Level 1 step 235] Advanced 4608 cells Coarse STEP 235 ends. TIME = 470 DT = 2 Timestep time = 0.03086807 seconds. Coarse STEP 236 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.377776796 (terrain aware) 1.377776796 (terrain unaware) Anelastic dt at level 0 would be: 6.450681222 (terrain aware) 6.450681222 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2652404511 (terrain aware) 0.2652404511 (terrain unaware) Anelastic dt at level 1 would be: 2.946986594 (terrain aware) 2.946986594 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 236] ADVANCE from elapsed time = 470 to 472 with dt = 2 Making slow rhs at time 470 for fast variables advancing from 470 to 470.6666666667 Fast time integration at level 0 from 470 to 470.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 470 to 470.6666666667 with dt = 0.6666666666667 using RHS created at 470 Making slow rhs at time 470.6666666667 for fast variables advancing from 470 to 471 Fast time integration at level 0 from 470 to 470.5 with dt = 0.5 Fast time integration at level 0 from 470.5 to 471 with dt = 0.5 Time integration of scalars at level 0 from 470 to 471 with dt = 1 using RHS created at 470.6666666667 Making slow rhs at time 471 for fast variables advancing from 470 to 472 Fast time integration at level 0 from 470 to 470.5 with dt = 0.5 Fast time integration at level 0 from 470.5 to 471 with dt = 0.5 Fast time integration at level 0 from 471 to 471.5 with dt = 0.5 Fast time integration at level 0 from 471.5 to 472 with dt = 0.5 Time integration of scalars at level 0 from 470 to 472 with dt = 2 using RHS created at 471 Done with advance_dycore at level 0 [Level 0 step 236] Advanced 4096 cells [Level 1 step 236] ADVANCE from elapsed time = 470 to 472 with dt = 2 Making slow rhs at time 470 for fast variables advancing from 470 to 472 No-substepping time integration at level 1 to 472 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005358908207 0.003190178642 and volume-weighted sum -53462.92467 Subtracting -1.160219719e-05 from rhs in subdomain 0 Sum after subtraction 1.036497277e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005474930179 MLMG: Initial residual (resid0) = 0.0005474930179 MLMG: Final Iter. 6 resid, resid/bnorm = 7.950276336e-12, 1.452123785e-08 MLMG: Timers: Solve = 0.002253644 Iter = 0.001980347 Bottom = 0.000192788 Time in solve 0.002732008 Max/L2 norm of divergence after solve at level 1 : 1.160220478e-05 0.0007875832621 and volume-weighted sum -53462.92467 Time integration of scalars at level 1 from 470 to 472 with dt = 2 using RHS created at 470 Making slow rhs at time 472 for fast variables advancing from 470 to 472 No-substepping time integration at level 1 to 472 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005384121201 0.003095770123 and volume-weighted sum -53462.92467 Subtracting -1.160219719e-05 from rhs in subdomain 0 Sum after subtraction -1.430062666e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005500143173 MLMG: Initial residual (resid0) = 0.0005500143173 MLMG: Final Iter. 5 resid, resid/bnorm = 5.406503448e-11, 9.829750386e-08 MLMG: Timers: Solve = 0.002075535 Iter = 0.001839076 Bottom = 0.000164328 Time in solve 0.002542568 Max/L2 norm of divergence after solve at level 1 : 1.160225126e-05 0.0007875832621 and volume-weighted sum -53462.92467 Time integration of scalars at level 1 from 470 to 472 with dt = 2 using RHS created at 472 Done with advance_dycore at level 1 [Level 1 step 236] Advanced 4608 cells Coarse STEP 236 ends. TIME = 472 DT = 2 Timestep time = 0.03166746 seconds. Coarse STEP 237 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.377568434 (terrain aware) 1.377568434 (terrain unaware) Anelastic dt at level 0 would be: 6.445435974 (terrain aware) 6.445435974 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651246189 (terrain aware) 0.2651246189 (terrain unaware) Anelastic dt at level 1 would be: 2.935445791 (terrain aware) 2.935445791 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 237] ADVANCE from elapsed time = 472 to 474 with dt = 2 Making slow rhs at time 472 for fast variables advancing from 472 to 472.6666666667 Fast time integration at level 0 from 472 to 472.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 472 to 472.6666666667 with dt = 0.6666666666667 using RHS created at 472 Making slow rhs at time 472.6666666667 for fast variables advancing from 472 to 473 Fast time integration at level 0 from 472 to 472.5 with dt = 0.5 Fast time integration at level 0 from 472.5 to 473 with dt = 0.5 Time integration of scalars at level 0 from 472 to 473 with dt = 1 using RHS created at 472.6666666667 Making slow rhs at time 473 for fast variables advancing from 472 to 474 Fast time integration at level 0 from 472 to 472.5 with dt = 0.5 Fast time integration at level 0 from 472.5 to 473 with dt = 0.5 Fast time integration at level 0 from 473 to 473.5 with dt = 0.5 Fast time integration at level 0 from 473.5 to 474 with dt = 0.5 Time integration of scalars at level 0 from 472 to 474 with dt = 2 using RHS created at 473 Done with advance_dycore at level 0 [Level 0 step 237] Advanced 4096 cells [Level 1 step 237] ADVANCE from elapsed time = 472 to 474 with dt = 2 Making slow rhs at time 472 for fast variables advancing from 472 to 474 No-substepping time integration at level 1 to 474 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005253601539 0.003066723745 and volume-weighted sum -37651.52422 Subtracting -8.170903693e-06 from rhs in subdomain 0 Sum after subtraction -5.019856059e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005335310576 MLMG: Initial residual (resid0) = 0.0005335310576 MLMG: Final Iter. 5 resid, resid/bnorm = 7.178701008e-11, 1.345507615e-07 MLMG: Timers: Solve = 0.001830393 Iter = 0.00158613 Bottom = 0.000163503 Time in solve 0.002301124 Max/L2 norm of divergence after solve at level 1 : 8.17097548e-06 0.0005546593353 and volume-weighted sum -37651.52422 Time integration of scalars at level 1 from 472 to 474 with dt = 2 using RHS created at 472 Making slow rhs at time 474 for fast variables advancing from 472 to 474 No-substepping time integration at level 1 to 474 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005452889994 0.003046408201 and volume-weighted sum -37651.52422 Subtracting -8.170903693e-06 from rhs in subdomain 0 Sum after subtraction -1.908195824e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005534599031 MLMG: Initial residual (resid0) = 0.0005534599031 MLMG: Final Iter. 5 resid, resid/bnorm = 5.326191603e-11, 9.623446203e-08 MLMG: Timers: Solve = 0.00180404 Iter = 0.001579426 Bottom = 0.000173156 Time in solve 0.002293281 Max/L2 norm of divergence after solve at level 1 : 8.170956955e-06 0.0005546593353 and volume-weighted sum -37651.52422 Time integration of scalars at level 1 from 472 to 474 with dt = 2 using RHS created at 474 Done with advance_dycore at level 1 [Level 1 step 237] Advanced 4608 cells Coarse STEP 237 ends. TIME = 474 DT = 2 Timestep time = 0.031463264 seconds. Coarse STEP 238 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37699223 (terrain aware) 1.37699223 (terrain unaware) Anelastic dt at level 0 would be: 6.437356586 (terrain aware) 6.437356586 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2650395472 (terrain aware) 0.2650395472 (terrain unaware) Anelastic dt at level 1 would be: 2.927761622 (terrain aware) 2.927761622 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 238] ADVANCE from elapsed time = 474 to 476 with dt = 2 Making slow rhs at time 474 for fast variables advancing from 474 to 474.6666666667 Fast time integration at level 0 from 474 to 474.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 474 to 474.6666666667 with dt = 0.6666666666667 using RHS created at 474 Making slow rhs at time 474.6666666667 for fast variables advancing from 474 to 475 Fast time integration at level 0 from 474 to 474.5 with dt = 0.5 Fast time integration at level 0 from 474.5 to 475 with dt = 0.5 Time integration of scalars at level 0 from 474 to 475 with dt = 1 using RHS created at 474.6666666667 Making slow rhs at time 475 for fast variables advancing from 474 to 476 Fast time integration at level 0 from 474 to 474.5 with dt = 0.5 Fast time integration at level 0 from 474.5 to 475 with dt = 0.5 Fast time integration at level 0 from 475 to 475.5 with dt = 0.5 Fast time integration at level 0 from 475.5 to 476 with dt = 0.5 Time integration of scalars at level 0 from 474 to 476 with dt = 2 using RHS created at 475 Done with advance_dycore at level 0 [Level 0 step 238] Advanced 4096 cells [Level 1 step 238] ADVANCE from elapsed time = 474 to 476 with dt = 2 Making slow rhs at time 474 for fast variables advancing from 474 to 476 No-substepping time integration at level 1 to 476 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005268657204 0.00302263603 and volume-weighted sum -22802.07629 Subtracting -4.948367249e-06 from rhs in subdomain 0 Sum after subtraction -4.02239006e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005318140877 MLMG: Initial residual (resid0) = 0.0005318140877 MLMG: Final Iter. 5 resid, resid/bnorm = 5.728508831e-11, 1.077163799e-07 MLMG: Timers: Solve = 0.001832386 Iter = 0.001592163 Bottom = 0.000166041 Time in solve 0.002294509 Max/L2 norm of divergence after solve at level 1 : 4.948424535e-06 0.0003359063076 and volume-weighted sum -22802.07629 Time integration of scalars at level 1 from 474 to 476 with dt = 2 using RHS created at 474 Making slow rhs at time 476 for fast variables advancing from 474 to 476 No-substepping time integration at level 1 to 476 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005348395983 0.00301503164 and volume-weighted sum -22802.07629 Subtracting -4.948367249e-06 from rhs in subdomain 0 Sum after subtraction -1.32272665e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005397879655 MLMG: Initial residual (resid0) = 0.0005397879655 MLMG: Final Iter. 5 resid, resid/bnorm = 5.201780697e-11, 9.636711134e-08 MLMG: Timers: Solve = 0.001805314 Iter = 0.00157001 Bottom = 0.000164869 Time in solve 0.002300388 Max/L2 norm of divergence after solve at level 1 : 4.948419267e-06 0.0003359063076 and volume-weighted sum -22802.07629 Time integration of scalars at level 1 from 474 to 476 with dt = 2 using RHS created at 476 Done with advance_dycore at level 1 [Level 1 step 238] Advanced 4608 cells Coarse STEP 238 ends. TIME = 476 DT = 2 Timestep time = 0.031583822 seconds. Coarse STEP 239 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375703934 (terrain aware) 1.375703934 (terrain unaware) Anelastic dt at level 0 would be: 6.418330996 (terrain aware) 6.418330996 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2649270909 (terrain aware) 0.2649270909 (terrain unaware) Anelastic dt at level 1 would be: 2.924076684 (terrain aware) 2.924076684 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 239] ADVANCE from elapsed time = 476 to 478 with dt = 2 Making slow rhs at time 476 for fast variables advancing from 476 to 476.6666666667 Fast time integration at level 0 from 476 to 476.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 476 to 476.6666666667 with dt = 0.6666666666667 using RHS created at 476 Making slow rhs at time 476.6666666667 for fast variables advancing from 476 to 477 Fast time integration at level 0 from 476 to 476.5 with dt = 0.5 Fast time integration at level 0 from 476.5 to 477 with dt = 0.5 Time integration of scalars at level 0 from 476 to 477 with dt = 1 using RHS created at 476.6666666667 Making slow rhs at time 477 for fast variables advancing from 476 to 478 Fast time integration at level 0 from 476 to 476.5 with dt = 0.5 Fast time integration at level 0 from 476.5 to 477 with dt = 0.5 Fast time integration at level 0 from 477 to 477.5 with dt = 0.5 Fast time integration at level 0 from 477.5 to 478 with dt = 0.5 Time integration of scalars at level 0 from 476 to 478 with dt = 2 using RHS created at 477 Done with advance_dycore at level 0 [Level 0 step 239] Advanced 4096 cells [Level 1 step 239] ADVANCE from elapsed time = 476 to 478 with dt = 2 Making slow rhs at time 476 for fast variables advancing from 476 to 478 No-substepping time integration at level 1 to 478 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005360194621 0.003020908069 and volume-weighted sum -9776.271501 Subtracting -2.121586697e-06 from rhs in subdomain 0 Sum after subtraction -8.716985467e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005381410488 MLMG: Initial residual (resid0) = 0.0005381410488 MLMG: Final Iter. 5 resid, resid/bnorm = 7.513267012e-11, 1.396151999e-07 MLMG: Timers: Solve = 0.001808564 Iter = 0.001572505 Bottom = 0.000166749 Time in solve 0.002308228 Max/L2 norm of divergence after solve at level 1 : 2.121638113e-06 0.0001440180807 and volume-weighted sum -9776.271501 Time integration of scalars at level 1 from 476 to 478 with dt = 2 using RHS created at 476 Making slow rhs at time 478 for fast variables advancing from 476 to 478 No-substepping time integration at level 1 to 478 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005498530661 0.00300148274 and volume-weighted sum -9776.271501 Subtracting -2.121586697e-06 from rhs in subdomain 0 Sum after subtraction -8.055622142e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005519746528 MLMG: Initial residual (resid0) = 0.0005519746528 MLMG: Final Iter. 5 resid, resid/bnorm = 5.047770713e-11, 9.144932087e-08 MLMG: Timers: Solve = 0.001879904 Iter = 0.001629131 Bottom = 0.000163473 Time in solve 0.00237864 Max/L2 norm of divergence after solve at level 1 : 2.121637175e-06 0.0001440180807 and volume-weighted sum -9776.271501 Time integration of scalars at level 1 from 476 to 478 with dt = 2 using RHS created at 478 Done with advance_dycore at level 1 [Level 1 step 239] Advanced 4608 cells Coarse STEP 239 ends. TIME = 478 DT = 2 Timestep time = 0.030958017 seconds. Coarse STEP 240 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37455208 (terrain aware) 1.37455208 (terrain unaware) Anelastic dt at level 0 would be: 6.402290439 (terrain aware) 6.402290439 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648291261 (terrain aware) 0.2648291261 (terrain unaware) Anelastic dt at level 1 would be: 2.914290469 (terrain aware) 2.914290469 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 240] ADVANCE from elapsed time = 478 to 480 with dt = 2 Making slow rhs at time 478 for fast variables advancing from 478 to 478.6666666667 Fast time integration at level 0 from 478 to 478.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 478 to 478.6666666667 with dt = 0.6666666666667 using RHS created at 478 Making slow rhs at time 478.6666666667 for fast variables advancing from 478 to 479 Fast time integration at level 0 from 478 to 478.5 with dt = 0.5 Fast time integration at level 0 from 478.5 to 479 with dt = 0.5 Time integration of scalars at level 0 from 478 to 479 with dt = 1 using RHS created at 478.6666666667 Making slow rhs at time 479 for fast variables advancing from 478 to 480 Fast time integration at level 0 from 478 to 478.5 with dt = 0.5 Fast time integration at level 0 from 478.5 to 479 with dt = 0.5 Fast time integration at level 0 from 479 to 479.5 with dt = 0.5 Fast time integration at level 0 from 479.5 to 480 with dt = 0.5 Time integration of scalars at level 0 from 478 to 480 with dt = 2 using RHS created at 479 Done with advance_dycore at level 0 [Level 0 step 240] Advanced 4096 cells [Level 1 step 240] ADVANCE from elapsed time = 478 to 480 with dt = 2 Making slow rhs at time 478 for fast variables advancing from 478 to 480 No-substepping time integration at level 1 to 480 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005084044588 0.003034403327 and volume-weighted sum 2786.845382 Subtracting 6.047841542e-07 from rhs in subdomain 0 Sum after subtraction 1.019150042e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005077996746 MLMG: Initial residual (resid0) = 0.0005077996746 MLMG: Final Iter. 6 resid, resid/bnorm = 8.784917782e-12, 1.729996733e-08 MLMG: Timers: Solve = 0.002123914 Iter = 0.00188133 Bottom = 0.000194832 Time in solve 0.002612429 Max/L2 norm of divergence after solve at level 1 : 6.047882659e-07 4.105410975e-05 and volume-weighted sum 2786.845382 Time integration of scalars at level 1 from 478 to 480 with dt = 2 using RHS created at 478 Making slow rhs at time 480 for fast variables advancing from 478 to 480 No-substepping time integration at level 1 to 480 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005302110992 0.002999910731 and volume-weighted sum 2786.845382 Subtracting 6.047841542e-07 from rhs in subdomain 0 Sum after subtraction 8.576039184e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000529606315 MLMG: Initial residual (resid0) = 0.000529606315 MLMG: Final Iter. 5 resid, resid/bnorm = 4.874878159e-11, 9.204720601e-08 MLMG: Timers: Solve = 0.00181946 Iter = 0.001578279 Bottom = 0.000163525 Time in solve 0.00231529 Max/L2 norm of divergence after solve at level 1 : 6.048083637e-07 4.105410975e-05 and volume-weighted sum 2786.845382 Time integration of scalars at level 1 from 478 to 480 with dt = 2 using RHS created at 480 Done with advance_dycore at level 1 [Level 1 step 240] Advanced 4608 cells Coarse STEP 240 ends. TIME = 480 DT = 2 Timestep time = 0.031750321 seconds. Coarse STEP 241 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373555105 (terrain aware) 1.373555105 (terrain unaware) Anelastic dt at level 0 would be: 6.389553354 (terrain aware) 6.389553354 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647646918 (terrain aware) 0.2647646918 (terrain unaware) Anelastic dt at level 1 would be: 2.908518778 (terrain aware) 2.908518778 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 241] ADVANCE from elapsed time = 480 to 482 with dt = 2 Making slow rhs at time 480 for fast variables advancing from 480 to 480.6666666667 Fast time integration at level 0 from 480 to 480.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 480 to 480.6666666667 with dt = 0.6666666666667 using RHS created at 480 Making slow rhs at time 480.6666666667 for fast variables advancing from 480 to 481 Fast time integration at level 0 from 480 to 480.5 with dt = 0.5 Fast time integration at level 0 from 480.5 to 481 with dt = 0.5 Time integration of scalars at level 0 from 480 to 481 with dt = 1 using RHS created at 480.6666666667 Making slow rhs at time 481 for fast variables advancing from 480 to 482 Fast time integration at level 0 from 480 to 480.5 with dt = 0.5 Fast time integration at level 0 from 480.5 to 481 with dt = 0.5 Fast time integration at level 0 from 481 to 481.5 with dt = 0.5 Fast time integration at level 0 from 481.5 to 482 with dt = 0.5 Time integration of scalars at level 0 from 480 to 482 with dt = 2 using RHS created at 481 Done with advance_dycore at level 0 [Level 0 step 241] Advanced 4096 cells [Level 1 step 241] ADVANCE from elapsed time = 480 to 482 with dt = 2 Making slow rhs at time 480 for fast variables advancing from 480 to 482 No-substepping time integration at level 1 to 482 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005590345696 0.003067682496 and volume-weighted sum 16793.70057 Subtracting 3.644466269e-06 from rhs in subdomain 0 Sum after subtraction -4.553649124e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005553901033 MLMG: Initial residual (resid0) = 0.0005553901033 MLMG: Final Iter. 6 resid, resid/bnorm = 1.060276287e-11, 1.909065862e-08 MLMG: Timers: Solve = 0.002133135 Iter = 0.001886164 Bottom = 0.000195491 Time in solve 0.002649882 Max/L2 norm of divergence after solve at level 1 : 3.644473545e-06 0.000247394574 and volume-weighted sum 16793.70057 Time integration of scalars at level 1 from 480 to 482 with dt = 2 using RHS created at 480 Making slow rhs at time 482 for fast variables advancing from 480 to 482 No-substepping time integration at level 1 to 482 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000553359936 0.003011852354 and volume-weighted sum 16793.70057 Subtracting 3.644466269e-06 from rhs in subdomain 0 Sum after subtraction 2.26598254e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005497154698 MLMG: Initial residual (resid0) = 0.0005497154698 MLMG: Final Iter. 5 resid, resid/bnorm = 4.972501913e-11, 9.045592104e-08 MLMG: Timers: Solve = 0.001815924 Iter = 0.001580045 Bottom = 0.000163358 Time in solve 0.002305369 Max/L2 norm of divergence after solve at level 1 : 3.644490436e-06 0.000247394574 and volume-weighted sum 16793.70057 Time integration of scalars at level 1 from 480 to 482 with dt = 2 using RHS created at 482 Done with advance_dycore at level 1 [Level 1 step 241] Advanced 4608 cells Coarse STEP 241 ends. TIME = 482 DT = 2 Timestep time = 0.03286145 seconds. Coarse STEP 242 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372730402 (terrain aware) 1.372730402 (terrain unaware) Anelastic dt at level 0 would be: 6.380456426 (terrain aware) 6.380456426 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2646708997 (terrain aware) 0.2646708997 (terrain unaware) Anelastic dt at level 1 would be: 2.906821706 (terrain aware) 2.906821706 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 242] ADVANCE from elapsed time = 482 to 484 with dt = 2 Making slow rhs at time 482 for fast variables advancing from 482 to 482.6666666667 Fast time integration at level 0 from 482 to 482.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 482 to 482.6666666667 with dt = 0.6666666666667 using RHS created at 482 Making slow rhs at time 482.6666666667 for fast variables advancing from 482 to 483 Fast time integration at level 0 from 482 to 482.5 with dt = 0.5 Fast time integration at level 0 from 482.5 to 483 with dt = 0.5 Time integration of scalars at level 0 from 482 to 483 with dt = 1 using RHS created at 482.6666666667 Making slow rhs at time 483 for fast variables advancing from 482 to 484 Fast time integration at level 0 from 482 to 482.5 with dt = 0.5 Fast time integration at level 0 from 482.5 to 483 with dt = 0.5 Fast time integration at level 0 from 483 to 483.5 with dt = 0.5 Fast time integration at level 0 from 483.5 to 484 with dt = 0.5 Time integration of scalars at level 0 from 482 to 484 with dt = 2 using RHS created at 483 Done with advance_dycore at level 0 [Level 0 step 242] Advanced 4096 cells [Level 1 step 242] ADVANCE from elapsed time = 482 to 484 with dt = 2 Making slow rhs at time 482 for fast variables advancing from 482 to 484 No-substepping time integration at level 1 to 484 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005312903887 0.003102409219 and volume-weighted sum 32613.32832 Subtracting 7.077545209e-06 from rhs in subdomain 0 Sum after subtraction -4.672911363e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005242128435 MLMG: Initial residual (resid0) = 0.0005242128435 MLMG: Final Iter. 6 resid, resid/bnorm = 1.105567455e-11, 2.109004898e-08 MLMG: Timers: Solve = 0.002708816 Iter = 0.002469776 Bottom = 0.00019945 Time in solve 0.003181855 Max/L2 norm of divergence after solve at level 1 : 7.077553108e-06 0.0004804397003 and volume-weighted sum 32613.32832 Time integration of scalars at level 1 from 482 to 484 with dt = 2 using RHS created at 482 Making slow rhs at time 484 for fast variables advancing from 482 to 484 No-substepping time integration at level 1 to 484 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005470390625 0.003041987486 and volume-weighted sum 32613.32832 Subtracting 7.077545209e-06 from rhs in subdomain 0 Sum after subtraction 1.683765974e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005399615173 MLMG: Initial residual (resid0) = 0.0005399615173 MLMG: Final Iter. 5 resid, resid/bnorm = 5.301681829e-11, 9.81862903e-08 MLMG: Timers: Solve = 0.002607056 Iter = 0.002257519 Bottom = 0.000254344 Time in solve 0.003182569 Max/L2 norm of divergence after solve at level 1 : 7.07756951e-06 0.0004804397003 and volume-weighted sum 32613.32832 Time integration of scalars at level 1 from 482 to 484 with dt = 2 using RHS created at 484 Done with advance_dycore at level 1 [Level 1 step 242] Advanced 4608 cells Coarse STEP 242 ends. TIME = 484 DT = 2 Timestep time = 0.033078796 seconds. Coarse STEP 243 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37209753 (terrain aware) 1.37209753 (terrain unaware) Anelastic dt at level 0 would be: 6.375358775 (terrain aware) 6.375358775 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645924998 (terrain aware) 0.2645924998 (terrain unaware) Anelastic dt at level 1 would be: 2.898657272 (terrain aware) 2.898657272 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 243] ADVANCE from elapsed time = 484 to 486 with dt = 2 Making slow rhs at time 484 for fast variables advancing from 484 to 484.6666666667 Fast time integration at level 0 from 484 to 484.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 484 to 484.6666666667 with dt = 0.6666666666667 using RHS created at 484 Making slow rhs at time 484.6666666667 for fast variables advancing from 484 to 485 Fast time integration at level 0 from 484 to 484.5 with dt = 0.5 Fast time integration at level 0 from 484.5 to 485 with dt = 0.5 Time integration of scalars at level 0 from 484 to 485 with dt = 1 using RHS created at 484.6666666667 Making slow rhs at time 485 for fast variables advancing from 484 to 486 Fast time integration at level 0 from 484 to 484.5 with dt = 0.5 Fast time integration at level 0 from 484.5 to 485 with dt = 0.5 Fast time integration at level 0 from 485 to 485.5 with dt = 0.5 Fast time integration at level 0 from 485.5 to 486 with dt = 0.5 Time integration of scalars at level 0 from 484 to 486 with dt = 2 using RHS created at 485 Done with advance_dycore at level 0 [Level 0 step 243] Advanced 4096 cells [Level 1 step 243] ADVANCE from elapsed time = 484 to 486 with dt = 2 Making slow rhs at time 484 for fast variables advancing from 484 to 486 No-substepping time integration at level 1 to 486 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005558355012 0.003124696679 and volume-weighted sum 48194.21938 Subtracting 1.045881497e-05 from rhs in subdomain 0 Sum after subtraction 6.169110361e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005453766863 MLMG: Initial residual (resid0) = 0.0005453766863 MLMG: Final Iter. 6 resid, resid/bnorm = 8.985183186e-12, 1.647518754e-08 MLMG: Timers: Solve = 0.002515353 Iter = 0.002169649 Bottom = 0.000195537 Time in solve 0.00300615 Max/L2 norm of divergence after solve at level 1 : 1.045881979e-05 0.0007099679028 and volume-weighted sum 48194.21938 Time integration of scalars at level 1 from 484 to 486 with dt = 2 using RHS created at 484 Making slow rhs at time 486 for fast variables advancing from 484 to 486 No-substepping time integration at level 1 to 486 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005519920505 0.003088445169 and volume-weighted sum 48194.21938 Subtracting 1.045881497e-05 from rhs in subdomain 0 Sum after subtraction 3.361026735e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005415332356 MLMG: Initial residual (resid0) = 0.0005415332356 MLMG: Final Iter. 5 resid, resid/bnorm = 5.64148299e-11, 1.041761174e-07 MLMG: Timers: Solve = 0.001960676 Iter = 0.001570994 Bottom = 0.000163496 Time in solve 0.002462018 Max/L2 norm of divergence after solve at level 1 : 1.045883928e-05 0.0007099679028 and volume-weighted sum 48194.21938 Time integration of scalars at level 1 from 484 to 486 with dt = 2 using RHS created at 486 Done with advance_dycore at level 1 [Level 1 step 243] Advanced 4608 cells Coarse STEP 243 ends. TIME = 486 DT = 2 Timestep time = 0.032081325 seconds. Coarse STEP 244 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.3713002 (terrain aware) 1.3713002 (terrain unaware) Anelastic dt at level 0 would be: 6.374612875 (terrain aware) 6.374612875 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645521644 (terrain aware) 0.2645521644 (terrain unaware) Anelastic dt at level 1 would be: 2.894743406 (terrain aware) 2.894743406 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 244] ADVANCE from elapsed time = 486 to 488 with dt = 2 Making slow rhs at time 486 for fast variables advancing from 486 to 486.6666666667 Fast time integration at level 0 from 486 to 486.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 486 to 486.6666666667 with dt = 0.6666666666667 using RHS created at 486 Making slow rhs at time 486.6666666667 for fast variables advancing from 486 to 487 Fast time integration at level 0 from 486 to 486.5 with dt = 0.5 Fast time integration at level 0 from 486.5 to 487 with dt = 0.5 Time integration of scalars at level 0 from 486 to 487 with dt = 1 using RHS created at 486.6666666667 Making slow rhs at time 487 for fast variables advancing from 486 to 488 Fast time integration at level 0 from 486 to 486.5 with dt = 0.5 Fast time integration at level 0 from 486.5 to 487 with dt = 0.5 Fast time integration at level 0 from 487 to 487.5 with dt = 0.5 Fast time integration at level 0 from 487.5 to 488 with dt = 0.5 Time integration of scalars at level 0 from 486 to 488 with dt = 2 using RHS created at 487 Done with advance_dycore at level 0 [Level 0 step 244] Advanced 4096 cells [Level 1 step 244] ADVANCE from elapsed time = 486 to 488 with dt = 2 Making slow rhs at time 486 for fast variables advancing from 486 to 488 No-substepping time integration at level 1 to 488 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005449762938 0.003166480642 and volume-weighted sum 59791.32661 Subtracting 1.297554831e-05 from rhs in subdomain 0 Sum after subtraction 5.442694906e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005320007455 MLMG: Initial residual (resid0) = 0.0005320007455 MLMG: Final Iter. 5 resid, resid/bnorm = 8.609446243e-11, 1.618314695e-07 MLMG: Timers: Solve = 0.002071352 Iter = 0.001834866 Bottom = 0.0001704 Time in solve 0.00255566 Max/L2 norm of divergence after solve at level 1 : 1.297561551e-05 0.0008808094272 and volume-weighted sum 59791.32661 Time integration of scalars at level 1 from 486 to 488 with dt = 2 using RHS created at 486 Making slow rhs at time 488 for fast variables advancing from 486 to 488 No-substepping time integration at level 1 to 488 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005557014601 0.003134969518 and volume-weighted sum 59791.32661 Subtracting 1.297554831e-05 from rhs in subdomain 0 Sum after subtraction -1.672381851e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005427259118 MLMG: Initial residual (resid0) = 0.0005427259118 MLMG: Final Iter. 5 resid, resid/bnorm = 5.961022841e-11, 1.098348671e-07 MLMG: Timers: Solve = 0.001809533 Iter = 0.001575196 Bottom = 0.000166948 Time in solve 0.002275415 Max/L2 norm of divergence after solve at level 1 : 1.297557251e-05 0.0008808094272 and volume-weighted sum 59791.32661 Time integration of scalars at level 1 from 486 to 488 with dt = 2 using RHS created at 488 Done with advance_dycore at level 1 [Level 1 step 244] Advanced 4608 cells Coarse STEP 244 ends. TIME = 488 DT = 2 Timestep time = 0.031205457 seconds. Coarse STEP 245 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.370009563 (terrain aware) 1.370009563 (terrain unaware) Anelastic dt at level 0 would be: 6.378471473 (terrain aware) 6.378471473 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2644735514 (terrain aware) 0.2644735514 (terrain unaware) Anelastic dt at level 1 would be: 2.894695301 (terrain aware) 2.894695301 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 245] ADVANCE from elapsed time = 488 to 490 with dt = 2 Making slow rhs at time 488 for fast variables advancing from 488 to 488.6666666667 Fast time integration at level 0 from 488 to 488.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 488 to 488.6666666667 with dt = 0.6666666666667 using RHS created at 488 Making slow rhs at time 488.6666666667 for fast variables advancing from 488 to 489 Fast time integration at level 0 from 488 to 488.5 with dt = 0.5 Fast time integration at level 0 from 488.5 to 489 with dt = 0.5 Time integration of scalars at level 0 from 488 to 489 with dt = 1 using RHS created at 488.6666666667 Making slow rhs at time 489 for fast variables advancing from 488 to 490 Fast time integration at level 0 from 488 to 488.5 with dt = 0.5 Fast time integration at level 0 from 488.5 to 489 with dt = 0.5 Fast time integration at level 0 from 489 to 489.5 with dt = 0.5 Fast time integration at level 0 from 489.5 to 490 with dt = 0.5 Time integration of scalars at level 0 from 488 to 490 with dt = 2 using RHS created at 489 Done with advance_dycore at level 0 [Level 0 step 245] Advanced 4096 cells [Level 1 step 245] ADVANCE from elapsed time = 488 to 490 with dt = 2 Making slow rhs at time 488 for fast variables advancing from 488 to 490 No-substepping time integration at level 1 to 490 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005210711501 0.003235106222 and volume-weighted sum 63850.40751 Subtracting 1.385642524e-05 from rhs in subdomain 0 Sum after subtraction -2.370065949e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005072147249 MLMG: Initial residual (resid0) = 0.0005072147249 MLMG: Final Iter. 6 resid, resid/bnorm = 8.843879998e-12, 1.743616572e-08 MLMG: Timers: Solve = 0.002088932 Iter = 0.001848445 Bottom = 0.000186636 Time in solve 0.002562617 Max/L2 norm of divergence after solve at level 1 : 1.385643408e-05 0.0009406053361 and volume-weighted sum 63850.40751 Time integration of scalars at level 1 from 488 to 490 with dt = 2 using RHS created at 488 Making slow rhs at time 490 for fast variables advancing from 488 to 490 No-substepping time integration at level 1 to 490 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005291133795 0.003153758801 and volume-weighted sum 63850.40751 Subtracting 1.385642524e-05 from rhs in subdomain 0 Sum after subtraction 1.63172427e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005152569543 MLMG: Initial residual (resid0) = 0.0005152569543 MLMG: Final Iter. 5 resid, resid/bnorm = 6.217959075e-11, 1.206768589e-07 MLMG: Timers: Solve = 0.001794656 Iter = 0.001548438 Bottom = 0.000164309 Time in solve 0.002264658 Max/L2 norm of divergence after solve at level 1 : 1.385644938e-05 0.0009406053361 and volume-weighted sum 63850.40751 Time integration of scalars at level 1 from 488 to 490 with dt = 2 using RHS created at 490 Done with advance_dycore at level 1 [Level 1 step 245] Advanced 4608 cells Coarse STEP 245 ends. TIME = 490 DT = 2 Timestep time = 0.030977396 seconds. Coarse STEP 246 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.368894122 (terrain aware) 1.368894122 (terrain unaware) Anelastic dt at level 0 would be: 6.357231465 (terrain aware) 6.357231465 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264421005 (terrain aware) 0.264421005 (terrain unaware) Anelastic dt at level 1 would be: 2.888471361 (terrain aware) 2.888471361 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 246] ADVANCE from elapsed time = 490 to 492 with dt = 2 Making slow rhs at time 490 for fast variables advancing from 490 to 490.6666666667 Fast time integration at level 0 from 490 to 490.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 490 to 490.6666666667 with dt = 0.6666666666667 using RHS created at 490 Making slow rhs at time 490.6666666667 for fast variables advancing from 490 to 491 Fast time integration at level 0 from 490 to 490.5 with dt = 0.5 Fast time integration at level 0 from 490.5 to 491 with dt = 0.5 Time integration of scalars at level 0 from 490 to 491 with dt = 1 using RHS created at 490.6666666667 Making slow rhs at time 491 for fast variables advancing from 490 to 492 Fast time integration at level 0 from 490 to 490.5 with dt = 0.5 Fast time integration at level 0 from 490.5 to 491 with dt = 0.5 Fast time integration at level 0 from 491 to 491.5 with dt = 0.5 Fast time integration at level 0 from 491.5 to 492 with dt = 0.5 Time integration of scalars at level 0 from 490 to 492 with dt = 2 using RHS created at 491 Done with advance_dycore at level 0 [Level 0 step 246] Advanced 4096 cells [Level 1 step 246] ADVANCE from elapsed time = 490 to 492 with dt = 2 Making slow rhs at time 490 for fast variables advancing from 490 to 492 No-substepping time integration at level 1 to 492 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005720598254 0.003264836581 and volume-weighted sum 58703.55753 Subtracting 1.273948731e-05 from rhs in subdomain 0 Sum after subtraction 6.114900253e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005593203381 MLMG: Initial residual (resid0) = 0.0005593203381 MLMG: Final Iter. 6 resid, resid/bnorm = 1.441242811e-11, 2.576775263e-08 MLMG: Timers: Solve = 0.002083095 Iter = 0.001838023 Bottom = 0.000190177 Time in solve 0.002556169 Max/L2 norm of divergence after solve at level 1 : 1.273950172e-05 0.0008647850752 and volume-weighted sum 58703.55753 Time integration of scalars at level 1 from 490 to 492 with dt = 2 using RHS created at 490 Making slow rhs at time 492 for fast variables advancing from 490 to 492 No-substepping time integration at level 1 to 492 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005586058056 0.003133659057 and volume-weighted sum 58703.55753 Subtracting 1.273948731e-05 from rhs in subdomain 0 Sum after subtraction 4.260914538e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005458663183 MLMG: Initial residual (resid0) = 0.0005458663183 MLMG: Final Iter. 5 resid, resid/bnorm = 6.372483206e-11, 1.167407292e-07 MLMG: Timers: Solve = 0.001786298 Iter = 0.001551698 Bottom = 0.000165279 Time in solve 0.002264612 Max/L2 norm of divergence after solve at level 1 : 1.273951162e-05 0.0008647850752 and volume-weighted sum 58703.55753 Time integration of scalars at level 1 from 490 to 492 with dt = 2 using RHS created at 492 Done with advance_dycore at level 1 [Level 1 step 246] Advanced 4608 cells Coarse STEP 246 ends. TIME = 492 DT = 2 Timestep time = 0.030817139 seconds. Coarse STEP 247 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367953675 (terrain aware) 1.367953675 (terrain unaware) Anelastic dt at level 0 would be: 6.337493909 (terrain aware) 6.337493909 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2644097481 (terrain aware) 0.2644097481 (terrain unaware) Anelastic dt at level 1 would be: 2.886664382 (terrain aware) 2.886664382 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 247] ADVANCE from elapsed time = 492 to 494 with dt = 2 Making slow rhs at time 492 for fast variables advancing from 492 to 492.6666666667 Fast time integration at level 0 from 492 to 492.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 492 to 492.6666666667 with dt = 0.6666666666667 using RHS created at 492 Making slow rhs at time 492.6666666667 for fast variables advancing from 492 to 493 Fast time integration at level 0 from 492 to 492.5 with dt = 0.5 Fast time integration at level 0 from 492.5 to 493 with dt = 0.5 Time integration of scalars at level 0 from 492 to 493 with dt = 1 using RHS created at 492.6666666667 Making slow rhs at time 493 for fast variables advancing from 492 to 494 Fast time integration at level 0 from 492 to 492.5 with dt = 0.5 Fast time integration at level 0 from 492.5 to 493 with dt = 0.5 Fast time integration at level 0 from 493 to 493.5 with dt = 0.5 Fast time integration at level 0 from 493.5 to 494 with dt = 0.5 Time integration of scalars at level 0 from 492 to 494 with dt = 2 using RHS created at 493 Done with advance_dycore at level 0 [Level 0 step 247] Advanced 4096 cells [Level 1 step 247] ADVANCE from elapsed time = 492 to 494 with dt = 2 Making slow rhs at time 492 for fast variables advancing from 492 to 494 No-substepping time integration at level 1 to 494 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005245121353 0.003212471511 and volume-weighted sum 45097.08189 Subtracting 9.786693118e-06 from rhs in subdomain 0 Sum after subtraction -7.871307772e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005147254421 MLMG: Initial residual (resid0) = 0.0005147254421 MLMG: Final Iter. 6 resid, resid/bnorm = 1.516134867e-11, 2.94552152e-08 MLMG: Timers: Solve = 0.002073698 Iter = 0.00183605 Bottom = 0.000188152 Time in solve 0.00255136 Max/L2 norm of divergence after solve at level 1 : 9.786708279e-06 0.0006643427586 and volume-weighted sum 45097.08189 Time integration of scalars at level 1 from 492 to 494 with dt = 2 using RHS created at 492 Making slow rhs at time 494 for fast variables advancing from 492 to 494 No-substepping time integration at level 1 to 494 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005361948354 0.003086275091 and volume-weighted sum 45097.08189 Subtracting 9.786693118e-06 from rhs in subdomain 0 Sum after subtraction -6.765421556e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005264081423 MLMG: Initial residual (resid0) = 0.0005264081423 MLMG: Final Iter. 5 resid, resid/bnorm = 6.41409495e-11, 1.218464236e-07 MLMG: Timers: Solve = 0.001996787 Iter = 0.001550617 Bottom = 0.000163138 Time in solve 0.002500269 Max/L2 norm of divergence after solve at level 1 : 9.786717567e-06 0.0006643427586 and volume-weighted sum 45097.08189 Time integration of scalars at level 1 from 492 to 494 with dt = 2 using RHS created at 494 Done with advance_dycore at level 1 [Level 1 step 247] Advanced 4608 cells Coarse STEP 247 ends. TIME = 494 DT = 2 Timestep time = 0.030579543 seconds. Coarse STEP 248 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367186378 (terrain aware) 1.367186378 (terrain unaware) Anelastic dt at level 0 would be: 6.321396729 (terrain aware) 6.321396729 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2643432141 (terrain aware) 0.2643432141 (terrain unaware) Anelastic dt at level 1 would be: 2.884127772 (terrain aware) 2.884127772 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 248] ADVANCE from elapsed time = 494 to 496 with dt = 2 Making slow rhs at time 494 for fast variables advancing from 494 to 494.6666666667 Fast time integration at level 0 from 494 to 494.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 494 to 494.6666666667 with dt = 0.6666666666667 using RHS created at 494 Making slow rhs at time 494.6666666667 for fast variables advancing from 494 to 495 Fast time integration at level 0 from 494 to 494.5 with dt = 0.5 Fast time integration at level 0 from 494.5 to 495 with dt = 0.5 Time integration of scalars at level 0 from 494 to 495 with dt = 1 using RHS created at 494.6666666667 Making slow rhs at time 495 for fast variables advancing from 494 to 496 Fast time integration at level 0 from 494 to 494.5 with dt = 0.5 Fast time integration at level 0 from 494.5 to 495 with dt = 0.5 Fast time integration at level 0 from 495 to 495.5 with dt = 0.5 Fast time integration at level 0 from 495.5 to 496 with dt = 0.5 Time integration of scalars at level 0 from 494 to 496 with dt = 2 using RHS created at 495 Done with advance_dycore at level 0 [Level 0 step 248] Advanced 4096 cells [Level 1 step 248] ADVANCE from elapsed time = 494 to 496 with dt = 2 Making slow rhs at time 494 for fast variables advancing from 494 to 496 No-substepping time integration at level 1 to 496 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000559840031 0.003115247847 and volume-weighted sum 25554.61077 Subtracting 5.545705462e-06 from rhs in subdomain 0 Sum after subtraction 4.597017211e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005542943255 MLMG: Initial residual (resid0) = 0.0005542943255 MLMG: Final Iter. 6 resid, resid/bnorm = 1.148925192e-11, 2.072770979e-08 MLMG: Timers: Solve = 0.00208486 Iter = 0.00184002 Bottom = 0.000191226 Time in solve 0.002557209 Max/L2 norm of divergence after solve at level 1 : 5.545716952e-06 0.0003764549701 and volume-weighted sum 25554.61077 Time integration of scalars at level 1 from 494 to 496 with dt = 2 using RHS created at 494 Making slow rhs at time 496 for fast variables advancing from 494 to 496 No-substepping time integration at level 1 to 496 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005477500505 0.003037356401 and volume-weighted sum 25554.61077 Subtracting 5.545705462e-06 from rhs in subdomain 0 Sum after subtraction -5.074066167e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005422043451 MLMG: Initial residual (resid0) = 0.0005422043451 MLMG: Final Iter. 5 resid, resid/bnorm = 6.355599765e-11, 1.172177948e-07 MLMG: Timers: Solve = 0.001803237 Iter = 0.001569479 Bottom = 0.000164611 Time in solve 0.002276724 Max/L2 norm of divergence after solve at level 1 : 5.54573002e-06 0.0003764549701 and volume-weighted sum 25554.61077 Time integration of scalars at level 1 from 494 to 496 with dt = 2 using RHS created at 496 Done with advance_dycore at level 1 [Level 1 step 248] Advanced 4608 cells Coarse STEP 248 ends. TIME = 496 DT = 2 Timestep time = 0.03049122 seconds. Coarse STEP 249 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366593849 (terrain aware) 1.366593849 (terrain unaware) Anelastic dt at level 0 would be: 6.308914987 (terrain aware) 6.308914987 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2643008336 (terrain aware) 0.2643008336 (terrain unaware) Anelastic dt at level 1 would be: 2.879783399 (terrain aware) 2.879783399 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 249] ADVANCE from elapsed time = 496 to 498 with dt = 2 Making slow rhs at time 496 for fast variables advancing from 496 to 496.6666666667 Fast time integration at level 0 from 496 to 496.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 496 to 496.6666666667 with dt = 0.6666666666667 using RHS created at 496 Making slow rhs at time 496.6666666667 for fast variables advancing from 496 to 497 Fast time integration at level 0 from 496 to 496.5 with dt = 0.5 Fast time integration at level 0 from 496.5 to 497 with dt = 0.5 Time integration of scalars at level 0 from 496 to 497 with dt = 1 using RHS created at 496.6666666667 Making slow rhs at time 497 for fast variables advancing from 496 to 498 Fast time integration at level 0 from 496 to 496.5 with dt = 0.5 Fast time integration at level 0 from 496.5 to 497 with dt = 0.5 Fast time integration at level 0 from 497 to 497.5 with dt = 0.5 Fast time integration at level 0 from 497.5 to 498 with dt = 0.5 Time integration of scalars at level 0 from 496 to 498 with dt = 2 using RHS created at 497 Done with advance_dycore at level 0 [Level 0 step 249] Advanced 4096 cells [Level 1 step 249] ADVANCE from elapsed time = 496 to 498 with dt = 2 Making slow rhs at time 496 for fast variables advancing from 496 to 498 No-substepping time integration at level 1 to 498 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005296316643 0.003045047898 and volume-weighted sum 3255.626856 Subtracting 7.065162447e-07 from rhs in subdomain 0 Sum after subtraction -1.153591112e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005289251481 MLMG: Initial residual (resid0) = 0.0005289251481 MLMG: Final Iter. 6 resid, resid/bnorm = 5.893003578e-12, 1.114146983e-08 MLMG: Timers: Solve = 0.002098522 Iter = 0.001844828 Bottom = 0.000193103 Time in solve 0.002575332 Max/L2 norm of divergence after solve at level 1 : 7.065221377e-07 4.795991305e-05 and volume-weighted sum 3255.626856 Time integration of scalars at level 1 from 496 to 498 with dt = 2 using RHS created at 496 Making slow rhs at time 498 for fast variables advancing from 496 to 498 No-substepping time integration at level 1 to 498 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005330326753 0.003015972505 and volume-weighted sum 3255.626856 Subtracting 7.065162447e-07 from rhs in subdomain 0 Sum after subtraction -5.941427905e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005323261591 MLMG: Initial residual (resid0) = 0.0005323261591 MLMG: Final Iter. 5 resid, resid/bnorm = 6.223507876e-11, 1.169115545e-07 MLMG: Timers: Solve = 0.001800873 Iter = 0.001570263 Bottom = 0.000166817 Time in solve 0.002270943 Max/L2 norm of divergence after solve at level 1 : 7.065408679e-07 4.795991306e-05 and volume-weighted sum 3255.626856 Time integration of scalars at level 1 from 496 to 498 with dt = 2 using RHS created at 498 Done with advance_dycore at level 1 [Level 1 step 249] Advanced 4608 cells Coarse STEP 249 ends. TIME = 498 DT = 2 Timestep time = 0.03057857 seconds. Coarse STEP 250 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366183561 (terrain aware) 1.366183561 (terrain unaware) Anelastic dt at level 0 would be: 6.300149092 (terrain aware) 6.300149092 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2642482626 (terrain aware) 0.2642482626 (terrain unaware) Anelastic dt at level 1 would be: 2.880100934 (terrain aware) 2.880100934 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 250] ADVANCE from elapsed time = 498 to 500 with dt = 2 Making slow rhs at time 498 for fast variables advancing from 498 to 498.6666666667 Fast time integration at level 0 from 498 to 498.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 498 to 498.6666666667 with dt = 0.6666666666667 using RHS created at 498 Making slow rhs at time 498.6666666667 for fast variables advancing from 498 to 499 Fast time integration at level 0 from 498 to 498.5 with dt = 0.5 Fast time integration at level 0 from 498.5 to 499 with dt = 0.5 Time integration of scalars at level 0 from 498 to 499 with dt = 1 using RHS created at 498.6666666667 Making slow rhs at time 499 for fast variables advancing from 498 to 500 Fast time integration at level 0 from 498 to 498.5 with dt = 0.5 Fast time integration at level 0 from 498.5 to 499 with dt = 0.5 Fast time integration at level 0 from 499 to 499.5 with dt = 0.5 Fast time integration at level 0 from 499.5 to 500 with dt = 0.5 Time integration of scalars at level 0 from 498 to 500 with dt = 2 using RHS created at 499 Done with advance_dycore at level 0 [Level 0 step 250] Advanced 4096 cells [Level 1 step 250] ADVANCE from elapsed time = 498 to 500 with dt = 2 Making slow rhs at time 498 for fast variables advancing from 498 to 500 No-substepping time integration at level 1 to 500 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005110987123 0.003041581134 and volume-weighted sum -18592.42359 Subtracting -4.034814146e-06 from rhs in subdomain 0 Sum after subtraction -1.734723476e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005151335265 MLMG: Initial residual (resid0) = 0.0005151335265 MLMG: Final Iter. 5 resid, resid/bnorm = 5.539403571e-11, 1.075333537e-07 MLMG: Timers: Solve = 0.001816084 Iter = 0.001565765 Bottom = 0.00016804 Time in solve 0.002283101 Max/L2 norm of divergence after solve at level 1 : 4.03486954e-06 0.0002738922666 and volume-weighted sum -18592.42359 Time integration of scalars at level 1 from 498 to 500 with dt = 2 using RHS created at 498 Making slow rhs at time 500 for fast variables advancing from 498 to 500 No-substepping time integration at level 1 to 500 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005202963251 0.003029840389 and volume-weighted sum -18592.42359 Subtracting -4.034814146e-06 from rhs in subdomain 0 Sum after subtraction -7.372574773e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005243311393 MLMG: Initial residual (resid0) = 0.0005243311393 MLMG: Final Iter. 5 resid, resid/bnorm = 6.048871179e-11, 1.153635694e-07 MLMG: Timers: Solve = 0.001811136 Iter = 0.001573646 Bottom = 0.000161056 Time in solve 0.002291238 Max/L2 norm of divergence after solve at level 1 : 4.034874635e-06 0.0002738922666 and volume-weighted sum -18592.42359 Time integration of scalars at level 1 from 498 to 500 with dt = 2 using RHS created at 500 Done with advance_dycore at level 1 [Level 1 step 250] Advanced 4608 cells Coarse STEP 250 ends. TIME = 500 DT = 2 Timestep time = 0.030169486 seconds. 3DPlotfile write time = 0.007525527 seconds. Coarse STEP 251 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365962854 (terrain aware) 1.365962854 (terrain unaware) Anelastic dt at level 0 would be: 6.292770325 (terrain aware) 6.292770325 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264161221 (terrain aware) 0.264161221 (terrain unaware) Anelastic dt at level 1 would be: 2.87386149 (terrain aware) 2.87386149 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (31,0,47) (0,0,0)) ((32,0,0) (63,0,47) (0,0,0)) ((64,0,0) (95,0,47) (0,0,0)) ((96,0,0) (111,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(6) m_ref->m_hash_sig(0) ((0,0,0) (15,0,47) (0,0,0)) ((16,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (63,0,47) (0,0,0)) ((64,0,0) (79,0,47) (0,0,0)) ((80,0,0) (95,0,47) (0,0,0)) ) Building the 3D FFT solver to be used on domain ((0,0,0) (111,0,47) (0,0,0)) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004214940905 0.002163145225 and volume-weighted sum -6542.450535 Subtracting -1.216973686e-06 from rhs in subdomain 0 Sum after subtraction 1.734723476e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004227110642 MLMG: Initial residual (resid0) = 0.0004227110642 MLMG: Final Iter. 6 resid, resid/bnorm = 4.619304039e-11, 1.09278049e-07 MLMG: Timers: Solve = 0.002010002 Iter = 0.001852351 Bottom = 0.000218979 Time in solve 0.00255211 Max/L2 norm of divergence after solve at level 1 : 1.216995849e-06 8.922998454e-05 and volume-weighted sum -6542.450535 [Level 0 step 251] ADVANCE from elapsed time = 500 to 502 with dt = 2 Making slow rhs at time 500 for fast variables advancing from 500 to 500.6666666667 Fast time integration at level 0 from 500 to 500.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 500 to 500.6666666667 with dt = 0.6666666666667 using RHS created at 500 Making slow rhs at time 500.6666666667 for fast variables advancing from 500 to 501 Fast time integration at level 0 from 500 to 500.5 with dt = 0.5 Fast time integration at level 0 from 500.5 to 501 with dt = 0.5 Time integration of scalars at level 0 from 500 to 501 with dt = 1 using RHS created at 500.6666666667 Making slow rhs at time 501 for fast variables advancing from 500 to 502 Fast time integration at level 0 from 500 to 500.5 with dt = 0.5 Fast time integration at level 0 from 500.5 to 501 with dt = 0.5 Fast time integration at level 0 from 501 to 501.5 with dt = 0.5 Fast time integration at level 0 from 501.5 to 502 with dt = 0.5 Time integration of scalars at level 0 from 500 to 502 with dt = 2 using RHS created at 501 Done with advance_dycore at level 0 [Level 0 step 251] Advanced 4096 cells [Level 1 step 251] ADVANCE from elapsed time = 500 to 502 with dt = 2 Making slow rhs at time 500 for fast variables advancing from 500 to 502 No-substepping time integration at level 1 to 502 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.009060593931 0.08775032174 and volume-weighted sum -28279.82787 Subtracting -5.260384648e-06 from rhs in subdomain 0 Sum after subtraction -2.289834988e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.009055333547 MLMG: Initial residual (resid0) = 0.009055333547 MLMG: Final Iter. 7 resid, resid/bnorm = 2.647255592e-11, 2.923421405e-09 MLMG: Timers: Solve = 0.002367626 Iter = 0.002146666 Bottom = 0.000263281 Time in solve 0.002874436 Max/L2 norm of divergence after solve at level 1 : 5.260411121e-06 0.0003856977734 and volume-weighted sum -28279.82787 Time integration of scalars at level 1 from 500 to 502 with dt = 2 using RHS created at 500 Making slow rhs at time 502 for fast variables advancing from 500 to 502 No-substepping time integration at level 1 to 502 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005404137733 0.003045449419 and volume-weighted sum -28279.82787 Subtracting -5.260384648e-06 from rhs in subdomain 0 Sum after subtraction 9.345822727e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000545674158 MLMG: Initial residual (resid0) = 0.000545674158 MLMG: Final Iter. 5 resid, resid/bnorm = 4.802197005e-11, 8.800484564e-08 MLMG: Timers: Solve = 0.001755457 Iter = 0.001586435 Bottom = 0.000191454 Time in solve 0.002245359 Max/L2 norm of divergence after solve at level 1 : 5.26043267e-06 0.0003856977734 and volume-weighted sum -28279.82787 Time integration of scalars at level 1 from 500 to 502 with dt = 2 using RHS created at 502 Done with advance_dycore at level 1 [Level 1 step 251] Advanced 5376 cells Coarse STEP 251 ends. TIME = 502 DT = 2 Timestep time = 0.046875963 seconds. Coarse STEP 252 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364639934 (terrain aware) 1.364639934 (terrain unaware) Anelastic dt at level 0 would be: 6.265074281 (terrain aware) 6.265074281 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2641087665 (terrain aware) 0.2641087665 (terrain unaware) Anelastic dt at level 1 would be: 2.871478967 (terrain aware) 2.871478967 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 252] ADVANCE from elapsed time = 502 to 504 with dt = 2 Making slow rhs at time 502 for fast variables advancing from 502 to 502.6666666667 Fast time integration at level 0 from 502 to 502.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 502 to 502.6666666667 with dt = 0.6666666666667 using RHS created at 502 Making slow rhs at time 502.6666666667 for fast variables advancing from 502 to 503 Fast time integration at level 0 from 502 to 502.5 with dt = 0.5 Fast time integration at level 0 from 502.5 to 503 with dt = 0.5 Time integration of scalars at level 0 from 502 to 503 with dt = 1 using RHS created at 502.6666666667 Making slow rhs at time 503 for fast variables advancing from 502 to 504 Fast time integration at level 0 from 502 to 502.5 with dt = 0.5 Fast time integration at level 0 from 502.5 to 503 with dt = 0.5 Fast time integration at level 0 from 503 to 503.5 with dt = 0.5 Fast time integration at level 0 from 503.5 to 504 with dt = 0.5 Time integration of scalars at level 0 from 502 to 504 with dt = 2 using RHS created at 503 Done with advance_dycore at level 0 [Level 0 step 252] Advanced 4096 cells [Level 1 step 252] ADVANCE from elapsed time = 502 to 504 with dt = 2 Making slow rhs at time 502 for fast variables advancing from 502 to 504 No-substepping time integration at level 1 to 504 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004961640123 0.00315513195 and volume-weighted sum -44564.27011 Subtracting -8.289484767e-06 from rhs in subdomain 0 Sum after subtraction 9.584347205e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005044534971 MLMG: Initial residual (resid0) = 0.0005044534971 MLMG: Final Iter. 6 resid, resid/bnorm = 8.425509794e-12, 1.670225272e-08 MLMG: Timers: Solve = 0.002015061 Iter = 0.001843358 Bottom = 0.000212423 Time in solve 0.002501015 Max/L2 norm of divergence after solve at level 1 : 8.289490268e-06 0.0006077950627 and volume-weighted sum -44564.27011 Time integration of scalars at level 1 from 502 to 504 with dt = 2 using RHS created at 502 Making slow rhs at time 504 for fast variables advancing from 502 to 504 No-substepping time integration at level 1 to 504 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005107447391 0.003084046774 and volume-weighted sum -44564.27011 Subtracting -8.289484767e-06 from rhs in subdomain 0 Sum after subtraction 2.255140519e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005190342239 MLMG: Initial residual (resid0) = 0.0005190342239 MLMG: Final Iter. 5 resid, resid/bnorm = 4.751557681e-11, 9.154613438e-08 MLMG: Timers: Solve = 0.001774029 Iter = 0.001602674 Bottom = 0.000201086 Time in solve 0.002271316 Max/L2 norm of divergence after solve at level 1 : 8.289532283e-06 0.0006077950627 and volume-weighted sum -44564.27011 Time integration of scalars at level 1 from 502 to 504 with dt = 2 using RHS created at 504 Done with advance_dycore at level 1 [Level 1 step 252] Advanced 5376 cells Coarse STEP 252 ends. TIME = 504 DT = 2 Timestep time = 0.031318281 seconds. Coarse STEP 253 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.363464807 (terrain aware) 1.363464807 (terrain unaware) Anelastic dt at level 0 would be: 6.240807297 (terrain aware) 6.240807297 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640665472 (terrain aware) 0.2640665472 (terrain unaware) Anelastic dt at level 1 would be: 2.873376265 (terrain aware) 2.873376265 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 253] ADVANCE from elapsed time = 504 to 506 with dt = 2 Making slow rhs at time 504 for fast variables advancing from 504 to 504.6666666667 Fast time integration at level 0 from 504 to 504.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 504 to 504.6666666667 with dt = 0.6666666666667 using RHS created at 504 Making slow rhs at time 504.6666666667 for fast variables advancing from 504 to 505 Fast time integration at level 0 from 504 to 504.5 with dt = 0.5 Fast time integration at level 0 from 504.5 to 505 with dt = 0.5 Time integration of scalars at level 0 from 504 to 505 with dt = 1 using RHS created at 504.6666666667 Making slow rhs at time 505 for fast variables advancing from 504 to 506 Fast time integration at level 0 from 504 to 504.5 with dt = 0.5 Fast time integration at level 0 from 504.5 to 505 with dt = 0.5 Fast time integration at level 0 from 505 to 505.5 with dt = 0.5 Fast time integration at level 0 from 505.5 to 506 with dt = 0.5 Time integration of scalars at level 0 from 504 to 506 with dt = 2 using RHS created at 505 Done with advance_dycore at level 0 [Level 0 step 253] Advanced 4096 cells [Level 1 step 253] ADVANCE from elapsed time = 504 to 506 with dt = 2 Making slow rhs at time 504 for fast variables advancing from 504 to 506 No-substepping time integration at level 1 to 506 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005494934669 0.003229511138 and volume-weighted sum -53328.78625 Subtracting -9.91978911e-06 from rhs in subdomain 0 Sum after subtraction 9.974659987e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000559413256 MLMG: Initial residual (resid0) = 0.000559413256 MLMG: Final Iter. 6 resid, resid/bnorm = 1.101572515e-11, 1.969156975e-08 MLMG: Timers: Solve = 0.002018373 Iter = 0.001851754 Bottom = 0.000217785 Time in solve 0.002506714 Max/L2 norm of divergence after solve at level 1 : 9.919796534e-06 0.0007273309516 and volume-weighted sum -53328.78625 Time integration of scalars at level 1 from 504 to 506 with dt = 2 using RHS created at 504 Making slow rhs at time 506 for fast variables advancing from 504 to 506 No-substepping time integration at level 1 to 506 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005380672303 0.003110870653 and volume-weighted sum -53328.78625 Subtracting -9.91978911e-06 from rhs in subdomain 0 Sum after subtraction -1.907111621e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005479870194 MLMG: Initial residual (resid0) = 0.0005479870194 MLMG: Final Iter. 5 resid, resid/bnorm = 4.737266982e-11, 8.64485255e-08 MLMG: Timers: Solve = 0.001754386 Iter = 0.001584823 Bottom = 0.000190373 Time in solve 0.002250581 Max/L2 norm of divergence after solve at level 1 : 9.919836483e-06 0.0007273309516 and volume-weighted sum -53328.78625 Time integration of scalars at level 1 from 504 to 506 with dt = 2 using RHS created at 506 Done with advance_dycore at level 1 [Level 1 step 253] Advanced 5376 cells Coarse STEP 253 ends. TIME = 506 DT = 2 Timestep time = 0.031308391 seconds. Coarse STEP 254 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.362478803 (terrain aware) 1.362478803 (terrain unaware) Anelastic dt at level 0 would be: 6.220352553 (terrain aware) 6.220352553 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264011199 (terrain aware) 0.264011199 (terrain unaware) Anelastic dt at level 1 would be: 2.870466597 (terrain aware) 2.870466597 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 254] ADVANCE from elapsed time = 506 to 508 with dt = 2 Making slow rhs at time 506 for fast variables advancing from 506 to 506.6666666667 Fast time integration at level 0 from 506 to 506.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 506 to 506.6666666667 with dt = 0.6666666666667 using RHS created at 506 Making slow rhs at time 506.6666666667 for fast variables advancing from 506 to 507 Fast time integration at level 0 from 506 to 506.5 with dt = 0.5 Fast time integration at level 0 from 506.5 to 507 with dt = 0.5 Time integration of scalars at level 0 from 506 to 507 with dt = 1 using RHS created at 506.6666666667 Making slow rhs at time 507 for fast variables advancing from 506 to 508 Fast time integration at level 0 from 506 to 506.5 with dt = 0.5 Fast time integration at level 0 from 506.5 to 507 with dt = 0.5 Fast time integration at level 0 from 507 to 507.5 with dt = 0.5 Fast time integration at level 0 from 507.5 to 508 with dt = 0.5 Time integration of scalars at level 0 from 506 to 508 with dt = 2 using RHS created at 507 Done with advance_dycore at level 0 [Level 0 step 254] Advanced 4096 cells [Level 1 step 254] ADVANCE from elapsed time = 506 to 508 with dt = 2 Making slow rhs at time 506 for fast variables advancing from 506 to 508 No-substepping time integration at level 1 to 508 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005227845673 0.003236577327 and volume-weighted sum -54025.54671 Subtracting -1.004939485e-05 from rhs in subdomain 0 Sum after subtraction 2.233456475e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005328339621 MLMG: Initial residual (resid0) = 0.0005328339621 MLMG: Final Iter. 6 resid, resid/bnorm = 1.058537565e-11, 1.986618046e-08 MLMG: Timers: Solve = 0.002306912 Iter = 0.001855889 Bottom = 0.000231202 Time in solve 0.002815702 Max/L2 norm of divergence after solve at level 1 : 1.004940291e-05 0.0007368338014 and volume-weighted sum -54025.54671 Time integration of scalars at level 1 from 506 to 508 with dt = 2 using RHS created at 506 Making slow rhs at time 508 for fast variables advancing from 506 to 508 No-substepping time integration at level 1 to 508 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005157467034 0.003114395486 and volume-weighted sum -54025.54671 Subtracting -1.004939485e-05 from rhs in subdomain 0 Sum after subtraction -2.179246367e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005257960982 MLMG: Initial residual (resid0) = 0.0005257960982 MLMG: Final Iter. 5 resid, resid/bnorm = 4.784884366e-11, 9.10026602e-08 MLMG: Timers: Solve = 0.001732275 Iter = 0.001566691 Bottom = 0.000191282 Time in solve 0.002248034 Max/L2 norm of divergence after solve at level 1 : 1.00494427e-05 0.0007368338014 and volume-weighted sum -54025.54671 Time integration of scalars at level 1 from 506 to 508 with dt = 2 using RHS created at 508 Done with advance_dycore at level 1 [Level 1 step 254] Advanced 5376 cells Coarse STEP 254 ends. TIME = 508 DT = 2 Timestep time = 0.031485631 seconds. Coarse STEP 255 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.361707663 (terrain aware) 1.361707663 (terrain unaware) Anelastic dt at level 0 would be: 6.204189168 (terrain aware) 6.204189168 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640017152 (terrain aware) 0.2640017152 (terrain unaware) Anelastic dt at level 1 would be: 2.872445266 (terrain aware) 2.872445266 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 255] ADVANCE from elapsed time = 508 to 510 with dt = 2 Making slow rhs at time 508 for fast variables advancing from 508 to 508.6666666667 Fast time integration at level 0 from 508 to 508.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 508 to 508.6666666667 with dt = 0.6666666666667 using RHS created at 508 Making slow rhs at time 508.6666666667 for fast variables advancing from 508 to 509 Fast time integration at level 0 from 508 to 508.5 with dt = 0.5 Fast time integration at level 0 from 508.5 to 509 with dt = 0.5 Time integration of scalars at level 0 from 508 to 509 with dt = 1 using RHS created at 508.6666666667 Making slow rhs at time 509 for fast variables advancing from 508 to 510 Fast time integration at level 0 from 508 to 508.5 with dt = 0.5 Fast time integration at level 0 from 508.5 to 509 with dt = 0.5 Fast time integration at level 0 from 509 to 509.5 with dt = 0.5 Fast time integration at level 0 from 509.5 to 510 with dt = 0.5 Time integration of scalars at level 0 from 508 to 510 with dt = 2 using RHS created at 509 Done with advance_dycore at level 0 [Level 0 step 255] Advanced 4096 cells [Level 1 step 255] ADVANCE from elapsed time = 508 to 510 with dt = 2 Making slow rhs at time 508 for fast variables advancing from 508 to 510 No-substepping time integration at level 1 to 510 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005112723523 0.003166225265 and volume-weighted sum -48121.16569 Subtracting -8.95110969e-06 from rhs in subdomain 0 Sum after subtraction -2.216109241e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000520223462 MLMG: Initial residual (resid0) = 0.000520223462 MLMG: Final Iter. 6 resid, resid/bnorm = 6.963084782e-12, 1.338479575e-08 MLMG: Timers: Solve = 0.002298822 Iter = 0.002127609 Bottom = 0.000222709 Time in solve 0.002784123 Max/L2 norm of divergence after solve at level 1 : 8.951116653e-06 0.0006563062033 and volume-weighted sum -48121.16569 Time integration of scalars at level 1 from 508 to 510 with dt = 2 using RHS created at 508 Making slow rhs at time 510 for fast variables advancing from 508 to 510 No-substepping time integration at level 1 to 510 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005231498969 0.00309718305 and volume-weighted sum -48121.16569 Subtracting -8.95110969e-06 from rhs in subdomain 0 Sum after subtraction -1.613292833e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005321010066 MLMG: Initial residual (resid0) = 0.0005321010066 MLMG: Final Iter. 5 resid, resid/bnorm = 4.875798036e-11, 9.163294141e-08 MLMG: Timers: Solve = 0.001737174 Iter = 0.001565778 Bottom = 0.000190868 Time in solve 0.002228066 Max/L2 norm of divergence after solve at level 1 : 8.951158448e-06 0.0006563062033 and volume-weighted sum -48121.16569 Time integration of scalars at level 1 from 508 to 510 with dt = 2 using RHS created at 510 Done with advance_dycore at level 1 [Level 1 step 255] Advanced 5376 cells Coarse STEP 255 ends. TIME = 510 DT = 2 Timestep time = 0.031408293 seconds. Coarse STEP 256 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.361179851 (terrain aware) 1.361179851 (terrain unaware) Anelastic dt at level 0 would be: 6.192835619 (terrain aware) 6.192835619 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2639755008 (terrain aware) 0.2639755008 (terrain unaware) Anelastic dt at level 1 would be: 2.876618517 (terrain aware) 2.876618517 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 256] ADVANCE from elapsed time = 510 to 512 with dt = 2 Making slow rhs at time 510 for fast variables advancing from 510 to 510.6666666667 Fast time integration at level 0 from 510 to 510.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 510 to 510.6666666667 with dt = 0.6666666666667 using RHS created at 510 Making slow rhs at time 510.6666666667 for fast variables advancing from 510 to 511 Fast time integration at level 0 from 510 to 510.5 with dt = 0.5 Fast time integration at level 0 from 510.5 to 511 with dt = 0.5 Time integration of scalars at level 0 from 510 to 511 with dt = 1 using RHS created at 510.6666666667 Making slow rhs at time 511 for fast variables advancing from 510 to 512 Fast time integration at level 0 from 510 to 510.5 with dt = 0.5 Fast time integration at level 0 from 510.5 to 511 with dt = 0.5 Fast time integration at level 0 from 511 to 511.5 with dt = 0.5 Fast time integration at level 0 from 511.5 to 512 with dt = 0.5 Time integration of scalars at level 0 from 510 to 512 with dt = 2 using RHS created at 511 Done with advance_dycore at level 0 [Level 0 step 256] Advanced 4096 cells [Level 1 step 256] ADVANCE from elapsed time = 510 to 512 with dt = 2 Making slow rhs at time 510 for fast variables advancing from 510 to 512 No-substepping time integration at level 1 to 512 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005607724571 0.003086235924 and volume-weighted sum -38708.44791 Subtracting -7.200232127e-06 from rhs in subdomain 0 Sum after subtraction -1.095044194e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005679726892 MLMG: Initial residual (resid0) = 0.0005679726892 MLMG: Final Iter. 6 resid, resid/bnorm = 5.029183636e-12, 8.854622294e-09 MLMG: Timers: Solve = 0.0020208 Iter = 0.001856878 Bottom = 0.00022226 Time in solve 0.002511388 Max/L2 norm of divergence after solve at level 1 : 7.200237156e-06 0.0005279297399 and volume-weighted sum -38708.44791 Time integration of scalars at level 1 from 510 to 512 with dt = 2 using RHS created at 510 Making slow rhs at time 512 for fast variables advancing from 510 to 512 No-substepping time integration at level 1 to 512 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005402137413 0.003071376147 and volume-weighted sum -38708.44791 Subtracting -7.200232127e-06 from rhs in subdomain 0 Sum after subtraction -7.79541362e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005474139734 MLMG: Initial residual (resid0) = 0.0005474139734 MLMG: Final Iter. 5 resid, resid/bnorm = 4.963098182e-11, 9.066444087e-08 MLMG: Timers: Solve = 0.001747185 Iter = 0.001580756 Bottom = 0.000192461 Time in solve 0.002239058 Max/L2 norm of divergence after solve at level 1 : 7.200281758e-06 0.0005279297399 and volume-weighted sum -38708.44791 Time integration of scalars at level 1 from 510 to 512 with dt = 2 using RHS created at 512 Done with advance_dycore at level 1 [Level 1 step 256] Advanced 5376 cells Coarse STEP 256 ends. TIME = 512 DT = 2 Timestep time = 0.031362165 seconds. Coarse STEP 257 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.360921441 (terrain aware) 1.360921441 (terrain unaware) Anelastic dt at level 0 would be: 6.186761723 (terrain aware) 6.186761723 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2639551831 (terrain aware) 0.2639551831 (terrain unaware) Anelastic dt at level 1 would be: 2.87665362 (terrain aware) 2.87665362 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 257] ADVANCE from elapsed time = 512 to 514 with dt = 2 Making slow rhs at time 512 for fast variables advancing from 512 to 512.6666666667 Fast time integration at level 0 from 512 to 512.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 512 to 512.6666666667 with dt = 0.6666666666666 using RHS created at 512 Making slow rhs at time 512.6666666667 for fast variables advancing from 512 to 513 Fast time integration at level 0 from 512 to 512.5 with dt = 0.5 Fast time integration at level 0 from 512.5 to 513 with dt = 0.5 Time integration of scalars at level 0 from 512 to 513 with dt = 1 using RHS created at 512.6666666667 Making slow rhs at time 513 for fast variables advancing from 512 to 514 Fast time integration at level 0 from 512 to 512.5 with dt = 0.5 Fast time integration at level 0 from 512.5 to 513 with dt = 0.5 Fast time integration at level 0 from 513 to 513.5 with dt = 0.5 Fast time integration at level 0 from 513.5 to 514 with dt = 0.5 Time integration of scalars at level 0 from 512 to 514 with dt = 2 using RHS created at 513 Done with advance_dycore at level 0 [Level 0 step 257] Advanced 4096 cells [Level 1 step 257] ADVANCE from elapsed time = 512 to 514 with dt = 2 Making slow rhs at time 512 for fast variables advancing from 512 to 514 No-substepping time integration at level 1 to 514 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004947263057 0.003063467705 and volume-weighted sum -29067.30259 Subtracting -5.406864321e-06 from rhs in subdomain 0 Sum after subtraction -5.670377362e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005001331701 MLMG: Initial residual (resid0) = 0.0005001331701 MLMG: Final Iter. 5 resid, resid/bnorm = 9.181134532e-11, 1.835737976e-07 MLMG: Timers: Solve = 0.001757064 Iter = 0.00157861 Bottom = 0.000190109 Time in solve 0.002260774 Max/L2 norm of divergence after solve at level 1 : 5.406930826e-06 0.0003964378403 and volume-weighted sum -29067.30259 Time integration of scalars at level 1 from 512 to 514 with dt = 2 using RHS created at 512 Making slow rhs at time 514 for fast variables advancing from 512 to 514 No-substepping time integration at level 1 to 514 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005094909283 0.003051959987 and volume-weighted sum -29067.30259 Subtracting -5.406864321e-06 from rhs in subdomain 0 Sum after subtraction -7.491837012e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005148977926 MLMG: Initial residual (resid0) = 0.0005148977926 MLMG: Final Iter. 5 resid, resid/bnorm = 5.034196028e-11, 9.777078287e-08 MLMG: Timers: Solve = 0.00174543 Iter = 0.001573211 Bottom = 0.000191663 Time in solve 0.002256466 Max/L2 norm of divergence after solve at level 1 : 5.406914663e-06 0.0003964378403 and volume-weighted sum -29067.30259 Time integration of scalars at level 1 from 512 to 514 with dt = 2 using RHS created at 514 Done with advance_dycore at level 1 [Level 1 step 257] Advanced 5376 cells Coarse STEP 257 ends. TIME = 514 DT = 2 Timestep time = 0.03125756 seconds. Coarse STEP 258 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.360787755 (terrain aware) 1.360787755 (terrain unaware) Anelastic dt at level 0 would be: 6.183729351 (terrain aware) 6.183729351 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.263977041 (terrain aware) 0.263977041 (terrain unaware) Anelastic dt at level 1 would be: 2.880734641 (terrain aware) 2.880734641 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 258] ADVANCE from elapsed time = 514 to 516 with dt = 2 Making slow rhs at time 514 for fast variables advancing from 514 to 514.6666666667 Fast time integration at level 0 from 514 to 514.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 514 to 514.6666666667 with dt = 0.6666666666666 using RHS created at 514 Making slow rhs at time 514.6666666667 for fast variables advancing from 514 to 515 Fast time integration at level 0 from 514 to 514.5 with dt = 0.5 Fast time integration at level 0 from 514.5 to 515 with dt = 0.5 Time integration of scalars at level 0 from 514 to 515 with dt = 1 using RHS created at 514.6666666667 Making slow rhs at time 515 for fast variables advancing from 514 to 516 Fast time integration at level 0 from 514 to 514.5 with dt = 0.5 Fast time integration at level 0 from 514.5 to 515 with dt = 0.5 Fast time integration at level 0 from 515 to 515.5 with dt = 0.5 Fast time integration at level 0 from 515.5 to 516 with dt = 0.5 Time integration of scalars at level 0 from 514 to 516 with dt = 2 using RHS created at 515 Done with advance_dycore at level 0 [Level 0 step 258] Advanced 4096 cells [Level 1 step 258] ADVANCE from elapsed time = 514 to 516 with dt = 2 Making slow rhs at time 514 for fast variables advancing from 514 to 516 No-substepping time integration at level 1 to 516 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005602961409 0.003081412795 and volume-weighted sum -20919.54502 Subtracting -3.891284416e-06 from rhs in subdomain 0 Sum after subtraction 1.025655255e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005641874253 MLMG: Initial residual (resid0) = 0.0005641874253 MLMG: Final Iter. 6 resid, resid/bnorm = 1.111374608e-11, 1.96986774e-08 MLMG: Timers: Solve = 0.002018431 Iter = 0.00186486 Bottom = 0.000222688 Time in solve 0.002528898 Max/L2 norm of divergence after solve at level 1 : 3.89129553e-06 0.0002853136862 and volume-weighted sum -20919.54502 Time integration of scalars at level 1 from 514 to 516 with dt = 2 using RHS created at 514 Making slow rhs at time 516 for fast variables advancing from 514 to 516 No-substepping time integration at level 1 to 516 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005504571833 0.003038635064 and volume-weighted sum -20919.54502 Subtracting -3.891284416e-06 from rhs in subdomain 0 Sum after subtraction 8.456776945e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005543484678 MLMG: Initial residual (resid0) = 0.0005543484678 MLMG: Final Iter. 5 resid, resid/bnorm = 5.100354348e-11, 9.200628566e-08 MLMG: Timers: Solve = 0.001748185 Iter = 0.001570835 Bottom = 0.000187579 Time in solve 0.00224502 Max/L2 norm of divergence after solve at level 1 : 3.89133542e-06 0.0002853136862 and volume-weighted sum -20919.54502 Time integration of scalars at level 1 from 514 to 516 with dt = 2 using RHS created at 516 Done with advance_dycore at level 1 [Level 1 step 258] Advanced 5376 cells Coarse STEP 258 ends. TIME = 516 DT = 2 Timestep time = 0.031516743 seconds. Coarse STEP 259 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.359594207 (terrain aware) 1.359594207 (terrain unaware) Anelastic dt at level 0 would be: 6.159053322 (terrain aware) 6.159053322 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2639616398 (terrain aware) 0.2639616398 (terrain unaware) Anelastic dt at level 1 would be: 2.887249219 (terrain aware) 2.887249219 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 259] ADVANCE from elapsed time = 516 to 518 with dt = 2 Making slow rhs at time 516 for fast variables advancing from 516 to 516.6666666667 Fast time integration at level 0 from 516 to 516.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 516 to 516.6666666667 with dt = 0.6666666666666 using RHS created at 516 Making slow rhs at time 516.6666666667 for fast variables advancing from 516 to 517 Fast time integration at level 0 from 516 to 516.5 with dt = 0.5 Fast time integration at level 0 from 516.5 to 517 with dt = 0.5 Time integration of scalars at level 0 from 516 to 517 with dt = 1 using RHS created at 516.6666666667 Making slow rhs at time 517 for fast variables advancing from 516 to 518 Fast time integration at level 0 from 516 to 516.5 with dt = 0.5 Fast time integration at level 0 from 516.5 to 517 with dt = 0.5 Fast time integration at level 0 from 517 to 517.5 with dt = 0.5 Fast time integration at level 0 from 517.5 to 518 with dt = 0.5 Time integration of scalars at level 0 from 516 to 518 with dt = 2 using RHS created at 517 Done with advance_dycore at level 0 [Level 0 step 259] Advanced 4096 cells [Level 1 step 259] ADVANCE from elapsed time = 516 to 518 with dt = 2 Making slow rhs at time 516 for fast variables advancing from 516 to 518 No-substepping time integration at level 1 to 518 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005412227078 0.003087889949 and volume-weighted sum -13582.15302 Subtracting -2.526442153e-06 from rhs in subdomain 0 Sum after subtraction 2.016616041e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00054374915 MLMG: Initial residual (resid0) = 0.00054374915 MLMG: Final Iter. 6 resid, resid/bnorm = 1.289962322e-11, 2.372348209e-08 MLMG: Timers: Solve = 0.002016686 Iter = 0.001841386 Bottom = 0.00021742 Time in solve 0.00250646 Max/L2 norm of divergence after solve at level 1 : 2.526455053e-06 0.0001852417985 and volume-weighted sum -13582.15302 Time integration of scalars at level 1 from 516 to 518 with dt = 2 using RHS created at 516 Making slow rhs at time 518 for fast variables advancing from 516 to 518 No-substepping time integration at level 1 to 518 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005219438083 0.003029959727 and volume-weighted sum -13582.15302 Subtracting -2.526442153e-06 from rhs in subdomain 0 Sum after subtraction -1.626303259e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005244702505 MLMG: Initial residual (resid0) = 0.0005244702505 MLMG: Final Iter. 5 resid, resid/bnorm = 5.136299822e-11, 9.79331014e-08 MLMG: Timers: Solve = 0.001742029 Iter = 0.001563789 Bottom = 0.000180793 Time in solve 0.002230375 Max/L2 norm of divergence after solve at level 1 : 2.526493516e-06 0.0001852417985 and volume-weighted sum -13582.15302 Time integration of scalars at level 1 from 516 to 518 with dt = 2 using RHS created at 518 Done with advance_dycore at level 1 [Level 1 step 259] Advanced 5376 cells Coarse STEP 259 ends. TIME = 518 DT = 2 Timestep time = 0.031637796 seconds. Coarse STEP 260 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.358692702 (terrain aware) 1.358692702 (terrain unaware) Anelastic dt at level 0 would be: 6.13998976 (terrain aware) 6.13998976 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2639660279 (terrain aware) 0.2639660279 (terrain unaware) Anelastic dt at level 1 would be: 2.888447712 (terrain aware) 2.888447712 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 260] ADVANCE from elapsed time = 518 to 520 with dt = 2 Making slow rhs at time 518 for fast variables advancing from 518 to 518.6666666667 Fast time integration at level 0 from 518 to 518.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 518 to 518.6666666667 with dt = 0.6666666666666 using RHS created at 518 Making slow rhs at time 518.6666666667 for fast variables advancing from 518 to 519 Fast time integration at level 0 from 518 to 518.5 with dt = 0.5 Fast time integration at level 0 from 518.5 to 519 with dt = 0.5 Time integration of scalars at level 0 from 518 to 519 with dt = 1 using RHS created at 518.6666666667 Making slow rhs at time 519 for fast variables advancing from 518 to 520 Fast time integration at level 0 from 518 to 518.5 with dt = 0.5 Fast time integration at level 0 from 518.5 to 519 with dt = 0.5 Fast time integration at level 0 from 519 to 519.5 with dt = 0.5 Fast time integration at level 0 from 519.5 to 520 with dt = 0.5 Time integration of scalars at level 0 from 518 to 520 with dt = 2 using RHS created at 519 Done with advance_dycore at level 0 [Level 0 step 260] Advanced 4096 cells [Level 1 step 260] ADVANCE from elapsed time = 518 to 520 with dt = 2 Making slow rhs at time 518 for fast variables advancing from 518 to 520 No-substepping time integration at level 1 to 520 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005162612624 0.003086090683 and volume-weighted sum -4737.779475 Subtracting -8.812833845e-07 from rhs in subdomain 0 Sum after subtraction 3.621235256e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005171425457 MLMG: Initial residual (resid0) = 0.0005171425457 MLMG: Final Iter. 6 resid, resid/bnorm = 1.301945032e-11, 2.517574781e-08 MLMG: Timers: Solve = 0.00205393 Iter = 0.001874706 Bottom = 0.000229375 Time in solve 0.002536755 Max/L2 norm of divergence after solve at level 1 : 8.81296404e-07 6.461676509e-05 and volume-weighted sum -4737.779475 Time integration of scalars at level 1 from 518 to 520 with dt = 2 using RHS created at 518 Making slow rhs at time 520 for fast variables advancing from 518 to 520 No-substepping time integration at level 1 to 520 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005312016294 0.003025188393 and volume-weighted sum -4737.779475 Subtracting -8.812833845e-07 from rhs in subdomain 0 Sum after subtraction 1.10805462e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005320829128 MLMG: Initial residual (resid0) = 0.0005320829128 MLMG: Final Iter. 5 resid, resid/bnorm = 5.169398017e-11, 9.71539941e-08 MLMG: Timers: Solve = 0.002007485 Iter = 0.001805542 Bottom = 0.000190568 Time in solve 0.002510554 Max/L2 norm of divergence after solve at level 1 : 8.813350785e-07 6.461676509e-05 and volume-weighted sum -4737.779475 Time integration of scalars at level 1 from 518 to 520 with dt = 2 using RHS created at 520 Done with advance_dycore at level 1 [Level 1 step 260] Advanced 5376 cells Coarse STEP 260 ends. TIME = 520 DT = 2 Timestep time = 0.031516133 seconds. Coarse STEP 261 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.358094286 (terrain aware) 1.358094286 (terrain unaware) Anelastic dt at level 0 would be: 6.126700209 (terrain aware) 6.126700209 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264008055 (terrain aware) 0.264008055 (terrain unaware) Anelastic dt at level 1 would be: 2.892895317 (terrain aware) 2.892895317 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 261] ADVANCE from elapsed time = 520 to 522 with dt = 2 Making slow rhs at time 520 for fast variables advancing from 520 to 520.6666666667 Fast time integration at level 0 from 520 to 520.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 520 to 520.6666666667 with dt = 0.6666666666666 using RHS created at 520 Making slow rhs at time 520.6666666667 for fast variables advancing from 520 to 521 Fast time integration at level 0 from 520 to 520.5 with dt = 0.5 Fast time integration at level 0 from 520.5 to 521 with dt = 0.5 Time integration of scalars at level 0 from 520 to 521 with dt = 1 using RHS created at 520.6666666667 Making slow rhs at time 521 for fast variables advancing from 520 to 522 Fast time integration at level 0 from 520 to 520.5 with dt = 0.5 Fast time integration at level 0 from 520.5 to 521 with dt = 0.5 Fast time integration at level 0 from 521 to 521.5 with dt = 0.5 Fast time integration at level 0 from 521.5 to 522 with dt = 0.5 Time integration of scalars at level 0 from 520 to 522 with dt = 2 using RHS created at 521 Done with advance_dycore at level 0 [Level 0 step 261] Advanced 4096 cells [Level 1 step 261] ADVANCE from elapsed time = 520 to 522 with dt = 2 Making slow rhs at time 520 for fast variables advancing from 520 to 522 No-substepping time integration at level 1 to 522 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005754208146 0.003090209428 and volume-weighted sum 7604.506944 Subtracting 1.414528821e-06 from rhs in subdomain 0 Sum after subtraction -9.172350379e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005740062858 MLMG: Initial residual (resid0) = 0.0005740062858 MLMG: Final Iter. 6 resid, resid/bnorm = 1.226581302e-11, 2.136877822e-08 MLMG: Timers: Solve = 0.002030128 Iter = 0.001856125 Bottom = 0.000221586 Time in solve 0.002524856 Max/L2 norm of divergence after solve at level 1 : 1.414537859e-06 0.0001037149664 and volume-weighted sum 7604.506944 Time integration of scalars at level 1 from 520 to 522 with dt = 2 using RHS created at 520 Making slow rhs at time 522 for fast variables advancing from 520 to 522 No-substepping time integration at level 1 to 522 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005507637156 0.003025363521 and volume-weighted sum 7604.506944 Subtracting 1.414528821e-06 from rhs in subdomain 0 Sum after subtraction -1.139496483e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005493491868 MLMG: Initial residual (resid0) = 0.0005493491868 MLMG: Final Iter. 5 resid, resid/bnorm = 5.20323753e-11, 9.471639632e-08 MLMG: Timers: Solve = 0.002046623 Iter = 0.001873474 Bottom = 0.000187667 Time in solve 0.002543063 Max/L2 norm of divergence after solve at level 1 : 1.414561481e-06 0.0001037149664 and volume-weighted sum 7604.506944 Time integration of scalars at level 1 from 520 to 522 with dt = 2 using RHS created at 522 Done with advance_dycore at level 1 [Level 1 step 261] Advanced 5376 cells Coarse STEP 261 ends. TIME = 522 DT = 2 Timestep time = 0.032336748 seconds. Coarse STEP 262 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.357806257 (terrain aware) 1.357806257 (terrain unaware) Anelastic dt at level 0 would be: 6.11930967 (terrain aware) 6.11930967 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640080238 (terrain aware) 0.2640080238 (terrain unaware) Anelastic dt at level 1 would be: 2.895484793 (terrain aware) 2.895484793 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 262] ADVANCE from elapsed time = 522 to 524 with dt = 2 Making slow rhs at time 522 for fast variables advancing from 522 to 522.6666666667 Fast time integration at level 0 from 522 to 522.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 522 to 522.6666666667 with dt = 0.6666666666666 using RHS created at 522 Making slow rhs at time 522.6666666667 for fast variables advancing from 522 to 523 Fast time integration at level 0 from 522 to 522.5 with dt = 0.5 Fast time integration at level 0 from 522.5 to 523 with dt = 0.5 Time integration of scalars at level 0 from 522 to 523 with dt = 1 using RHS created at 522.6666666667 Making slow rhs at time 523 for fast variables advancing from 522 to 524 Fast time integration at level 0 from 522 to 522.5 with dt = 0.5 Fast time integration at level 0 from 522.5 to 523 with dt = 0.5 Fast time integration at level 0 from 523 to 523.5 with dt = 0.5 Fast time integration at level 0 from 523.5 to 524 with dt = 0.5 Time integration of scalars at level 0 from 522 to 524 with dt = 2 using RHS created at 523 Done with advance_dycore at level 0 [Level 0 step 262] Advanced 4096 cells [Level 1 step 262] ADVANCE from elapsed time = 522 to 524 with dt = 2 Making slow rhs at time 522 for fast variables advancing from 522 to 524 No-substepping time integration at level 1 to 524 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004992839807 0.003081498871 and volume-weighted sum 23225.09265 Subtracting 4.320143722e-06 from rhs in subdomain 0 Sum after subtraction 1.734723476e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000494963837 MLMG: Initial residual (resid0) = 0.000494963837 MLMG: Final Iter. 6 resid, resid/bnorm = 9.901103386e-12, 2.000369046e-08 MLMG: Timers: Solve = 0.002038075 Iter = 0.001866751 Bottom = 0.000234898 Time in solve 0.002527647 Max/L2 norm of divergence after solve at level 1 : 4.320151279e-06 0.0003167581699 and volume-weighted sum 23225.09265 Time integration of scalars at level 1 from 522 to 524 with dt = 2 using RHS created at 522 Making slow rhs at time 524 for fast variables advancing from 522 to 524 No-substepping time integration at level 1 to 524 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005167623038 0.00304053877 and volume-weighted sum 23225.09265 Subtracting 4.320143722e-06 from rhs in subdomain 0 Sum after subtraction -1.402957611e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00051244216 MLMG: Initial residual (resid0) = 0.00051244216 MLMG: Final Iter. 5 resid, resid/bnorm = 5.230549131e-11, 1.020710148e-07 MLMG: Timers: Solve = 0.001736954 Iter = 0.001563279 Bottom = 0.000186324 Time in solve 0.002227346 Max/L2 norm of divergence after solve at level 1 : 4.320177041e-06 0.0003167581699 and volume-weighted sum 23225.09265 Time integration of scalars at level 1 from 522 to 524 with dt = 2 using RHS created at 524 Done with advance_dycore at level 1 [Level 1 step 262] Advanced 5376 cells Coarse STEP 262 ends. TIME = 524 DT = 2 Timestep time = 0.031512594 seconds. Coarse STEP 263 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.357832092 (terrain aware) 1.357832092 (terrain unaware) Anelastic dt at level 0 would be: 6.117901711 (terrain aware) 6.117901711 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640328106 (terrain aware) 0.2640328106 (terrain unaware) Anelastic dt at level 1 would be: 2.898758361 (terrain aware) 2.898758361 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 263] ADVANCE from elapsed time = 524 to 526 with dt = 2 Making slow rhs at time 524 for fast variables advancing from 524 to 524.6666666667 Fast time integration at level 0 from 524 to 524.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 524 to 524.6666666667 with dt = 0.6666666666666 using RHS created at 524 Making slow rhs at time 524.6666666667 for fast variables advancing from 524 to 525 Fast time integration at level 0 from 524 to 524.5 with dt = 0.5 Fast time integration at level 0 from 524.5 to 525 with dt = 0.5 Time integration of scalars at level 0 from 524 to 525 with dt = 1 using RHS created at 524.6666666667 Making slow rhs at time 525 for fast variables advancing from 524 to 526 Fast time integration at level 0 from 524 to 524.5 with dt = 0.5 Fast time integration at level 0 from 524.5 to 525 with dt = 0.5 Fast time integration at level 0 from 525 to 525.5 with dt = 0.5 Fast time integration at level 0 from 525.5 to 526 with dt = 0.5 Time integration of scalars at level 0 from 524 to 526 with dt = 2 using RHS created at 525 Done with advance_dycore at level 0 [Level 0 step 263] Advanced 4096 cells [Level 1 step 263] ADVANCE from elapsed time = 524 to 526 with dt = 2 Making slow rhs at time 524 for fast variables advancing from 524 to 526 No-substepping time integration at level 1 to 526 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005690593459 0.00307539254 and volume-weighted sum 39228.35835 Subtracting 7.296941658e-06 from rhs in subdomain 0 Sum after subtraction 4.862646744e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005617624043 MLMG: Initial residual (resid0) = 0.0005617624043 MLMG: Final Iter. 5 resid, resid/bnorm = 5.314966596e-11, 9.461235846e-08 MLMG: Timers: Solve = 0.001732059 Iter = 0.001558671 Bottom = 0.000189714 Time in solve 0.002232674 Max/L2 norm of divergence after solve at level 1 : 7.296993769e-06 0.0005350205998 and volume-weighted sum 39228.35835 Time integration of scalars at level 1 from 524 to 526 with dt = 2 using RHS created at 524 Making slow rhs at time 526 for fast variables advancing from 524 to 526 No-substepping time integration at level 1 to 526 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005655169034 0.003070136037 and volume-weighted sum 39228.35835 Subtracting 7.296941658e-06 from rhs in subdomain 0 Sum after subtraction 3.252606517e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005582199618 MLMG: Initial residual (resid0) = 0.0005582199618 MLMG: Final Iter. 5 resid, resid/bnorm = 5.252754032e-11, 9.409828369e-08 MLMG: Timers: Solve = 0.001728876 Iter = 0.001564636 Bottom = 0.000184604 Time in solve 0.002228703 Max/L2 norm of divergence after solve at level 1 : 7.296975295e-06 0.0005350205998 and volume-weighted sum 39228.35835 Time integration of scalars at level 1 from 524 to 526 with dt = 2 using RHS created at 526 Done with advance_dycore at level 1 [Level 1 step 263] Advanced 5376 cells Coarse STEP 263 ends. TIME = 526 DT = 2 Timestep time = 0.030851823 seconds. Coarse STEP 264 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.358164666 (terrain aware) 1.358164666 (terrain unaware) Anelastic dt at level 0 would be: 6.122383289 (terrain aware) 6.122383289 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264066591 (terrain aware) 0.264066591 (terrain unaware) Anelastic dt at level 1 would be: 2.905843361 (terrain aware) 2.905843361 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 264] ADVANCE from elapsed time = 526 to 528 with dt = 2 Making slow rhs at time 526 for fast variables advancing from 526 to 526.6666666667 Fast time integration at level 0 from 526 to 526.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 526 to 526.6666666667 with dt = 0.6666666666666 using RHS created at 526 Making slow rhs at time 526.6666666667 for fast variables advancing from 526 to 527 Fast time integration at level 0 from 526 to 526.5 with dt = 0.5 Fast time integration at level 0 from 526.5 to 527 with dt = 0.5 Time integration of scalars at level 0 from 526 to 527 with dt = 1 using RHS created at 526.6666666667 Making slow rhs at time 527 for fast variables advancing from 526 to 528 Fast time integration at level 0 from 526 to 526.5 with dt = 0.5 Fast time integration at level 0 from 526.5 to 527 with dt = 0.5 Fast time integration at level 0 from 527 to 527.5 with dt = 0.5 Fast time integration at level 0 from 527.5 to 528 with dt = 0.5 Time integration of scalars at level 0 from 526 to 528 with dt = 2 using RHS created at 527 Done with advance_dycore at level 0 [Level 0 step 264] Advanced 4096 cells [Level 1 step 264] ADVANCE from elapsed time = 526 to 528 with dt = 2 Making slow rhs at time 526 for fast variables advancing from 526 to 528 No-substepping time integration at level 1 to 528 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005669380282 0.003117362719 and volume-weighted sum 51289.60077 Subtracting 9.540476334e-06 from rhs in subdomain 0 Sum after subtraction -1.231653668e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005573975518 MLMG: Initial residual (resid0) = 0.0005573975518 MLMG: Final Iter. 6 resid, resid/bnorm = 5.260369169e-12, 9.437374011e-09 MLMG: Timers: Solve = 0.001991848 Iter = 0.001832195 Bottom = 0.000215652 Time in solve 0.002483939 Max/L2 norm of divergence after solve at level 1 : 9.540481595e-06 0.0006995192795 and volume-weighted sum 51289.60077 Time integration of scalars at level 1 from 526 to 528 with dt = 2 using RHS created at 526 Making slow rhs at time 528 for fast variables advancing from 526 to 528 No-substepping time integration at level 1 to 528 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005429116237 0.003101919047 and volume-weighted sum 51289.60077 Subtracting 9.540476334e-06 from rhs in subdomain 0 Sum after subtraction -1.499451605e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005333711473 MLMG: Initial residual (resid0) = 0.0005333711473 MLMG: Final Iter. 5 resid, resid/bnorm = 5.25667473e-11, 9.855566347e-08 MLMG: Timers: Solve = 0.001742184 Iter = 0.001562719 Bottom = 0.000186309 Time in solve 0.002222405 Max/L2 norm of divergence after solve at level 1 : 9.540509885e-06 0.0006995192795 and volume-weighted sum 51289.60077 Time integration of scalars at level 1 from 526 to 528 with dt = 2 using RHS created at 528 Done with advance_dycore at level 1 [Level 1 step 264] Advanced 5376 cells Coarse STEP 264 ends. TIME = 528 DT = 2 Timestep time = 0.030965349 seconds. Coarse STEP 265 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.358083194 (terrain aware) 1.358083194 (terrain unaware) Anelastic dt at level 0 would be: 6.123849968 (terrain aware) 6.123849968 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640458638 (terrain aware) 0.2640458638 (terrain unaware) Anelastic dt at level 1 would be: 2.902347099 (terrain aware) 2.902347099 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 265] ADVANCE from elapsed time = 528 to 530 with dt = 2 Making slow rhs at time 528 for fast variables advancing from 528 to 528.6666666667 Fast time integration at level 0 from 528 to 528.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 528 to 528.6666666667 with dt = 0.6666666666666 using RHS created at 528 Making slow rhs at time 528.6666666667 for fast variables advancing from 528 to 529 Fast time integration at level 0 from 528 to 528.5 with dt = 0.5 Fast time integration at level 0 from 528.5 to 529 with dt = 0.5 Time integration of scalars at level 0 from 528 to 529 with dt = 1 using RHS created at 528.6666666667 Making slow rhs at time 529 for fast variables advancing from 528 to 530 Fast time integration at level 0 from 528 to 528.5 with dt = 0.5 Fast time integration at level 0 from 528.5 to 529 with dt = 0.5 Fast time integration at level 0 from 529 to 529.5 with dt = 0.5 Fast time integration at level 0 from 529.5 to 530 with dt = 0.5 Time integration of scalars at level 0 from 528 to 530 with dt = 2 using RHS created at 529 Done with advance_dycore at level 0 [Level 0 step 265] Advanced 4096 cells [Level 1 step 265] ADVANCE from elapsed time = 528 to 530 with dt = 2 Making slow rhs at time 528 for fast variables advancing from 528 to 530 No-substepping time integration at level 1 to 530 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005156724659 0.003190833825 and volume-weighted sum 55775.63483 Subtracting 1.037493207e-05 from rhs in subdomain 0 Sum after subtraction -1.066854938e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005052975338 MLMG: Initial residual (resid0) = 0.0005052975338 MLMG: Final Iter. 6 resid, resid/bnorm = 1.26280479e-11, 2.499131116e-08 MLMG: Timers: Solve = 0.00228682 Iter = 0.002115496 Bottom = 0.000216719 Time in solve 0.002771597 Max/L2 norm of divergence after solve at level 1 : 1.03749447e-05 0.0007607025849 and volume-weighted sum 55775.63483 Time integration of scalars at level 1 from 528 to 530 with dt = 2 using RHS created at 528 Making slow rhs at time 530 for fast variables advancing from 528 to 530 No-substepping time integration at level 1 to 530 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005354020409 0.003115195908 and volume-weighted sum 55775.63483 Subtracting 1.037493207e-05 from rhs in subdomain 0 Sum after subtraction -1.038665681e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005250271088 MLMG: Initial residual (resid0) = 0.0005250271088 MLMG: Final Iter. 5 resid, resid/bnorm = 5.236874873e-11, 9.974484717e-08 MLMG: Timers: Solve = 0.00175633 Iter = 0.001586104 Bottom = 0.000191176 Time in solve 0.002242757 Max/L2 norm of divergence after solve at level 1 : 1.037496614e-05 0.0007607025849 and volume-weighted sum 55775.63483 Time integration of scalars at level 1 from 528 to 530 with dt = 2 using RHS created at 530 Done with advance_dycore at level 1 [Level 1 step 265] Advanced 5376 cells Coarse STEP 265 ends. TIME = 530 DT = 2 Timestep time = 0.031453014 seconds. Coarse STEP 266 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.357351397 (terrain aware) 1.357351397 (terrain unaware) Anelastic dt at level 0 would be: 6.107547828 (terrain aware) 6.107547828 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640434623 (terrain aware) 0.2640434623 (terrain unaware) Anelastic dt at level 1 would be: 2.898204468 (terrain aware) 2.898204468 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 266] ADVANCE from elapsed time = 530 to 532 with dt = 2 Making slow rhs at time 530 for fast variables advancing from 530 to 530.6666666667 Fast time integration at level 0 from 530 to 530.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 530 to 530.6666666667 with dt = 0.6666666666666 using RHS created at 530 Making slow rhs at time 530.6666666667 for fast variables advancing from 530 to 531 Fast time integration at level 0 from 530 to 530.5 with dt = 0.5 Fast time integration at level 0 from 530.5 to 531 with dt = 0.5 Time integration of scalars at level 0 from 530 to 531 with dt = 1 using RHS created at 530.6666666667 Making slow rhs at time 531 for fast variables advancing from 530 to 532 Fast time integration at level 0 from 530 to 530.5 with dt = 0.5 Fast time integration at level 0 from 530.5 to 531 with dt = 0.5 Fast time integration at level 0 from 531 to 531.5 with dt = 0.5 Fast time integration at level 0 from 531.5 to 532 with dt = 0.5 Time integration of scalars at level 0 from 530 to 532 with dt = 2 using RHS created at 531 Done with advance_dycore at level 0 [Level 0 step 266] Advanced 4096 cells [Level 1 step 266] ADVANCE from elapsed time = 530 to 532 with dt = 2 Making slow rhs at time 530 for fast variables advancing from 530 to 532 No-substepping time integration at level 1 to 532 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005903100782 0.003214496274 and volume-weighted sum 51334.67102 Subtracting 9.548859937e-06 from rhs in subdomain 0 Sum after subtraction -6.505213035e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005807612182 MLMG: Initial residual (resid0) = 0.0005807612182 MLMG: Final Iter. 6 resid, resid/bnorm = 1.559934046e-11, 2.686016209e-08 MLMG: Timers: Solve = 0.002187216 Iter = 0.002024631 Bottom = 0.0002196 Time in solve 0.002680463 Max/L2 norm of divergence after solve at level 1 : 9.548875536e-06 0.0007001339754 and volume-weighted sum 51334.67102 Time integration of scalars at level 1 from 530 to 532 with dt = 2 using RHS created at 530 Making slow rhs at time 532 for fast variables advancing from 530 to 532 No-substepping time integration at level 1 to 532 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005673893647 0.003097702659 and volume-weighted sum 51334.67102 Subtracting 9.548859937e-06 from rhs in subdomain 0 Sum after subtraction 6.613633252e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005578405048 MLMG: Initial residual (resid0) = 0.0005578405048 MLMG: Final Iter. 5 resid, resid/bnorm = 5.182528782e-11, 9.290341482e-08 MLMG: Timers: Solve = 0.001741584 Iter = 0.001576424 Bottom = 0.000185481 Time in solve 0.002231712 Max/L2 norm of divergence after solve at level 1 : 9.548894474e-06 0.0007001339754 and volume-weighted sum 51334.67102 Time integration of scalars at level 1 from 530 to 532 with dt = 2 using RHS created at 532 Done with advance_dycore at level 1 [Level 1 step 266] Advanced 5376 cells Coarse STEP 266 ends. TIME = 532 DT = 2 Timestep time = 0.031508995 seconds. Coarse STEP 267 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356887807 (terrain aware) 1.356887807 (terrain unaware) Anelastic dt at level 0 would be: 6.096305118 (terrain aware) 6.096305118 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640647149 (terrain aware) 0.2640647149 (terrain unaware) Anelastic dt at level 1 would be: 2.890633403 (terrain aware) 2.890633403 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 267] ADVANCE from elapsed time = 532 to 534 with dt = 2 Making slow rhs at time 532 for fast variables advancing from 532 to 532.6666666667 Fast time integration at level 0 from 532 to 532.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 532 to 532.6666666667 with dt = 0.6666666666666 using RHS created at 532 Making slow rhs at time 532.6666666667 for fast variables advancing from 532 to 533 Fast time integration at level 0 from 532 to 532.5 with dt = 0.5 Fast time integration at level 0 from 532.5 to 533 with dt = 0.5 Time integration of scalars at level 0 from 532 to 533 with dt = 1 using RHS created at 532.6666666667 Making slow rhs at time 533 for fast variables advancing from 532 to 534 Fast time integration at level 0 from 532 to 532.5 with dt = 0.5 Fast time integration at level 0 from 532.5 to 533 with dt = 0.5 Fast time integration at level 0 from 533 to 533.5 with dt = 0.5 Fast time integration at level 0 from 533.5 to 534 with dt = 0.5 Time integration of scalars at level 0 from 532 to 534 with dt = 2 using RHS created at 533 Done with advance_dycore at level 0 [Level 0 step 267] Advanced 4096 cells [Level 1 step 267] ADVANCE from elapsed time = 532 to 534 with dt = 2 Making slow rhs at time 532 for fast variables advancing from 532 to 534 No-substepping time integration at level 1 to 534 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005236110251 0.003156636462 and volume-weighted sum 39158.11581 Subtracting 7.283875709e-06 from rhs in subdomain 0 Sum after subtraction 1.023486851e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005163271494 MLMG: Initial residual (resid0) = 0.0005163271494 MLMG: Final Iter. 6 resid, resid/bnorm = 1.363244553e-11, 2.640272848e-08 MLMG: Timers: Solve = 0.002010185 Iter = 0.001843719 Bottom = 0.000230825 Time in solve 0.002503632 Max/L2 norm of divergence after solve at level 1 : 7.283889342e-06 0.0005340625887 and volume-weighted sum 39158.11581 Time integration of scalars at level 1 from 532 to 534 with dt = 2 using RHS created at 532 Making slow rhs at time 534 for fast variables advancing from 532 to 534 No-substepping time integration at level 1 to 534 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005171000242 0.003061403695 and volume-weighted sum 39158.11581 Subtracting 7.283875709e-06 from rhs in subdomain 0 Sum after subtraction 1.060349725e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005098161484 MLMG: Initial residual (resid0) = 0.0005098161484 MLMG: Final Iter. 5 resid, resid/bnorm = 5.092910078e-11, 9.989699411e-08 MLMG: Timers: Solve = 0.001709116 Iter = 0.001549041 Bottom = 0.000185217 Time in solve 0.002207801 Max/L2 norm of divergence after solve at level 1 : 7.283911051e-06 0.0005340625887 and volume-weighted sum 39158.11581 Time integration of scalars at level 1 from 532 to 534 with dt = 2 using RHS created at 534 Done with advance_dycore at level 1 [Level 1 step 267] Advanced 5376 cells Coarse STEP 267 ends. TIME = 534 DT = 2 Timestep time = 0.031244718 seconds. Coarse STEP 268 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356682892 (terrain aware) 1.356682892 (terrain unaware) Anelastic dt at level 0 would be: 6.089899597 (terrain aware) 6.089899597 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2640484155 (terrain aware) 0.2640484155 (terrain unaware) Anelastic dt at level 1 would be: 2.884086899 (terrain aware) 2.884086899 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 268] ADVANCE from elapsed time = 534 to 536 with dt = 2 Making slow rhs at time 534 for fast variables advancing from 534 to 534.6666666667 Fast time integration at level 0 from 534 to 534.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 534 to 534.6666666667 with dt = 0.6666666666666 using RHS created at 534 Making slow rhs at time 534.6666666667 for fast variables advancing from 534 to 535 Fast time integration at level 0 from 534 to 534.5 with dt = 0.5 Fast time integration at level 0 from 534.5 to 535 with dt = 0.5 Time integration of scalars at level 0 from 534 to 535 with dt = 1 using RHS created at 534.6666666667 Making slow rhs at time 535 for fast variables advancing from 534 to 536 Fast time integration at level 0 from 534 to 534.5 with dt = 0.5 Fast time integration at level 0 from 534.5 to 535 with dt = 0.5 Fast time integration at level 0 from 535 to 535.5 with dt = 0.5 Fast time integration at level 0 from 535.5 to 536 with dt = 0.5 Time integration of scalars at level 0 from 534 to 536 with dt = 2 using RHS created at 535 Done with advance_dycore at level 0 [Level 0 step 268] Advanced 4096 cells [Level 1 step 268] ADVANCE from elapsed time = 534 to 536 with dt = 2 Making slow rhs at time 534 for fast variables advancing from 534 to 536 No-substepping time integration at level 1 to 536 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005578323517 0.003073466595 and volume-weighted sum 22005.46381 Subtracting 4.093278238e-06 from rhs in subdomain 0 Sum after subtraction -3.77302356e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005537390735 MLMG: Initial residual (resid0) = 0.0005537390735 MLMG: Final Iter. 6 resid, resid/bnorm = 8.912413784e-12, 1.609497002e-08 MLMG: Timers: Solve = 0.002010854 Iter = 0.00184527 Bottom = 0.000218711 Time in solve 0.002496087 Max/L2 norm of divergence after solve at level 1 : 4.09328715e-06 0.0003001241178 and volume-weighted sum 22005.46381 Time integration of scalars at level 1 from 534 to 536 with dt = 2 using RHS created at 534 Making slow rhs at time 536 for fast variables advancing from 534 to 536 No-substepping time integration at level 1 to 536 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005617039101 0.003024950194 and volume-weighted sum 22005.46381 Subtracting 4.093278238e-06 from rhs in subdomain 0 Sum after subtraction 1.368263142e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005576106319 MLMG: Initial residual (resid0) = 0.0005576106319 MLMG: Final Iter. 5 resid, resid/bnorm = 4.976106798e-11, 8.923981204e-08 MLMG: Timers: Solve = 0.001723733 Iter = 0.001560202 Bottom = 0.000196775 Time in solve 0.002224833 Max/L2 norm of divergence after solve at level 1 : 4.093314775e-06 0.0003001241178 and volume-weighted sum 22005.46381 Time integration of scalars at level 1 from 534 to 536 with dt = 2 using RHS created at 536 Done with advance_dycore at level 1 [Level 1 step 268] Advanced 5376 cells Coarse STEP 268 ends. TIME = 536 DT = 2 Timestep time = 0.031555537 seconds. Coarse STEP 269 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356729541 (terrain aware) 1.356729541 (terrain unaware) Anelastic dt at level 0 would be: 6.088181896 (terrain aware) 6.088181896 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264067416 (terrain aware) 0.264067416 (terrain unaware) Anelastic dt at level 1 would be: 2.878785037 (terrain aware) 2.878785037 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 269] ADVANCE from elapsed time = 536 to 538 with dt = 2 Making slow rhs at time 536 for fast variables advancing from 536 to 536.6666666667 Fast time integration at level 0 from 536 to 536.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 536 to 536.6666666667 with dt = 0.6666666666666 using RHS created at 536 Making slow rhs at time 536.6666666667 for fast variables advancing from 536 to 537 Fast time integration at level 0 from 536 to 536.5 with dt = 0.5 Fast time integration at level 0 from 536.5 to 537 with dt = 0.5 Time integration of scalars at level 0 from 536 to 537 with dt = 1 using RHS created at 536.6666666667 Making slow rhs at time 537 for fast variables advancing from 536 to 538 Fast time integration at level 0 from 536 to 536.5 with dt = 0.5 Fast time integration at level 0 from 536.5 to 537 with dt = 0.5 Fast time integration at level 0 from 537 to 537.5 with dt = 0.5 Fast time integration at level 0 from 537.5 to 538 with dt = 0.5 Time integration of scalars at level 0 from 536 to 538 with dt = 2 using RHS created at 537 Done with advance_dycore at level 0 [Level 0 step 269] Advanced 4096 cells [Level 1 step 269] ADVANCE from elapsed time = 536 to 538 with dt = 2 Making slow rhs at time 536 for fast variables advancing from 536 to 538 No-substepping time integration at level 1 to 538 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005716723156 0.003022830864 and volume-weighted sum 3042.364543 Subtracting 5.659160237e-07 from rhs in subdomain 0 Sum after subtraction -1.799775606e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005711063996 MLMG: Initial residual (resid0) = 0.0005711063996 MLMG: Final Iter. 5 resid, resid/bnorm = 6.156331778e-11, 1.077965819e-07 MLMG: Timers: Solve = 0.001740994 Iter = 0.001577528 Bottom = 0.000185681 Time in solve 0.00223954 Max/L2 norm of divergence after solve at level 1 : 5.65977587e-07 4.149364825e-05 and volume-weighted sum 3042.364543 Time integration of scalars at level 1 from 536 to 538 with dt = 2 using RHS created at 536 Making slow rhs at time 538 for fast variables advancing from 536 to 538 No-substepping time integration at level 1 to 538 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005435967103 0.003005381268 and volume-weighted sum 3042.364543 Subtracting 5.659160237e-07 from rhs in subdomain 0 Sum after subtraction -4.250072516e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005430307942 MLMG: Initial residual (resid0) = 0.0005430307942 MLMG: Final Iter. 5 resid, resid/bnorm = 4.836690229e-11, 8.90684337e-08 MLMG: Timers: Solve = 0.001741283 Iter = 0.001568104 Bottom = 0.000186678 Time in solve 0.002237576 Max/L2 norm of divergence after solve at level 1 : 5.659536618e-07 4.149364825e-05 and volume-weighted sum 3042.364543 Time integration of scalars at level 1 from 536 to 538 with dt = 2 using RHS created at 538 Done with advance_dycore at level 1 [Level 1 step 269] Advanced 5376 cells Coarse STEP 269 ends. TIME = 538 DT = 2 Timestep time = 0.031253436 seconds. Coarse STEP 270 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.357023396 (terrain aware) 1.357023396 (terrain unaware) Anelastic dt at level 0 would be: 6.091088753 (terrain aware) 6.091088753 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264117006 (terrain aware) 0.264117006 (terrain unaware) Anelastic dt at level 1 would be: 2.87493552 (terrain aware) 2.87493552 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 270] ADVANCE from elapsed time = 538 to 540 with dt = 2 Making slow rhs at time 538 for fast variables advancing from 538 to 538.6666666667 Fast time integration at level 0 from 538 to 538.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 538 to 538.6666666667 with dt = 0.6666666666666 using RHS created at 538 Making slow rhs at time 538.6666666667 for fast variables advancing from 538 to 539 Fast time integration at level 0 from 538 to 538.5 with dt = 0.5 Fast time integration at level 0 from 538.5 to 539 with dt = 0.5 Time integration of scalars at level 0 from 538 to 539 with dt = 1 using RHS created at 538.6666666667 Making slow rhs at time 539 for fast variables advancing from 538 to 540 Fast time integration at level 0 from 538 to 538.5 with dt = 0.5 Fast time integration at level 0 from 538.5 to 539 with dt = 0.5 Fast time integration at level 0 from 539 to 539.5 with dt = 0.5 Fast time integration at level 0 from 539.5 to 540 with dt = 0.5 Time integration of scalars at level 0 from 538 to 540 with dt = 2 using RHS created at 539 Done with advance_dycore at level 0 [Level 0 step 270] Advanced 4096 cells [Level 1 step 270] ADVANCE from elapsed time = 538 to 540 with dt = 2 Making slow rhs at time 538 for fast variables advancing from 538 to 540 No-substepping time integration at level 1 to 540 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004795038695 0.003021444043 and volume-weighted sum -14885.75189 Subtracting -2.768927063e-06 from rhs in subdomain 0 Sum after subtraction 2.168404345e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004822727966 MLMG: Initial residual (resid0) = 0.0004822727966 MLMG: Final Iter. 5 resid, resid/bnorm = 5.970977624e-11, 1.238091318e-07 MLMG: Timers: Solve = 0.001737436 Iter = 0.001569709 Bottom = 0.000185694 Time in solve 0.002238136 Max/L2 norm of divergence after solve at level 1 : 2.768986567e-06 0.0002030210857 and volume-weighted sum -14885.75189 Time integration of scalars at level 1 from 538 to 540 with dt = 2 using RHS created at 538 Making slow rhs at time 540 for fast variables advancing from 538 to 540 No-substepping time integration at level 1 to 540 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005047057566 0.003007185777 and volume-weighted sum -14885.75189 Subtracting -2.768927063e-06 from rhs in subdomain 0 Sum after subtraction -1.710871028e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005074746836 MLMG: Initial residual (resid0) = 0.0005074746836 MLMG: Final Iter. 5 resid, resid/bnorm = 4.807570927e-11, 9.473518743e-08 MLMG: Timers: Solve = 0.001973857 Iter = 0.001561076 Bottom = 0.000185714 Time in solve 0.002481933 Max/L2 norm of divergence after solve at level 1 : 2.768975138e-06 0.0002030210857 and volume-weighted sum -14885.75189 Time integration of scalars at level 1 from 538 to 540 with dt = 2 using RHS created at 540 Done with advance_dycore at level 1 [Level 1 step 270] Advanced 5376 cells Coarse STEP 270 ends. TIME = 540 DT = 2 Timestep time = 0.031227743 seconds. Coarse STEP 271 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.357439185 (terrain aware) 1.357439185 (terrain unaware) Anelastic dt at level 0 would be: 6.098548438 (terrain aware) 6.098548438 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2641472934 (terrain aware) 0.2641472934 (terrain unaware) Anelastic dt at level 1 would be: 2.869884942 (terrain aware) 2.869884942 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 271] ADVANCE from elapsed time = 540 to 542 with dt = 2 Making slow rhs at time 540 for fast variables advancing from 540 to 540.6666666667 Fast time integration at level 0 from 540 to 540.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 540 to 540.6666666667 with dt = 0.6666666666666 using RHS created at 540 Making slow rhs at time 540.6666666667 for fast variables advancing from 540 to 541 Fast time integration at level 0 from 540 to 540.5 with dt = 0.5 Fast time integration at level 0 from 540.5 to 541 with dt = 0.5 Time integration of scalars at level 0 from 540 to 541 with dt = 1 using RHS created at 540.6666666667 Making slow rhs at time 541 for fast variables advancing from 540 to 542 Fast time integration at level 0 from 540 to 540.5 with dt = 0.5 Fast time integration at level 0 from 540.5 to 541 with dt = 0.5 Fast time integration at level 0 from 541 to 541.5 with dt = 0.5 Fast time integration at level 0 from 541.5 to 542 with dt = 0.5 Time integration of scalars at level 0 from 540 to 542 with dt = 2 using RHS created at 541 Done with advance_dycore at level 0 [Level 0 step 271] Advanced 4096 cells [Level 1 step 271] ADVANCE from elapsed time = 540 to 542 with dt = 2 Making slow rhs at time 540 for fast variables advancing from 540 to 542 No-substepping time integration at level 1 to 542 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005717057807 0.003054249352 and volume-weighted sum -29346.25831 Subtracting -5.458753405e-06 from rhs in subdomain 0 Sum after subtraction -3.122502257e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005771645342 MLMG: Initial residual (resid0) = 0.0005771645342 MLMG: Final Iter. 5 resid, resid/bnorm = 9.105481883e-11, 1.57762325e-07 MLMG: Timers: Solve = 0.001729187 Iter = 0.001563174 Bottom = 0.000188122 Time in solve 0.002210954 Max/L2 norm of divergence after solve at level 1 : 5.458818438e-06 0.0004002424109 and volume-weighted sum -29346.25831 Time integration of scalars at level 1 from 540 to 542 with dt = 2 using RHS created at 540 Making slow rhs at time 542 for fast variables advancing from 540 to 542 No-substepping time integration at level 1 to 542 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005608686552 0.003021573507 and volume-weighted sum -29346.25831 Subtracting -5.458753405e-06 from rhs in subdomain 0 Sum after subtraction 1.604619215e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005663274086 MLMG: Initial residual (resid0) = 0.0005663274086 MLMG: Final Iter. 5 resid, resid/bnorm = 4.78387768e-11, 8.447194339e-08 MLMG: Timers: Solve = 0.002000559 Iter = 0.001835184 Bottom = 0.000189825 Time in solve 0.002495933 Max/L2 norm of divergence after solve at level 1 : 5.458801244e-06 0.0004002424109 and volume-weighted sum -29346.25831 Time integration of scalars at level 1 from 540 to 542 with dt = 2 using RHS created at 542 Done with advance_dycore at level 1 [Level 1 step 271] Advanced 5376 cells Coarse STEP 271 ends. TIME = 542 DT = 2 Timestep time = 0.031799366 seconds. Coarse STEP 272 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356264606 (terrain aware) 1.356264606 (terrain unaware) Anelastic dt at level 0 would be: 6.097690488 (terrain aware) 6.097690488 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2641784012 (terrain aware) 0.2641784012 (terrain unaware) Anelastic dt at level 1 would be: 2.862849132 (terrain aware) 2.862849132 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 272] ADVANCE from elapsed time = 542 to 544 with dt = 2 Making slow rhs at time 542 for fast variables advancing from 542 to 542.6666666667 Fast time integration at level 0 from 542 to 542.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 542 to 542.6666666667 with dt = 0.6666666666666 using RHS created at 542 Making slow rhs at time 542.6666666667 for fast variables advancing from 542 to 543 Fast time integration at level 0 from 542 to 542.5 with dt = 0.5 Fast time integration at level 0 from 542.5 to 543 with dt = 0.5 Time integration of scalars at level 0 from 542 to 543 with dt = 1 using RHS created at 542.6666666667 Making slow rhs at time 543 for fast variables advancing from 542 to 544 Fast time integration at level 0 from 542 to 542.5 with dt = 0.5 Fast time integration at level 0 from 542.5 to 543 with dt = 0.5 Fast time integration at level 0 from 543 to 543.5 with dt = 0.5 Fast time integration at level 0 from 543.5 to 544 with dt = 0.5 Time integration of scalars at level 0 from 542 to 544 with dt = 2 using RHS created at 543 Done with advance_dycore at level 0 [Level 0 step 272] Advanced 4096 cells [Level 1 step 272] ADVANCE from elapsed time = 542 to 544 with dt = 2 Making slow rhs at time 542 for fast variables advancing from 542 to 544 No-substepping time integration at level 1 to 544 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005325515437 0.003090543581 and volume-weighted sum -38417.72132 Subtracting -7.14615352e-06 from rhs in subdomain 0 Sum after subtraction 6.15826834e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005396976972 MLMG: Initial residual (resid0) = 0.0005396976972 MLMG: Final Iter. 6 resid, resid/bnorm = 7.405840186e-12, 1.372220082e-08 MLMG: Timers: Solve = 0.002013715 Iter = 0.001837304 Bottom = 0.000219728 Time in solve 0.002505429 Max/L2 norm of divergence after solve at level 1 : 7.146158813e-06 0.0005239646309 and volume-weighted sum -38417.72132 Time integration of scalars at level 1 from 542 to 544 with dt = 2 using RHS created at 542 Making slow rhs at time 544 for fast variables advancing from 542 to 544 No-substepping time integration at level 1 to 544 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005118440094 0.003034704024 and volume-weighted sum -38417.72132 Subtracting -7.14615352e-06 from rhs in subdomain 0 Sum after subtraction 2.493664997e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005189901629 MLMG: Initial residual (resid0) = 0.0005189901629 MLMG: Final Iter. 5 resid, resid/bnorm = 4.754211037e-11, 9.160503179e-08 MLMG: Timers: Solve = 0.001738671 Iter = 0.001569242 Bottom = 0.000191666 Time in solve 0.002224854 Max/L2 norm of divergence after solve at level 1 : 7.146201062e-06 0.0005239646309 and volume-weighted sum -38417.72132 Time integration of scalars at level 1 from 542 to 544 with dt = 2 using RHS created at 544 Done with advance_dycore at level 1 [Level 1 step 272] Advanced 5376 cells Coarse STEP 272 ends. TIME = 544 DT = 2 Timestep time = 0.031223442 seconds. Coarse STEP 273 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.355397235 (terrain aware) 1.355397235 (terrain unaware) Anelastic dt at level 0 would be: 6.083143114 (terrain aware) 6.083143114 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2642366355 (terrain aware) 0.2642366355 (terrain unaware) Anelastic dt at level 1 would be: 2.857568757 (terrain aware) 2.857568757 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 273] ADVANCE from elapsed time = 544 to 546 with dt = 2 Making slow rhs at time 544 for fast variables advancing from 544 to 544.6666666667 Fast time integration at level 0 from 544 to 544.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 544 to 544.6666666667 with dt = 0.6666666666666 using RHS created at 544 Making slow rhs at time 544.6666666667 for fast variables advancing from 544 to 545 Fast time integration at level 0 from 544 to 544.5 with dt = 0.5 Fast time integration at level 0 from 544.5 to 545 with dt = 0.5 Time integration of scalars at level 0 from 544 to 545 with dt = 1 using RHS created at 544.6666666667 Making slow rhs at time 545 for fast variables advancing from 544 to 546 Fast time integration at level 0 from 544 to 544.5 with dt = 0.5 Fast time integration at level 0 from 544.5 to 545 with dt = 0.5 Fast time integration at level 0 from 545 to 545.5 with dt = 0.5 Fast time integration at level 0 from 545.5 to 546 with dt = 0.5 Time integration of scalars at level 0 from 544 to 546 with dt = 2 using RHS created at 545 Done with advance_dycore at level 0 [Level 0 step 273] Advanced 4096 cells [Level 1 step 273] ADVANCE from elapsed time = 544 to 546 with dt = 2 Making slow rhs at time 544 for fast variables advancing from 544 to 546 No-substepping time integration at level 1 to 546 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005234078586 0.003095740463 and volume-weighted sum -41076.36292 Subtracting -7.640692507e-06 from rhs in subdomain 0 Sum after subtraction -6.028164079e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005310485511 MLMG: Initial residual (resid0) = 0.0005310485511 MLMG: Final Iter. 6 resid, resid/bnorm = 6.707624966e-12, 1.26309072e-08 MLMG: Timers: Solve = 0.002010744 Iter = 0.001844196 Bottom = 0.00022484 Time in solve 0.002496182 Max/L2 norm of divergence after solve at level 1 : 7.640699215e-06 0.0005602248284 and volume-weighted sum -41076.36292 Time integration of scalars at level 1 from 544 to 546 with dt = 2 using RHS created at 544 Making slow rhs at time 546 for fast variables advancing from 544 to 546 No-substepping time integration at level 1 to 546 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005395485608 0.003035478419 and volume-weighted sum -41076.36292 Subtracting -7.640692507e-06 from rhs in subdomain 0 Sum after subtraction -4.748805515e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005471892533 MLMG: Initial residual (resid0) = 0.0005471892533 MLMG: Final Iter. 5 resid, resid/bnorm = 4.731716816e-11, 8.647313131e-08 MLMG: Timers: Solve = 0.001749389 Iter = 0.001580677 Bottom = 0.000188556 Time in solve 0.002250499 Max/L2 norm of divergence after solve at level 1 : 7.640739824e-06 0.0005602248284 and volume-weighted sum -41076.36292 Time integration of scalars at level 1 from 544 to 546 with dt = 2 using RHS created at 546 Done with advance_dycore at level 1 [Level 1 step 273] Advanced 5376 cells Coarse STEP 273 ends. TIME = 546 DT = 2 Timestep time = 0.031198822 seconds. Coarse STEP 274 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.354852486 (terrain aware) 1.354852486 (terrain unaware) Anelastic dt at level 0 would be: 6.073935952 (terrain aware) 6.073935952 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2642901183 (terrain aware) 0.2642901183 (terrain unaware) Anelastic dt at level 1 would be: 2.854169519 (terrain aware) 2.854169519 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 274] ADVANCE from elapsed time = 546 to 548 with dt = 2 Making slow rhs at time 546 for fast variables advancing from 546 to 546.6666666667 Fast time integration at level 0 from 546 to 546.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 546 to 546.6666666667 with dt = 0.6666666666666 using RHS created at 546 Making slow rhs at time 546.6666666667 for fast variables advancing from 546 to 547 Fast time integration at level 0 from 546 to 546.5 with dt = 0.5 Fast time integration at level 0 from 546.5 to 547 with dt = 0.5 Time integration of scalars at level 0 from 546 to 547 with dt = 1 using RHS created at 546.6666666667 Making slow rhs at time 547 for fast variables advancing from 546 to 548 Fast time integration at level 0 from 546 to 546.5 with dt = 0.5 Fast time integration at level 0 from 546.5 to 547 with dt = 0.5 Fast time integration at level 0 from 547 to 547.5 with dt = 0.5 Fast time integration at level 0 from 547.5 to 548 with dt = 0.5 Time integration of scalars at level 0 from 546 to 548 with dt = 2 using RHS created at 547 Done with advance_dycore at level 0 [Level 0 step 274] Advanced 4096 cells [Level 1 step 274] ADVANCE from elapsed time = 546 to 548 with dt = 2 Making slow rhs at time 546 for fast variables advancing from 546 to 548 No-substepping time integration at level 1 to 548 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005727155107 0.003060458594 and volume-weighted sum -37755.48665 Subtracting -7.022969987e-06 from rhs in subdomain 0 Sum after subtraction -2.558717127e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005797384807 MLMG: Initial residual (resid0) = 0.0005797384807 MLMG: Final Iter. 6 resid, resid/bnorm = 7.308601411e-12, 1.260672123e-08 MLMG: Timers: Solve = 0.002002564 Iter = 0.001843886 Bottom = 0.000224232 Time in solve 0.002503499 Max/L2 norm of divergence after solve at level 1 : 7.022977296e-06 0.0005149326651 and volume-weighted sum -37755.48665 Time integration of scalars at level 1 from 546 to 548 with dt = 2 using RHS created at 546 Making slow rhs at time 548 for fast variables advancing from 546 to 548 No-substepping time integration at level 1 to 548 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005474701982 0.003020539456 and volume-weighted sum -37755.48665 Subtracting -7.022969987e-06 from rhs in subdomain 0 Sum after subtraction -4.640385298e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005544931682 MLMG: Initial residual (resid0) = 0.0005544931682 MLMG: Final Iter. 5 resid, resid/bnorm = 4.699087654e-11, 8.474563661e-08 MLMG: Timers: Solve = 0.001735354 Iter = 0.00156326 Bottom = 0.000190111 Time in solve 0.002222269 Max/L2 norm of divergence after solve at level 1 : 7.023016978e-06 0.0005149326651 and volume-weighted sum -37755.48665 Time integration of scalars at level 1 from 546 to 548 with dt = 2 using RHS created at 548 Done with advance_dycore at level 1 [Level 1 step 274] Advanced 5376 cells Coarse STEP 274 ends. TIME = 548 DT = 2 Timestep time = 0.031176801 seconds. Coarse STEP 275 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.354643489 (terrain aware) 1.354643489 (terrain unaware) Anelastic dt at level 0 would be: 6.07011295 (terrain aware) 6.07011295 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2643293208 (terrain aware) 0.2643293208 (terrain unaware) Anelastic dt at level 1 would be: 2.852137587 (terrain aware) 2.852137587 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 275] ADVANCE from elapsed time = 548 to 550 with dt = 2 Making slow rhs at time 548 for fast variables advancing from 548 to 548.6666666667 Fast time integration at level 0 from 548 to 548.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 548 to 548.6666666667 with dt = 0.6666666666666 using RHS created at 548 Making slow rhs at time 548.6666666667 for fast variables advancing from 548 to 549 Fast time integration at level 0 from 548 to 548.5 with dt = 0.5 Fast time integration at level 0 from 548.5 to 549 with dt = 0.5 Time integration of scalars at level 0 from 548 to 549 with dt = 1 using RHS created at 548.6666666667 Making slow rhs at time 549 for fast variables advancing from 548 to 550 Fast time integration at level 0 from 548 to 548.5 with dt = 0.5 Fast time integration at level 0 from 548.5 to 549 with dt = 0.5 Fast time integration at level 0 from 549 to 549.5 with dt = 0.5 Fast time integration at level 0 from 549.5 to 550 with dt = 0.5 Time integration of scalars at level 0 from 548 to 550 with dt = 2 using RHS created at 549 Done with advance_dycore at level 0 [Level 0 step 275] Advanced 4096 cells [Level 1 step 275] ADVANCE from elapsed time = 548 to 550 with dt = 2 Making slow rhs at time 548 for fast variables advancing from 548 to 550 No-substepping time integration at level 1 to 550 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004875729162 0.00301526299 and volume-weighted sum -30540.66194 Subtracting -5.680926699e-06 from rhs in subdomain 0 Sum after subtraction -6.2883726e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004932538429 MLMG: Initial residual (resid0) = 0.0004932538429 MLMG: Final Iter. 6 resid, resid/bnorm = 8.570388918e-12, 1.737520962e-08 MLMG: Timers: Solve = 0.00228837 Iter = 0.002039863 Bottom = 0.000220006 Time in solve 0.002826345 Max/L2 norm of divergence after solve at level 1 : 5.68093527e-06 0.0004165324259 and volume-weighted sum -30540.66194 Time integration of scalars at level 1 from 548 to 550 with dt = 2 using RHS created at 548 Making slow rhs at time 550 for fast variables advancing from 548 to 550 No-substepping time integration at level 1 to 550 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004938093287 0.00299918244 and volume-weighted sum -30540.66194 Subtracting -5.680926699e-06 from rhs in subdomain 0 Sum after subtraction -4.987329993e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004994902554 MLMG: Initial residual (resid0) = 0.0004994902554 MLMG: Final Iter. 5 resid, resid/bnorm = 4.657376121e-11, 9.324258222e-08 MLMG: Timers: Solve = 0.001741417 Iter = 0.001572043 Bottom = 0.000188885 Time in solve 0.002228855 Max/L2 norm of divergence after solve at level 1 : 5.680973273e-06 0.0004165324259 and volume-weighted sum -30540.66194 Time integration of scalars at level 1 from 548 to 550 with dt = 2 using RHS created at 550 Done with advance_dycore at level 1 [Level 1 step 275] Advanced 5376 cells Coarse STEP 275 ends. TIME = 550 DT = 2 Timestep time = 0.031441418 seconds. Coarse STEP 276 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.35477705 (terrain aware) 1.35477705 (terrain unaware) Anelastic dt at level 0 would be: 6.071633049 (terrain aware) 6.071633049 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2643900427 (terrain aware) 0.2643900427 (terrain unaware) Anelastic dt at level 1 would be: 2.845536396 (terrain aware) 2.845536396 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 276] ADVANCE from elapsed time = 550 to 552 with dt = 2 Making slow rhs at time 550 for fast variables advancing from 550 to 550.6666666667 Fast time integration at level 0 from 550 to 550.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 550 to 550.6666666667 with dt = 0.6666666666666 using RHS created at 550 Making slow rhs at time 550.6666666667 for fast variables advancing from 550 to 551 Fast time integration at level 0 from 550 to 550.5 with dt = 0.5 Fast time integration at level 0 from 550.5 to 551 with dt = 0.5 Time integration of scalars at level 0 from 550 to 551 with dt = 1 using RHS created at 550.6666666667 Making slow rhs at time 551 for fast variables advancing from 550 to 552 Fast time integration at level 0 from 550 to 550.5 with dt = 0.5 Fast time integration at level 0 from 550.5 to 551 with dt = 0.5 Fast time integration at level 0 from 551 to 551.5 with dt = 0.5 Fast time integration at level 0 from 551.5 to 552 with dt = 0.5 Time integration of scalars at level 0 from 550 to 552 with dt = 2 using RHS created at 551 Done with advance_dycore at level 0 [Level 0 step 276] Advanced 4096 cells [Level 1 step 276] ADVANCE from elapsed time = 550 to 552 with dt = 2 Making slow rhs at time 550 for fast variables advancing from 550 to 552 No-substepping time integration at level 1 to 552 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005614789148 0.003000418389 and volume-weighted sum -22413.23493 Subtracting -4.169128522e-06 from rhs in subdomain 0 Sum after subtraction -1.199127603e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005656480433 MLMG: Initial residual (resid0) = 0.0005656480433 MLMG: Final Iter. 6 resid, resid/bnorm = 1.017663378e-11, 1.799110577e-08 MLMG: Timers: Solve = 0.002340551 Iter = 0.002170103 Bottom = 0.000223748 Time in solve 0.002894418 Max/L2 norm of divergence after solve at level 1 : 4.169138698e-06 0.0003056855525 and volume-weighted sum -22413.23493 Time integration of scalars at level 1 from 550 to 552 with dt = 2 using RHS created at 550 Making slow rhs at time 552 for fast variables advancing from 550 to 552 No-substepping time integration at level 1 to 552 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005622153946 0.002978986704 and volume-weighted sum -22413.23493 Subtracting -4.169128522e-06 from rhs in subdomain 0 Sum after subtraction -1.066854938e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005663845231 MLMG: Initial residual (resid0) = 0.0005663845231 MLMG: Final Iter. 5 resid, resid/bnorm = 4.602407723e-11, 8.125941892e-08 MLMG: Timers: Solve = 0.001740181 Iter = 0.001572133 Bottom = 0.000194113 Time in solve 0.002226615 Max/L2 norm of divergence after solve at level 1 : 4.169174546e-06 0.0003056855525 and volume-weighted sum -22413.23493 Time integration of scalars at level 1 from 550 to 552 with dt = 2 using RHS created at 552 Done with advance_dycore at level 1 [Level 1 step 276] Advanced 5376 cells Coarse STEP 276 ends. TIME = 552 DT = 2 Timestep time = 0.031534165 seconds. Coarse STEP 277 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353921671 (terrain aware) 1.353921671 (terrain unaware) Anelastic dt at level 0 would be: 6.078322439 (terrain aware) 6.078322439 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2644677278 (terrain aware) 0.2644677278 (terrain unaware) Anelastic dt at level 1 would be: 2.840600242 (terrain aware) 2.840600242 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 277] ADVANCE from elapsed time = 552 to 554 with dt = 2 Making slow rhs at time 552 for fast variables advancing from 552 to 552.6666666667 Fast time integration at level 0 from 552 to 552.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 552 to 552.6666666667 with dt = 0.6666666666666 using RHS created at 552 Making slow rhs at time 552.6666666667 for fast variables advancing from 552 to 553 Fast time integration at level 0 from 552 to 552.5 with dt = 0.5 Fast time integration at level 0 from 552.5 to 553 with dt = 0.5 Time integration of scalars at level 0 from 552 to 553 with dt = 1 using RHS created at 552.6666666667 Making slow rhs at time 553 for fast variables advancing from 552 to 554 Fast time integration at level 0 from 552 to 552.5 with dt = 0.5 Fast time integration at level 0 from 552.5 to 553 with dt = 0.5 Fast time integration at level 0 from 553 to 553.5 with dt = 0.5 Fast time integration at level 0 from 553.5 to 554 with dt = 0.5 Time integration of scalars at level 0 from 552 to 554 with dt = 2 using RHS created at 553 Done with advance_dycore at level 0 [Level 0 step 277] Advanced 4096 cells [Level 1 step 277] ADVANCE from elapsed time = 552 to 554 with dt = 2 Making slow rhs at time 552 for fast variables advancing from 552 to 554 No-substepping time integration at level 1 to 554 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005612467292 0.003008752658 and volume-weighted sum -15822.18365 Subtracting -2.943114519e-06 from rhs in subdomain 0 Sum after subtraction -7.784571598e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005641898437 MLMG: Initial residual (resid0) = 0.0005641898437 MLMG: Final Iter. 6 resid, resid/bnorm = 1.18501381e-11, 2.100381322e-08 MLMG: Timers: Solve = 0.002018894 Iter = 0.00184758 Bottom = 0.000225455 Time in solve 0.002523138 Max/L2 norm of divergence after solve at level 1 : 2.943126369e-06 0.000215792721 and volume-weighted sum -15822.18365 Time integration of scalars at level 1 from 552 to 554 with dt = 2 using RHS created at 552 Making slow rhs at time 554 for fast variables advancing from 552 to 554 No-substepping time integration at level 1 to 554 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005335171816 0.002964419264 and volume-weighted sum -15822.18365 Subtracting -2.943114519e-06 from rhs in subdomain 0 Sum after subtraction -8.760353554e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005364602961 MLMG: Initial residual (resid0) = 0.0005364602961 MLMG: Final Iter. 5 resid, resid/bnorm = 4.519431669e-11, 8.424540831e-08 MLMG: Timers: Solve = 0.001730347 Iter = 0.001568993 Bottom = 0.000196765 Time in solve 0.002228761 Max/L2 norm of divergence after solve at level 1 : 2.943159713e-06 0.000215792721 and volume-weighted sum -15822.18365 Time integration of scalars at level 1 from 552 to 554 with dt = 2 using RHS created at 554 Done with advance_dycore at level 1 [Level 1 step 277] Advanced 5376 cells Coarse STEP 277 ends. TIME = 554 DT = 2 Timestep time = 0.031304166 seconds. Coarse STEP 278 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352995257 (terrain aware) 1.352995257 (terrain unaware) Anelastic dt at level 0 would be: 6.084060753 (terrain aware) 6.084060753 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645104605 (terrain aware) 0.2645104605 (terrain unaware) Anelastic dt at level 1 would be: 2.837336876 (terrain aware) 2.837336876 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 278] ADVANCE from elapsed time = 554 to 556 with dt = 2 Making slow rhs at time 554 for fast variables advancing from 554 to 554.6666666667 Fast time integration at level 0 from 554 to 554.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 554 to 554.6666666667 with dt = 0.6666666666666 using RHS created at 554 Making slow rhs at time 554.6666666667 for fast variables advancing from 554 to 555 Fast time integration at level 0 from 554 to 554.5 with dt = 0.5 Fast time integration at level 0 from 554.5 to 555 with dt = 0.5 Time integration of scalars at level 0 from 554 to 555 with dt = 1 using RHS created at 554.6666666667 Making slow rhs at time 555 for fast variables advancing from 554 to 556 Fast time integration at level 0 from 554 to 554.5 with dt = 0.5 Fast time integration at level 0 from 554.5 to 555 with dt = 0.5 Fast time integration at level 0 from 555 to 555.5 with dt = 0.5 Fast time integration at level 0 from 555.5 to 556 with dt = 0.5 Time integration of scalars at level 0 from 554 to 556 with dt = 2 using RHS created at 555 Done with advance_dycore at level 0 [Level 0 step 278] Advanced 4096 cells [Level 1 step 278] ADVANCE from elapsed time = 554 to 556 with dt = 2 Making slow rhs at time 554 for fast variables advancing from 554 to 556 No-substepping time integration at level 1 to 556 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000494258943 0.003003001356 and volume-weighted sum -11350.62647 Subtracting -2.11135165e-06 from rhs in subdomain 0 Sum after subtraction -1.975416358e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004963702947 MLMG: Initial residual (resid0) = 0.0004963702947 MLMG: Final Iter. 6 resid, resid/bnorm = 1.122974047e-11, 2.262371579e-08 MLMG: Timers: Solve = 0.002026567 Iter = 0.001851347 Bottom = 0.000221155 Time in solve 0.002556313 Max/L2 norm of divergence after solve at level 1 : 2.11136288e-06 0.0001548068601 and volume-weighted sum -11350.62647 Time integration of scalars at level 1 from 554 to 556 with dt = 2 using RHS created at 554 Making slow rhs at time 556 for fast variables advancing from 554 to 556 No-substepping time integration at level 1 to 556 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005202532708 0.00295444594 and volume-weighted sum -11350.62647 Subtracting -2.11135165e-06 from rhs in subdomain 0 Sum after subtraction -1.95156391e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005223646225 MLMG: Initial residual (resid0) = 0.0005223646225 MLMG: Final Iter. 5 resid, resid/bnorm = 4.498093229e-11, 8.611021949e-08 MLMG: Timers: Solve = 0.001735165 Iter = 0.001557354 Bottom = 0.000190402 Time in solve 0.002225269 Max/L2 norm of divergence after solve at level 1 : 2.111396631e-06 0.0001548068601 and volume-weighted sum -11350.62647 Time integration of scalars at level 1 from 554 to 556 with dt = 2 using RHS created at 556 Done with advance_dycore at level 1 [Level 1 step 278] Advanced 5376 cells Coarse STEP 278 ends. TIME = 556 DT = 2 Timestep time = 0.031367589 seconds. Coarse STEP 279 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352439612 (terrain aware) 1.352439612 (terrain unaware) Anelastic dt at level 0 would be: 6.0749837 (terrain aware) 6.0749837 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645625733 (terrain aware) 0.2645625733 (terrain unaware) Anelastic dt at level 1 would be: 2.835777085 (terrain aware) 2.835777085 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 279] ADVANCE from elapsed time = 556 to 558 with dt = 2 Making slow rhs at time 556 for fast variables advancing from 556 to 556.6666666667 Fast time integration at level 0 from 556 to 556.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 556 to 556.6666666667 with dt = 0.6666666666666 using RHS created at 556 Making slow rhs at time 556.6666666667 for fast variables advancing from 556 to 557 Fast time integration at level 0 from 556 to 556.5 with dt = 0.5 Fast time integration at level 0 from 556.5 to 557 with dt = 0.5 Time integration of scalars at level 0 from 556 to 557 with dt = 1 using RHS created at 556.6666666667 Making slow rhs at time 557 for fast variables advancing from 556 to 558 Fast time integration at level 0 from 556 to 556.5 with dt = 0.5 Fast time integration at level 0 from 556.5 to 557 with dt = 0.5 Fast time integration at level 0 from 557 to 557.5 with dt = 0.5 Fast time integration at level 0 from 557.5 to 558 with dt = 0.5 Time integration of scalars at level 0 from 556 to 558 with dt = 2 using RHS created at 557 Done with advance_dycore at level 0 [Level 0 step 279] Advanced 4096 cells [Level 1 step 279] ADVANCE from elapsed time = 556 to 558 with dt = 2 Making slow rhs at time 556 for fast variables advancing from 556 to 558 No-substepping time integration at level 1 to 558 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005794578343 0.002975800549 and volume-weighted sum -7507.022678 Subtracting -1.396395588e-06 from rhs in subdomain 0 Sum after subtraction 3.087807787e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005808542299 MLMG: Initial residual (resid0) = 0.0005808542299 MLMG: Final Iter. 6 resid, resid/bnorm = 9.246276748e-12, 1.591841166e-08 MLMG: Timers: Solve = 0.002020293 Iter = 0.001849785 Bottom = 0.000227577 Time in solve 0.002513295 Max/L2 norm of divergence after solve at level 1 : 1.396404834e-06 0.0001023854157 and volume-weighted sum -7507.022678 Time integration of scalars at level 1 from 556 to 558 with dt = 2 using RHS created at 556 Making slow rhs at time 558 for fast variables advancing from 556 to 558 No-substepping time integration at level 1 to 558 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005661886724 0.002945377135 and volume-weighted sum -7507.022678 Subtracting -1.396395588e-06 from rhs in subdomain 0 Sum after subtraction 3.061786935e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000567585068 MLMG: Initial residual (resid0) = 0.000567585068 MLMG: Final Iter. 5 resid, resid/bnorm = 4.505760927e-11, 7.938476857e-08 MLMG: Timers: Solve = 0.001739445 Iter = 0.001570325 Bottom = 0.000198308 Time in solve 0.002225574 Max/L2 norm of divergence after solve at level 1 : 1.396440645e-06 0.0001023854157 and volume-weighted sum -7507.022678 Time integration of scalars at level 1 from 556 to 558 with dt = 2 using RHS created at 558 Done with advance_dycore at level 1 [Level 1 step 279] Advanced 5376 cells Coarse STEP 279 ends. TIME = 558 DT = 2 Timestep time = 0.031306253 seconds. Coarse STEP 280 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.35224417 (terrain aware) 1.35224417 (terrain unaware) Anelastic dt at level 0 would be: 6.072659858 (terrain aware) 6.072659858 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2646279806 (terrain aware) 0.2646279806 (terrain unaware) Anelastic dt at level 1 would be: 2.830581529 (terrain aware) 2.830581529 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 280] ADVANCE from elapsed time = 558 to 560 with dt = 2 Making slow rhs at time 558 for fast variables advancing from 558 to 558.6666666667 Fast time integration at level 0 from 558 to 558.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 558 to 558.6666666667 with dt = 0.6666666666666 using RHS created at 558 Making slow rhs at time 558.6666666667 for fast variables advancing from 558 to 559 Fast time integration at level 0 from 558 to 558.5 with dt = 0.5 Fast time integration at level 0 from 558.5 to 559 with dt = 0.5 Time integration of scalars at level 0 from 558 to 559 with dt = 1 using RHS created at 558.6666666667 Making slow rhs at time 559 for fast variables advancing from 558 to 560 Fast time integration at level 0 from 558 to 558.5 with dt = 0.5 Fast time integration at level 0 from 558.5 to 559 with dt = 0.5 Fast time integration at level 0 from 559 to 559.5 with dt = 0.5 Fast time integration at level 0 from 559.5 to 560 with dt = 0.5 Time integration of scalars at level 0 from 558 to 560 with dt = 2 using RHS created at 559 Done with advance_dycore at level 0 [Level 0 step 280] Advanced 4096 cells [Level 1 step 280] ADVANCE from elapsed time = 558 to 560 with dt = 2 Making slow rhs at time 558 for fast variables advancing from 558 to 560 No-substepping time integration at level 1 to 560 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005306372193 0.002956766957 and volume-weighted sum -1870.488231 Subtracting -3.479330787e-07 from rhs in subdomain 0 Sum after subtraction 5.507747036e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005309851524 MLMG: Initial residual (resid0) = 0.0005309851524 MLMG: Final Iter. 5 resid, resid/bnorm = 9.693683271e-11, 1.825603452e-07 MLMG: Timers: Solve = 0.001728654 Iter = 0.001562144 Bottom = 0.000187719 Time in solve 0.002279054 Max/L2 norm of divergence after solve at level 1 : 3.480021555e-07 2.551087472e-05 and volume-weighted sum -1870.488231 Time integration of scalars at level 1 from 558 to 560 with dt = 2 using RHS created at 558 Making slow rhs at time 560 for fast variables advancing from 558 to 560 No-substepping time integration at level 1 to 560 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005114824955 0.002937741564 and volume-weighted sum -1870.488231 Subtracting -3.479330787e-07 from rhs in subdomain 0 Sum after subtraction 9.540979118e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005118304286 MLMG: Initial residual (resid0) = 0.0005118304286 MLMG: Final Iter. 5 resid, resid/bnorm = 4.481301465e-11, 8.755441676e-08 MLMG: Timers: Solve = 0.001864437 Iter = 0.001581913 Bottom = 0.000190229 Time in solve 0.002439979 Max/L2 norm of divergence after solve at level 1 : 3.479778917e-07 2.551087472e-05 and volume-weighted sum -1870.488231 Time integration of scalars at level 1 from 558 to 560 with dt = 2 using RHS created at 560 Done with advance_dycore at level 1 [Level 1 step 280] Advanced 5376 cells Coarse STEP 280 ends. TIME = 560 DT = 2 Timestep time = 0.031181922 seconds. Coarse STEP 281 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352394207 (terrain aware) 1.352394207 (terrain unaware) Anelastic dt at level 0 would be: 6.076848418 (terrain aware) 6.076848418 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647047129 (terrain aware) 0.2647047129 (terrain unaware) Anelastic dt at level 1 would be: 2.825802701 (terrain aware) 2.825802701 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 281] ADVANCE from elapsed time = 560 to 562 with dt = 2 Making slow rhs at time 560 for fast variables advancing from 560 to 560.6666666667 Fast time integration at level 0 from 560 to 560.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 560 to 560.6666666667 with dt = 0.6666666666666 using RHS created at 560 Making slow rhs at time 560.6666666667 for fast variables advancing from 560 to 561 Fast time integration at level 0 from 560 to 560.5 with dt = 0.5 Fast time integration at level 0 from 560.5 to 561 with dt = 0.5 Time integration of scalars at level 0 from 560 to 561 with dt = 1 using RHS created at 560.6666666667 Making slow rhs at time 561 for fast variables advancing from 560 to 562 Fast time integration at level 0 from 560 to 560.5 with dt = 0.5 Fast time integration at level 0 from 560.5 to 561 with dt = 0.5 Fast time integration at level 0 from 561 to 561.5 with dt = 0.5 Fast time integration at level 0 from 561.5 to 562 with dt = 0.5 Time integration of scalars at level 0 from 560 to 562 with dt = 2 using RHS created at 561 Done with advance_dycore at level 0 [Level 0 step 281] Advanced 4096 cells [Level 1 step 281] ADVANCE from elapsed time = 560 to 562 with dt = 2 Making slow rhs at time 560 for fast variables advancing from 560 to 562 No-substepping time integration at level 1 to 562 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005391798439 0.00295247979 and volume-weighted sum 7022.922207 Subtracting 1.306347137e-06 from rhs in subdomain 0 Sum after subtraction 5.811323645e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005378734967 MLMG: Initial residual (resid0) = 0.0005378734967 MLMG: Final Iter. 6 resid, resid/bnorm = 6.704060736e-12, 1.246401018e-08 MLMG: Timers: Solve = 0.002017579 Iter = 0.00185132 Bottom = 0.000226445 Time in solve 0.002506091 Max/L2 norm of divergence after solve at level 1 : 1.306352651e-06 9.578295421e-05 and volume-weighted sum 7022.922207 Time integration of scalars at level 1 from 560 to 562 with dt = 2 using RHS created at 560 Making slow rhs at time 562 for fast variables advancing from 560 to 562 No-substepping time integration at level 1 to 562 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000554022964 0.002933138453 and volume-weighted sum 7022.922207 Subtracting 1.306347137e-06 from rhs in subdomain 0 Sum after subtraction 5.984795992e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005527166169 MLMG: Initial residual (resid0) = 0.0005527166169 MLMG: Final Iter. 5 resid, resid/bnorm = 4.538150382e-11, 8.210627731e-08 MLMG: Timers: Solve = 0.002017425 Iter = 0.001853125 Bottom = 0.000186389 Time in solve 0.002517281 Max/L2 norm of divergence after solve at level 1 : 1.306388401e-06 9.578295421e-05 and volume-weighted sum 7022.922207 Time integration of scalars at level 1 from 560 to 562 with dt = 2 using RHS created at 562 Done with advance_dycore at level 1 [Level 1 step 281] Advanced 5376 cells Coarse STEP 281 ends. TIME = 562 DT = 2 Timestep time = 0.032091272 seconds. Coarse STEP 282 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.35287306 (terrain aware) 1.35287306 (terrain unaware) Anelastic dt at level 0 would be: 6.087243756 (terrain aware) 6.087243756 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647473493 (terrain aware) 0.2647473493 (terrain unaware) Anelastic dt at level 1 would be: 2.823010314 (terrain aware) 2.823010314 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 282] ADVANCE from elapsed time = 562 to 564 with dt = 2 Making slow rhs at time 562 for fast variables advancing from 562 to 562.6666666667 Fast time integration at level 0 from 562 to 562.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 562 to 562.6666666667 with dt = 0.6666666666666 using RHS created at 562 Making slow rhs at time 562.6666666667 for fast variables advancing from 562 to 563 Fast time integration at level 0 from 562 to 562.5 with dt = 0.5 Fast time integration at level 0 from 562.5 to 563 with dt = 0.5 Time integration of scalars at level 0 from 562 to 563 with dt = 1 using RHS created at 562.6666666667 Making slow rhs at time 563 for fast variables advancing from 562 to 564 Fast time integration at level 0 from 562 to 562.5 with dt = 0.5 Fast time integration at level 0 from 562.5 to 563 with dt = 0.5 Fast time integration at level 0 from 563 to 563.5 with dt = 0.5 Fast time integration at level 0 from 563.5 to 564 with dt = 0.5 Time integration of scalars at level 0 from 562 to 564 with dt = 2 using RHS created at 563 Done with advance_dycore at level 0 [Level 0 step 282] Advanced 4096 cells [Level 1 step 282] ADVANCE from elapsed time = 562 to 564 with dt = 2 Making slow rhs at time 562 for fast variables advancing from 562 to 564 No-substepping time integration at level 1 to 564 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005814084385 0.002944307253 and volume-weighted sum 18379.13842 Subtracting 3.418738545e-06 from rhs in subdomain 0 Sum after subtraction -1.110223025e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005779896999 MLMG: Initial residual (resid0) = 0.0005779896999 MLMG: Final Iter. 5 resid, resid/bnorm = 8.964931976e-11, 1.551053934e-07 MLMG: Timers: Solve = 0.001712945 Iter = 0.001545133 Bottom = 0.000176952 Time in solve 0.002208122 Max/L2 norm of divergence after solve at level 1 : 3.418828195e-06 0.0002506660506 and volume-weighted sum 18379.13842 Time integration of scalars at level 1 from 562 to 564 with dt = 2 using RHS created at 562 Making slow rhs at time 564 for fast variables advancing from 562 to 564 No-substepping time integration at level 1 to 564 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000556456612 0.002934980288 and volume-weighted sum 18379.13842 Subtracting 3.418738545e-06 from rhs in subdomain 0 Sum after subtraction -4.770489559e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005530378734 MLMG: Initial residual (resid0) = 0.0005530378734 MLMG: Final Iter. 5 resid, resid/bnorm = 4.58135938e-11, 8.283988494e-08 MLMG: Timers: Solve = 0.001731516 Iter = 0.001564243 Bottom = 0.000187298 Time in solve 0.002214762 Max/L2 norm of divergence after solve at level 1 : 3.418779625e-06 0.0002506660506 and volume-weighted sum 18379.13842 Time integration of scalars at level 1 from 562 to 564 with dt = 2 using RHS created at 564 Done with advance_dycore at level 1 [Level 1 step 282] Advanced 5376 cells Coarse STEP 282 ends. TIME = 564 DT = 2 Timestep time = 0.030797014 seconds. Coarse STEP 283 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353172073 (terrain aware) 1.353172073 (terrain unaware) Anelastic dt at level 0 would be: 6.086994949 (terrain aware) 6.086994949 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648027537 (terrain aware) 0.2648027537 (terrain unaware) Anelastic dt at level 1 would be: 2.822279162 (terrain aware) 2.822279162 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 283] ADVANCE from elapsed time = 564 to 566 with dt = 2 Making slow rhs at time 564 for fast variables advancing from 564 to 564.6666666667 Fast time integration at level 0 from 564 to 564.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 564 to 564.6666666667 with dt = 0.6666666666666 using RHS created at 564 Making slow rhs at time 564.6666666667 for fast variables advancing from 564 to 565 Fast time integration at level 0 from 564 to 564.5 with dt = 0.5 Fast time integration at level 0 from 564.5 to 565 with dt = 0.5 Time integration of scalars at level 0 from 564 to 565 with dt = 1 using RHS created at 564.6666666667 Making slow rhs at time 565 for fast variables advancing from 564 to 566 Fast time integration at level 0 from 564 to 564.5 with dt = 0.5 Fast time integration at level 0 from 564.5 to 565 with dt = 0.5 Fast time integration at level 0 from 565 to 565.5 with dt = 0.5 Fast time integration at level 0 from 565.5 to 566 with dt = 0.5 Time integration of scalars at level 0 from 564 to 566 with dt = 2 using RHS created at 565 Done with advance_dycore at level 0 [Level 0 step 283] Advanced 4096 cells [Level 1 step 283] ADVANCE from elapsed time = 564 to 566 with dt = 2 Making slow rhs at time 564 for fast variables advancing from 564 to 566 No-substepping time integration at level 1 to 566 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004920970957 0.002945780862 and volume-weighted sum 29310.35274 Subtracting 5.452074543e-06 from rhs in subdomain 0 Sum after subtraction -1.118896642e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004866450212 MLMG: Initial residual (resid0) = 0.0004866450212 MLMG: Final Iter. 5 resid, resid/bnorm = 8.969012979e-11, 1.843029845e-07 MLMG: Timers: Solve = 0.001723762 Iter = 0.001558605 Bottom = 0.000181916 Time in solve 0.002252767 Max/L2 norm of divergence after solve at level 1 : 5.452141753e-06 0.0003997527086 and volume-weighted sum 29310.35274 Time integration of scalars at level 1 from 564 to 566 with dt = 2 using RHS created at 564 Making slow rhs at time 566 for fast variables advancing from 564 to 566 No-substepping time integration at level 1 to 566 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004972865072 0.002944346823 and volume-weighted sum 29310.35274 Subtracting 5.452074543e-06 from rhs in subdomain 0 Sum after subtraction -3.382710778e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004918344327 MLMG: Initial residual (resid0) = 0.0004918344327 MLMG: Final Iter. 5 resid, resid/bnorm = 4.618519864e-11, 9.390395542e-08 MLMG: Timers: Solve = 0.001746073 Iter = 0.001574442 Bottom = 0.000191454 Time in solve 0.002231118 Max/L2 norm of divergence after solve at level 1 : 5.452115099e-06 0.0003997527086 and volume-weighted sum 29310.35274 Time integration of scalars at level 1 from 564 to 566 with dt = 2 using RHS created at 566 Done with advance_dycore at level 1 [Level 1 step 283] Advanced 5376 cells Coarse STEP 283 ends. TIME = 566 DT = 2 Timestep time = 0.030942599 seconds. Coarse STEP 284 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352532407 (terrain aware) 1.352532407 (terrain unaware) Anelastic dt at level 0 would be: 6.075742289 (terrain aware) 6.075742289 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648579973 (terrain aware) 0.2648579973 (terrain unaware) Anelastic dt at level 1 would be: 2.819922134 (terrain aware) 2.819922134 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 284] ADVANCE from elapsed time = 566 to 568 with dt = 2 Making slow rhs at time 566 for fast variables advancing from 566 to 566.6666666667 Fast time integration at level 0 from 566 to 566.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 566 to 566.6666666667 with dt = 0.6666666666666 using RHS created at 566 Making slow rhs at time 566.6666666667 for fast variables advancing from 566 to 567 Fast time integration at level 0 from 566 to 566.5 with dt = 0.5 Fast time integration at level 0 from 566.5 to 567 with dt = 0.5 Time integration of scalars at level 0 from 566 to 567 with dt = 1 using RHS created at 566.6666666667 Making slow rhs at time 567 for fast variables advancing from 566 to 568 Fast time integration at level 0 from 566 to 566.5 with dt = 0.5 Fast time integration at level 0 from 566.5 to 567 with dt = 0.5 Fast time integration at level 0 from 567 to 567.5 with dt = 0.5 Fast time integration at level 0 from 567.5 to 568 with dt = 0.5 Time integration of scalars at level 0 from 566 to 568 with dt = 2 using RHS created at 567 Done with advance_dycore at level 0 [Level 0 step 284] Advanced 4096 cells [Level 1 step 284] ADVANCE from elapsed time = 566 to 568 with dt = 2 Making slow rhs at time 566 for fast variables advancing from 566 to 568 No-substepping time integration at level 1 to 568 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005719306472 0.002977707493 and volume-weighted sum 36304.18152 Subtracting 6.753009954e-06 from rhs in subdomain 0 Sum after subtraction -3.703634621e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005651776373 MLMG: Initial residual (resid0) = 0.0005651776373 MLMG: Final Iter. 6 resid, resid/bnorm = 8.216291644e-12, 1.453753847e-08 MLMG: Timers: Solve = 0.002017221 Iter = 0.001849663 Bottom = 0.000221502 Time in solve 0.002504 Max/L2 norm of divergence after solve at level 1 : 6.753018171e-06 0.0004951388686 and volume-weighted sum 36304.18152 Time integration of scalars at level 1 from 566 to 568 with dt = 2 using RHS created at 566 Making slow rhs at time 568 for fast variables advancing from 566 to 568 No-substepping time integration at level 1 to 568 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005734449487 0.002950454037 and volume-weighted sum 36304.18152 Subtracting 6.753009954e-06 from rhs in subdomain 0 Sum after subtraction -3.139849492e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005666919387 MLMG: Initial residual (resid0) = 0.0005666919387 MLMG: Final Iter. 5 resid, resid/bnorm = 4.642064351e-11, 8.191512943e-08 MLMG: Timers: Solve = 0.001738899 Iter = 0.0015682 Bottom = 0.000197103 Time in solve 0.002227543 Max/L2 norm of divergence after solve at level 1 : 6.753049715e-06 0.0004951388686 and volume-weighted sum 36304.18152 Time integration of scalars at level 1 from 566 to 568 with dt = 2 using RHS created at 568 Done with advance_dycore at level 1 [Level 1 step 284] Advanced 5376 cells Coarse STEP 284 ends. TIME = 568 DT = 2 Timestep time = 0.031062912 seconds. Coarse STEP 285 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.35221646 (terrain aware) 1.35221646 (terrain unaware) Anelastic dt at level 0 would be: 6.070547843 (terrain aware) 6.070547843 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648896892 (terrain aware) 0.2648896892 (terrain unaware) Anelastic dt at level 1 would be: 2.816821162 (terrain aware) 2.816821162 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 285] ADVANCE from elapsed time = 568 to 570 with dt = 2 Making slow rhs at time 568 for fast variables advancing from 568 to 568.6666666667 Fast time integration at level 0 from 568 to 568.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 568 to 568.6666666667 with dt = 0.6666666666666 using RHS created at 568 Making slow rhs at time 568.6666666667 for fast variables advancing from 568 to 569 Fast time integration at level 0 from 568 to 568.5 with dt = 0.5 Fast time integration at level 0 from 568.5 to 569 with dt = 0.5 Time integration of scalars at level 0 from 568 to 569 with dt = 1 using RHS created at 568.6666666667 Making slow rhs at time 569 for fast variables advancing from 568 to 570 Fast time integration at level 0 from 568 to 568.5 with dt = 0.5 Fast time integration at level 0 from 568.5 to 569 with dt = 0.5 Fast time integration at level 0 from 569 to 569.5 with dt = 0.5 Fast time integration at level 0 from 569.5 to 570 with dt = 0.5 Time integration of scalars at level 0 from 568 to 570 with dt = 2 using RHS created at 569 Done with advance_dycore at level 0 [Level 0 step 285] Advanced 4096 cells [Level 1 step 285] ADVANCE from elapsed time = 568 to 570 with dt = 2 Making slow rhs at time 568 for fast variables advancing from 568 to 570 No-substepping time integration at level 1 to 570 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005688637285 0.003005637617 and volume-weighted sum 37001.81278 Subtracting 6.882777674e-06 from rhs in subdomain 0 Sum after subtraction -9.887923813e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005619809508 MLMG: Initial residual (resid0) = 0.0005619809508 MLMG: Final Iter. 6 resid, resid/bnorm = 1.164087353e-11, 2.07140002e-08 MLMG: Timers: Solve = 0.002335248 Iter = 0.002161922 Bottom = 0.000227081 Time in solve 0.002829981 Max/L2 norm of divergence after solve at level 1 : 6.882789315e-06 0.000504653595 and volume-weighted sum 37001.81278 Time integration of scalars at level 1 from 568 to 570 with dt = 2 using RHS created at 568 Making slow rhs at time 570 for fast variables advancing from 568 to 570 No-substepping time integration at level 1 to 570 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005406632469 0.002943043644 and volume-weighted sum 37001.81278 Subtracting 6.882777674e-06 from rhs in subdomain 0 Sum after subtraction -1.448494102e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005337804693 MLMG: Initial residual (resid0) = 0.0005337804693 MLMG: Final Iter. 5 resid, resid/bnorm = 4.697787503e-11, 8.800973009e-08 MLMG: Timers: Solve = 0.001731724 Iter = 0.001566958 Bottom = 0.000195147 Time in solve 0.002232879 Max/L2 norm of divergence after solve at level 1 : 6.882816368e-06 0.000504653595 and volume-weighted sum 37001.81278 Time integration of scalars at level 1 from 568 to 570 with dt = 2 using RHS created at 570 Done with advance_dycore at level 1 [Level 1 step 285] Advanced 5376 cells Coarse STEP 285 ends. TIME = 570 DT = 2 Timestep time = 0.031420306 seconds. Coarse STEP 286 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352195703 (terrain aware) 1.352195703 (terrain unaware) Anelastic dt at level 0 would be: 6.070904549 (terrain aware) 6.070904549 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2649371548 (terrain aware) 0.2649371548 (terrain unaware) Anelastic dt at level 1 would be: 2.81584733 (terrain aware) 2.81584733 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 286] ADVANCE from elapsed time = 570 to 572 with dt = 2 Making slow rhs at time 570 for fast variables advancing from 570 to 570.6666666667 Fast time integration at level 0 from 570 to 570.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 570 to 570.6666666667 with dt = 0.6666666666666 using RHS created at 570 Making slow rhs at time 570.6666666667 for fast variables advancing from 570 to 571 Fast time integration at level 0 from 570 to 570.5 with dt = 0.5 Fast time integration at level 0 from 570.5 to 571 with dt = 0.5 Time integration of scalars at level 0 from 570 to 571 with dt = 1 using RHS created at 570.6666666667 Making slow rhs at time 571 for fast variables advancing from 570 to 572 Fast time integration at level 0 from 570 to 570.5 with dt = 0.5 Fast time integration at level 0 from 570.5 to 571 with dt = 0.5 Fast time integration at level 0 from 571 to 571.5 with dt = 0.5 Fast time integration at level 0 from 571.5 to 572 with dt = 0.5 Time integration of scalars at level 0 from 570 to 572 with dt = 2 using RHS created at 571 Done with advance_dycore at level 0 [Level 0 step 286] Advanced 4096 cells [Level 1 step 286] ADVANCE from elapsed time = 570 to 572 with dt = 2 Making slow rhs at time 570 for fast variables advancing from 570 to 572 No-substepping time integration at level 1 to 572 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004964850919 0.002985023383 and volume-weighted sum 31190.56709 Subtracting 5.801816795e-06 from rhs in subdomain 0 Sum after subtraction -1.42247325e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004906832751 MLMG: Initial residual (resid0) = 0.0004906832751 MLMG: Final Iter. 6 resid, resid/bnorm = 1.107242674e-11, 2.256532331e-08 MLMG: Timers: Solve = 0.002041032 Iter = 0.001883594 Bottom = 0.000218125 Time in solve 0.002526647 Max/L2 norm of divergence after solve at level 1 : 5.801827868e-06 0.0004253962341 and volume-weighted sum 31190.56709 Time integration of scalars at level 1 from 570 to 572 with dt = 2 using RHS created at 570 Making slow rhs at time 572 for fast variables advancing from 570 to 572 No-substepping time integration at level 1 to 572 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000523630563 0.002921057894 and volume-weighted sum 31190.56709 Subtracting 5.801816795e-06 from rhs in subdomain 0 Sum after subtraction -8.239936511e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005178287462 MLMG: Initial residual (resid0) = 0.0005178287462 MLMG: Final Iter. 5 resid, resid/bnorm = 4.771586154e-11, 9.214602682e-08 MLMG: Timers: Solve = 0.001729322 Iter = 0.00155643 Bottom = 0.000194456 Time in solve 0.002214719 Max/L2 norm of divergence after solve at level 1 : 5.801854262e-06 0.0004253962341 and volume-weighted sum 31190.56709 Time integration of scalars at level 1 from 570 to 572 with dt = 2 using RHS created at 572 Done with advance_dycore at level 1 [Level 1 step 286] Advanced 5376 cells Coarse STEP 286 ends. TIME = 572 DT = 2 Timestep time = 0.03135447 seconds. Coarse STEP 287 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352444799 (terrain aware) 1.352444799 (terrain unaware) Anelastic dt at level 0 would be: 6.076387535 (terrain aware) 6.076387535 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2649974583 (terrain aware) 0.2649974583 (terrain unaware) Anelastic dt at level 1 would be: 2.816877231 (terrain aware) 2.816877231 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 287] ADVANCE from elapsed time = 572 to 574 with dt = 2 Making slow rhs at time 572 for fast variables advancing from 572 to 572.6666666667 Fast time integration at level 0 from 572 to 572.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 572 to 572.6666666667 with dt = 0.6666666666666 using RHS created at 572 Making slow rhs at time 572.6666666667 for fast variables advancing from 572 to 573 Fast time integration at level 0 from 572 to 572.5 with dt = 0.5 Fast time integration at level 0 from 572.5 to 573 with dt = 0.5 Time integration of scalars at level 0 from 572 to 573 with dt = 1 using RHS created at 572.6666666667 Making slow rhs at time 573 for fast variables advancing from 572 to 574 Fast time integration at level 0 from 572 to 572.5 with dt = 0.5 Fast time integration at level 0 from 572.5 to 573 with dt = 0.5 Fast time integration at level 0 from 573 to 573.5 with dt = 0.5 Fast time integration at level 0 from 573.5 to 574 with dt = 0.5 Time integration of scalars at level 0 from 572 to 574 with dt = 2 using RHS created at 573 Done with advance_dycore at level 0 [Level 0 step 287] Advanced 4096 cells [Level 1 step 287] ADVANCE from elapsed time = 572 to 574 with dt = 2 Making slow rhs at time 572 for fast variables advancing from 572 to 574 No-substepping time integration at level 1 to 574 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005801583214 0.002927273644 and volume-weighted sum 20548.74232 Subtracting 3.8223107e-06 from rhs in subdomain 0 Sum after subtraction -1.465841337e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005763360107 MLMG: Initial residual (resid0) = 0.0005763360107 MLMG: Final Iter. 6 resid, resid/bnorm = 7.494341196e-12, 1.300342345e-08 MLMG: Timers: Solve = 0.002000268 Iter = 0.001837459 Bottom = 0.000220107 Time in solve 0.002489405 Max/L2 norm of divergence after solve at level 1 : 3.822318194e-06 0.0002802564498 and volume-weighted sum 20548.74232 Time integration of scalars at level 1 from 572 to 574 with dt = 2 using RHS created at 572 Making slow rhs at time 574 for fast variables advancing from 572 to 574 No-substepping time integration at level 1 to 574 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005701526631 0.002892532246 and volume-weighted sum 20548.74232 Subtracting 3.8223107e-06 from rhs in subdomain 0 Sum after subtraction -2.428612866e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005663303524 MLMG: Initial residual (resid0) = 0.0005663303524 MLMG: Final Iter. 5 resid, resid/bnorm = 4.852578281e-11, 8.568458781e-08 MLMG: Timers: Solve = 0.001822445 Iter = 0.001649747 Bottom = 0.00019463 Time in solve 0.002371372 Max/L2 norm of divergence after solve at level 1 : 3.822348202e-06 0.0002802564498 and volume-weighted sum 20548.74232 Time integration of scalars at level 1 from 572 to 574 with dt = 2 using RHS created at 574 Done with advance_dycore at level 1 [Level 1 step 287] Advanced 5376 cells Coarse STEP 287 ends. TIME = 574 DT = 2 Timestep time = 0.031551906 seconds. Coarse STEP 288 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.352943043 (terrain aware) 1.352943043 (terrain unaware) Anelastic dt at level 0 would be: 6.086637468 (terrain aware) 6.086637468 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2650430137 (terrain aware) 0.2650430137 (terrain unaware) Anelastic dt at level 1 would be: 2.817670866 (terrain aware) 2.817670866 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 288] ADVANCE from elapsed time = 574 to 576 with dt = 2 Making slow rhs at time 574 for fast variables advancing from 574 to 574.6666666667 Fast time integration at level 0 from 574 to 574.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 574 to 574.6666666667 with dt = 0.6666666666666 using RHS created at 574 Making slow rhs at time 574.6666666667 for fast variables advancing from 574 to 575 Fast time integration at level 0 from 574 to 574.5 with dt = 0.5 Fast time integration at level 0 from 574.5 to 575 with dt = 0.5 Time integration of scalars at level 0 from 574 to 575 with dt = 1 using RHS created at 574.6666666667 Making slow rhs at time 575 for fast variables advancing from 574 to 576 Fast time integration at level 0 from 574 to 574.5 with dt = 0.5 Fast time integration at level 0 from 574.5 to 575 with dt = 0.5 Fast time integration at level 0 from 575 to 575.5 with dt = 0.5 Fast time integration at level 0 from 575.5 to 576 with dt = 0.5 Time integration of scalars at level 0 from 574 to 576 with dt = 2 using RHS created at 575 Done with advance_dycore at level 0 [Level 0 step 288] Advanced 4096 cells [Level 1 step 288] ADVANCE from elapsed time = 574 to 576 with dt = 2 Making slow rhs at time 574 for fast variables advancing from 574 to 576 No-substepping time integration at level 1 to 576 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005333632311 0.002876104389 and volume-weighted sum 7586.367052 Subtracting 1.411154586e-06 from rhs in subdomain 0 Sum after subtraction -9.714451465e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005319520765 MLMG: Initial residual (resid0) = 0.0005319520765 MLMG: Final Iter. 5 resid, resid/bnorm = 6.79952683e-11, 1.278221691e-07 MLMG: Timers: Solve = 0.001732538 Iter = 0.001564458 Bottom = 0.000188412 Time in solve 0.002288966 Max/L2 norm of divergence after solve at level 1 : 1.411208692e-06 0.0001034675633 and volume-weighted sum 7586.367052 Time integration of scalars at level 1 from 574 to 576 with dt = 2 using RHS created at 574 Making slow rhs at time 576 for fast variables advancing from 574 to 576 No-substepping time integration at level 1 to 576 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005137835909 0.002869866803 and volume-weighted sum 7586.367052 Subtracting 1.411154586e-06 from rhs in subdomain 0 Sum after subtraction -1.994931997e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005123724363 MLMG: Initial residual (resid0) = 0.0005123724363 MLMG: Final Iter. 5 resid, resid/bnorm = 4.904826832e-11, 9.572776529e-08 MLMG: Timers: Solve = 0.001770101 Iter = 0.001562116 Bottom = 0.000190818 Time in solve 0.002279021 Max/L2 norm of divergence after solve at level 1 : 1.411192226e-06 0.0001034675633 and volume-weighted sum 7586.367052 Time integration of scalars at level 1 from 574 to 576 with dt = 2 using RHS created at 576 Done with advance_dycore at level 1 [Level 1 step 288] Advanced 5376 cells Coarse STEP 288 ends. TIME = 576 DT = 2 Timestep time = 0.031161909 seconds. Coarse STEP 289 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353673862 (terrain aware) 1.353673862 (terrain unaware) Anelastic dt at level 0 would be: 6.101362871 (terrain aware) 6.101362871 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2650812176 (terrain aware) 0.2650812176 (terrain unaware) Anelastic dt at level 1 would be: 2.816065404 (terrain aware) 2.816065404 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 289] ADVANCE from elapsed time = 576 to 578 with dt = 2 Making slow rhs at time 576 for fast variables advancing from 576 to 576.6666666667 Fast time integration at level 0 from 576 to 576.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 576 to 576.6666666667 with dt = 0.6666666666666 using RHS created at 576 Making slow rhs at time 576.6666666667 for fast variables advancing from 576 to 577 Fast time integration at level 0 from 576 to 576.5 with dt = 0.5 Fast time integration at level 0 from 576.5 to 577 with dt = 0.5 Time integration of scalars at level 0 from 576 to 577 with dt = 1 using RHS created at 576.6666666667 Making slow rhs at time 577 for fast variables advancing from 576 to 578 Fast time integration at level 0 from 576 to 576.5 with dt = 0.5 Fast time integration at level 0 from 576.5 to 577 with dt = 0.5 Fast time integration at level 0 from 577 to 577.5 with dt = 0.5 Fast time integration at level 0 from 577.5 to 578 with dt = 0.5 Time integration of scalars at level 0 from 576 to 578 with dt = 2 using RHS created at 577 Done with advance_dycore at level 0 [Level 0 step 289] Advanced 4096 cells [Level 1 step 289] ADVANCE from elapsed time = 576 to 578 with dt = 2 Making slow rhs at time 576 for fast variables advancing from 576 to 578 No-substepping time integration at level 1 to 578 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005239332519 0.002853740761 and volume-weighted sum -5259.460229 Subtracting -9.783222151e-07 from rhs in subdomain 0 Sum after subtraction -1.908195824e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005249115741 MLMG: Initial residual (resid0) = 0.0005249115741 MLMG: Final Iter. 5 resid, resid/bnorm = 5.185330241e-11, 9.878483343e-08 MLMG: Timers: Solve = 0.00174118 Iter = 0.001573256 Bottom = 0.000192227 Time in solve 0.002288199 Max/L2 norm of divergence after solve at level 1 : 9.783740684e-07 7.173176968e-05 and volume-weighted sum -5259.460229 Time integration of scalars at level 1 from 576 to 578 with dt = 2 using RHS created at 576 Making slow rhs at time 578 for fast variables advancing from 576 to 578 No-substepping time integration at level 1 to 578 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005423165421 0.002858019268 and volume-weighted sum -5259.460229 Subtracting -9.783222151e-07 from rhs in subdomain 0 Sum after subtraction 3.469446952e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005432948643 MLMG: Initial residual (resid0) = 0.0005432948643 MLMG: Final Iter. 5 resid, resid/bnorm = 4.924937746e-11, 9.064944415e-08 MLMG: Timers: Solve = 0.001937586 Iter = 0.001609854 Bottom = 0.000192895 Time in solve 0.002438451 Max/L2 norm of divergence after solve at level 1 : 9.783714645e-07 7.173176968e-05 and volume-weighted sum -5259.460229 Time integration of scalars at level 1 from 576 to 578 with dt = 2 using RHS created at 578 Done with advance_dycore at level 1 [Level 1 step 289] Advanced 5376 cells Coarse STEP 289 ends. TIME = 578 DT = 2 Timestep time = 0.031087628 seconds. Coarse STEP 290 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353795702 (terrain aware) 1.353795702 (terrain unaware) Anelastic dt at level 0 would be: 6.100623502 (terrain aware) 6.100623502 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651288841 (terrain aware) 0.2651288841 (terrain unaware) Anelastic dt at level 1 would be: 2.816276059 (terrain aware) 2.816276059 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 290] ADVANCE from elapsed time = 578 to 580 with dt = 2 Making slow rhs at time 578 for fast variables advancing from 578 to 578.6666666667 Fast time integration at level 0 from 578 to 578.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 578 to 578.6666666667 with dt = 0.6666666666666 using RHS created at 578 Making slow rhs at time 578.6666666667 for fast variables advancing from 578 to 579 Fast time integration at level 0 from 578 to 578.5 with dt = 0.5 Fast time integration at level 0 from 578.5 to 579 with dt = 0.5 Time integration of scalars at level 0 from 578 to 579 with dt = 1 using RHS created at 578.6666666667 Making slow rhs at time 579 for fast variables advancing from 578 to 580 Fast time integration at level 0 from 578 to 578.5 with dt = 0.5 Fast time integration at level 0 from 578.5 to 579 with dt = 0.5 Fast time integration at level 0 from 579 to 579.5 with dt = 0.5 Fast time integration at level 0 from 579.5 to 580 with dt = 0.5 Time integration of scalars at level 0 from 578 to 580 with dt = 2 using RHS created at 579 Done with advance_dycore at level 0 [Level 0 step 290] Advanced 4096 cells [Level 1 step 290] ADVANCE from elapsed time = 578 to 580 with dt = 2 Making slow rhs at time 578 for fast variables advancing from 578 to 580 No-substepping time integration at level 1 to 580 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005700548132 0.002855840136 and volume-weighted sum -16038.78908 Subtracting -2.983405707e-06 from rhs in subdomain 0 Sum after subtraction 1.387778781e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000573038219 MLMG: Initial residual (resid0) = 0.000573038219 MLMG: Final Iter. 5 resid, resid/bnorm = 5.680192352e-11, 9.912414502e-08 MLMG: Timers: Solve = 0.001721869 Iter = 0.001556198 Bottom = 0.000180828 Time in solve 0.002228618 Max/L2 norm of divergence after solve at level 1 : 2.983462509e-06 0.0002187469197 and volume-weighted sum -16038.78908 Time integration of scalars at level 1 from 578 to 580 with dt = 2 using RHS created at 578 Making slow rhs at time 580 for fast variables advancing from 578 to 580 No-substepping time integration at level 1 to 580 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005512267048 0.002854028932 and volume-weighted sum -16038.78908 Subtracting -2.983405707e-06 from rhs in subdomain 0 Sum after subtraction 3.686287386e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005542101105 MLMG: Initial residual (resid0) = 0.0005542101105 MLMG: Final Iter. 5 resid, resid/bnorm = 4.922684634e-11, 8.88234361e-08 MLMG: Timers: Solve = 0.001954655 Iter = 0.001777838 Bottom = 0.000187284 Time in solve 0.0024423 Max/L2 norm of divergence after solve at level 1 : 2.983454934e-06 0.0002187469197 and volume-weighted sum -16038.78908 Time integration of scalars at level 1 from 578 to 580 with dt = 2 using RHS created at 580 Done with advance_dycore at level 1 [Level 1 step 290] Advanced 5376 cells Coarse STEP 290 ends. TIME = 580 DT = 2 Timestep time = 0.031095388 seconds. Coarse STEP 291 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353457768 (terrain aware) 1.353457768 (terrain unaware) Anelastic dt at level 0 would be: 6.094303413 (terrain aware) 6.094303413 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651849615 (terrain aware) 0.2651849615 (terrain unaware) Anelastic dt at level 1 would be: 2.818261779 (terrain aware) 2.818261779 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (47,0,15) (0,0,0)) ((48,0,0) (127,0,47) (0,0,0)) ((16,0,16) (47,0,31) (0,0,0)) ((32,0,32) (47,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (31,0,47) (0,0,0)) ((32,0,0) (63,0,47) (0,0,0)) ((64,0,0) (95,0,47) (0,0,0)) ((96,0,0) (111,0,47) (0,0,0)) ) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.01639628788 0.06045548782 and volume-weighted sum -4087.807231 Subtracting -7.603808094e-07 from rhs in subdomain 0 Sum after subtraction -3.330669074e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.01639704826 MLMG: Initial residual (resid0) = 0.01639704826 MLMG: Final Iter. 9 resid, resid/bnorm = 1.613250653e-11, 9.838665028e-10 MLMG: Timers: Solve = 0.00526582 Iter = 0.004893626 Bottom = 0.001980492 Time in solve 0.005543775 Max/L2 norm of divergence after solve at level 1 : 7.603969419e-07 5.575204186e-05 and volume-weighted sum -4087.807231 [Level 0 step 291] ADVANCE from elapsed time = 580 to 582 with dt = 2 Making slow rhs at time 580 for fast variables advancing from 580 to 580.6666666667 Fast time integration at level 0 from 580 to 580.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 580 to 580.6666666667 with dt = 0.6666666666666 using RHS created at 580 Making slow rhs at time 580.6666666667 for fast variables advancing from 580 to 581 Fast time integration at level 0 from 580 to 580.5 with dt = 0.5 Fast time integration at level 0 from 580.5 to 581 with dt = 0.5 Time integration of scalars at level 0 from 580 to 581 with dt = 1 using RHS created at 580.6666666667 Making slow rhs at time 581 for fast variables advancing from 580 to 582 Fast time integration at level 0 from 580 to 580.5 with dt = 0.5 Fast time integration at level 0 from 580.5 to 581 with dt = 0.5 Fast time integration at level 0 from 581 to 581.5 with dt = 0.5 Fast time integration at level 0 from 581.5 to 582 with dt = 0.5 Time integration of scalars at level 0 from 580 to 582 with dt = 2 using RHS created at 581 Done with advance_dycore at level 0 [Level 0 step 291] Advanced 4096 cells [Level 1 step 291] ADVANCE from elapsed time = 580 to 582 with dt = 2 Making slow rhs at time 580 for fast variables advancing from 580 to 582 No-substepping time integration at level 1 to 582 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.05092420208 0.1840826179 and volume-weighted sum -14770.29858 Subtracting -2.747451372e-06 from rhs in subdomain 0 Sum after subtraction -4.440892099e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.05092694953 MLMG: Initial residual (resid0) = 0.05092694953 MLMG: Final Iter. 9 resid, resid/bnorm = 2.158441118e-11, 4.238308278e-10 MLMG: Timers: Solve = 0.00520201 Iter = 0.004848986 Bottom = 0.001971702 Time in solve 0.005481525 Max/L2 norm of divergence after solve at level 1 : 2.747472808e-06 0.0002014464621 and volume-weighted sum -14770.29858 Time integration of scalars at level 1 from 580 to 582 with dt = 2 using RHS created at 580 Making slow rhs at time 582 for fast variables advancing from 580 to 582 No-substepping time integration at level 1 to 582 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.01031858167 0.01684100495 and volume-weighted sum -14770.29858 Subtracting -2.747451372e-06 from rhs in subdomain 0 Sum after subtraction 1.552577511e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.01032132912 MLMG: Initial residual (resid0) = 0.01032132912 MLMG: Final Iter. 7 resid, resid/bnorm = 6.568264465e-11, 6.363777754e-09 MLMG: Timers: Solve = 0.004186023 Iter = 0.00382604 Bottom = 0.00156487 Time in solve 0.004458814 Max/L2 norm of divergence after solve at level 1 : 2.747517055e-06 0.0002014464621 and volume-weighted sum -14770.29858 Time integration of scalars at level 1 from 580 to 582 with dt = 2 using RHS created at 582 Done with advance_dycore at level 1 [Level 1 step 291] Advanced 5376 cells Coarse STEP 291 ends. TIME = 582 DT = 2 Timestep time = 0.059174564 seconds. Coarse STEP 292 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353404176 (terrain aware) 1.353404176 (terrain unaware) Anelastic dt at level 0 would be: 6.093364058 (terrain aware) 6.093364058 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2653328406 (terrain aware) 0.2653328406 (terrain unaware) Anelastic dt at level 1 would be: 2.832200027 (terrain aware) 2.832200027 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 292] ADVANCE from elapsed time = 582 to 584 with dt = 2 Making slow rhs at time 582 for fast variables advancing from 582 to 582.6666666667 Fast time integration at level 0 from 582 to 582.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 582 to 582.6666666667 with dt = 0.6666666666666 using RHS created at 582 Making slow rhs at time 582.6666666667 for fast variables advancing from 582 to 583 Fast time integration at level 0 from 582 to 582.5 with dt = 0.5 Fast time integration at level 0 from 582.5 to 583 with dt = 0.5 Time integration of scalars at level 0 from 582 to 583 with dt = 1 using RHS created at 582.6666666667 Making slow rhs at time 583 for fast variables advancing from 582 to 584 Fast time integration at level 0 from 582 to 582.5 with dt = 0.5 Fast time integration at level 0 from 582.5 to 583 with dt = 0.5 Fast time integration at level 0 from 583 to 583.5 with dt = 0.5 Fast time integration at level 0 from 583.5 to 584 with dt = 0.5 Time integration of scalars at level 0 from 582 to 584 with dt = 2 using RHS created at 583 Done with advance_dycore at level 0 [Level 0 step 292] Advanced 4096 cells [Level 1 step 292] ADVANCE from elapsed time = 582 to 584 with dt = 2 Making slow rhs at time 582 for fast variables advancing from 582 to 584 No-substepping time integration at level 1 to 584 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.006648573921 0.0113751327 and volume-weighted sum -23378.72817 Subtracting -4.348721758e-06 from rhs in subdomain 0 Sum after subtraction -1.734723476e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.006644225199 MLMG: Initial residual (resid0) = 0.006644225199 MLMG: Final Iter. 7 resid, resid/bnorm = 4.772030675e-11, 7.182222956e-09 MLMG: Timers: Solve = 0.00403298 Iter = 0.003809705 Bottom = 0.001545618 Time in solve 0.004464795 Max/L2 norm of divergence after solve at level 1 : 4.348769356e-06 0.0003188535461 and volume-weighted sum -23378.72817 Time integration of scalars at level 1 from 582 to 584 with dt = 2 using RHS created at 582 Making slow rhs at time 584 for fast variables advancing from 582 to 584 No-substepping time integration at level 1 to 584 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.004439556212 0.008448541838 and volume-weighted sum -23378.72817 Subtracting -4.348721758e-06 from rhs in subdomain 0 Sum after subtraction 1.222980051e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.004435207491 MLMG: Initial residual (resid0) = 0.004435207491 MLMG: Final Iter. 7 resid, resid/bnorm = 3.995620956e-11, 9.008870419e-09 MLMG: Timers: Solve = 0.004229004 Iter = 0.00385065 Bottom = 0.001572337 Time in solve 0.004501338 Max/L2 norm of divergence after solve at level 1 : 4.348761714e-06 0.0003188535461 and volume-weighted sum -23378.72817 Time integration of scalars at level 1 from 582 to 584 with dt = 2 using RHS created at 584 Done with advance_dycore at level 1 [Level 1 step 292] Advanced 5376 cells Coarse STEP 292 ends. TIME = 584 DT = 2 Timestep time = 0.038909861 seconds. Coarse STEP 293 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.353615015 (terrain aware) 1.353615015 (terrain unaware) Anelastic dt at level 0 would be: 6.09752321 (terrain aware) 6.09752321 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2653770962 (terrain aware) 0.2653770962 (terrain unaware) Anelastic dt at level 1 would be: 2.832980886 (terrain aware) 2.832980886 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 293] ADVANCE from elapsed time = 584 to 586 with dt = 2 Making slow rhs at time 584 for fast variables advancing from 584 to 584.6666666667 Fast time integration at level 0 from 584 to 584.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 584 to 584.6666666667 with dt = 0.6666666666666 using RHS created at 584 Making slow rhs at time 584.6666666667 for fast variables advancing from 584 to 585 Fast time integration at level 0 from 584 to 584.5 with dt = 0.5 Fast time integration at level 0 from 584.5 to 585 with dt = 0.5 Time integration of scalars at level 0 from 584 to 585 with dt = 1 using RHS created at 584.6666666667 Making slow rhs at time 585 for fast variables advancing from 584 to 586 Fast time integration at level 0 from 584 to 584.5 with dt = 0.5 Fast time integration at level 0 from 584.5 to 585 with dt = 0.5 Fast time integration at level 0 from 585 to 585.5 with dt = 0.5 Fast time integration at level 0 from 585.5 to 586 with dt = 0.5 Time integration of scalars at level 0 from 584 to 586 with dt = 2 using RHS created at 585 Done with advance_dycore at level 0 [Level 0 step 293] Advanced 4096 cells [Level 1 step 293] ADVANCE from elapsed time = 584 to 586 with dt = 2 Making slow rhs at time 584 for fast variables advancing from 584 to 586 No-substepping time integration at level 1 to 586 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.003258469533 0.006984889302 and volume-weighted sum -28850.66295 Subtracting -5.366566769e-06 from rhs in subdomain 0 Sum after subtraction 1.335737077e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.003253102966 MLMG: Initial residual (resid0) = 0.003253102966 MLMG: Final Iter. 7 resid, resid/bnorm = 3.918900939e-11, 1.204665509e-08 MLMG: Timers: Solve = 0.004196168 Iter = 0.003834733 Bottom = 0.001545581 Time in solve 0.004467247 Max/L2 norm of divergence after solve at level 1 : 5.36660589e-06 0.000393483175 and volume-weighted sum -28850.66295 Time integration of scalars at level 1 from 584 to 586 with dt = 2 using RHS created at 584 Making slow rhs at time 586 for fast variables advancing from 584 to 586 No-substepping time integration at level 1 to 586 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.002550882711 0.006064673137 and volume-weighted sum -28850.66295 Subtracting -5.366566769e-06 from rhs in subdomain 0 Sum after subtraction -7.632783294e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.002545516145 MLMG: Initial residual (resid0) = 0.002545516145 MLMG: Final Iter. 7 resid, resid/bnorm = 2.853991284e-11, 1.121183729e-08 MLMG: Timers: Solve = 0.00418053 Iter = 0.003827611 Bottom = 0.001553853 Time in solve 0.004451875 Max/L2 norm of divergence after solve at level 1 : 5.366595309e-06 0.000393483175 and volume-weighted sum -28850.66295 Time integration of scalars at level 1 from 584 to 586 with dt = 2 using RHS created at 586 Done with advance_dycore at level 1 [Level 1 step 293] Advanced 5376 cells Coarse STEP 293 ends. TIME = 586 DT = 2 Timestep time = 0.039026827 seconds. Coarse STEP 294 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.354069036 (terrain aware) 1.354069036 (terrain unaware) Anelastic dt at level 0 would be: 6.106475155 (terrain aware) 6.106475155 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2654269536 (terrain aware) 0.2654269536 (terrain unaware) Anelastic dt at level 1 would be: 2.83527969 (terrain aware) 2.83527969 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 294] ADVANCE from elapsed time = 586 to 588 with dt = 2 Making slow rhs at time 586 for fast variables advancing from 586 to 586.6666666667 Fast time integration at level 0 from 586 to 586.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 586 to 586.6666666667 with dt = 0.6666666666666 using RHS created at 586 Making slow rhs at time 586.6666666667 for fast variables advancing from 586 to 587 Fast time integration at level 0 from 586 to 586.5 with dt = 0.5 Fast time integration at level 0 from 586.5 to 587 with dt = 0.5 Time integration of scalars at level 0 from 586 to 587 with dt = 1 using RHS created at 586.6666666667 Making slow rhs at time 587 for fast variables advancing from 586 to 588 Fast time integration at level 0 from 586 to 586.5 with dt = 0.5 Fast time integration at level 0 from 586.5 to 587 with dt = 0.5 Fast time integration at level 0 from 587 to 587.5 with dt = 0.5 Fast time integration at level 0 from 587.5 to 588 with dt = 0.5 Time integration of scalars at level 0 from 586 to 588 with dt = 2 using RHS created at 587 Done with advance_dycore at level 0 [Level 0 step 294] Advanced 4096 cells [Level 1 step 294] ADVANCE from elapsed time = 586 to 588 with dt = 2 Making slow rhs at time 586 for fast variables advancing from 586 to 588 No-substepping time integration at level 1 to 588 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.002035946822 0.005505279231 and volume-weighted sum -30617.10818 Subtracting -5.69514661e-06 from rhs in subdomain 0 Sum after subtraction -9.194034423e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.002030251675 MLMG: Initial residual (resid0) = 0.002030251675 MLMG: Final Iter. 7 resid, resid/bnorm = 3.518703688e-11, 1.7331367e-08 MLMG: Timers: Solve = 0.004206686 Iter = 0.003845098 Bottom = 0.001578752 Time in solve 0.004473758 Max/L2 norm of divergence after solve at level 1 : 5.695181797e-06 0.000417575047 and volume-weighted sum -30617.10818 Time integration of scalars at level 1 from 586 to 588 with dt = 2 using RHS created at 586 Making slow rhs at time 588 for fast variables advancing from 586 to 588 No-substepping time integration at level 1 to 588 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.001736292379 0.005074303893 and volume-weighted sum -30617.10818 Subtracting -5.69514661e-06 from rhs in subdomain 0 Sum after subtraction -2.168404345e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001730597233 MLMG: Initial residual (resid0) = 0.001730597233 MLMG: Final Iter. 7 resid, resid/bnorm = 2.307650208e-11, 1.333441522e-08 MLMG: Timers: Solve = 0.004205384 Iter = 0.00384593 Bottom = 0.001564218 Time in solve 0.004475433 Max/L2 norm of divergence after solve at level 1 : 5.695169687e-06 0.000417575047 and volume-weighted sum -30617.10818 Time integration of scalars at level 1 from 586 to 588 with dt = 2 using RHS created at 588 Done with advance_dycore at level 1 [Level 1 step 294] Advanced 5376 cells Coarse STEP 294 ends. TIME = 588 DT = 2 Timestep time = 0.039036265 seconds. Coarse STEP 295 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.354745241 (terrain aware) 1.354745241 (terrain unaware) Anelastic dt at level 0 would be: 6.119874617 (terrain aware) 6.119874617 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2654816713 (terrain aware) 0.2654816713 (terrain unaware) Anelastic dt at level 1 would be: 2.839006322 (terrain aware) 2.839006322 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 295] ADVANCE from elapsed time = 588 to 590 with dt = 2 Making slow rhs at time 588 for fast variables advancing from 588 to 588.6666666667 Fast time integration at level 0 from 588 to 588.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 588 to 588.6666666667 with dt = 0.6666666666666 using RHS created at 588 Making slow rhs at time 588.6666666667 for fast variables advancing from 588 to 589 Fast time integration at level 0 from 588 to 588.5 with dt = 0.5 Fast time integration at level 0 from 588.5 to 589 with dt = 0.5 Time integration of scalars at level 0 from 588 to 589 with dt = 1 using RHS created at 588.6666666667 Making slow rhs at time 589 for fast variables advancing from 588 to 590 Fast time integration at level 0 from 588 to 588.5 with dt = 0.5 Fast time integration at level 0 from 588.5 to 589 with dt = 0.5 Fast time integration at level 0 from 589 to 589.5 with dt = 0.5 Fast time integration at level 0 from 589.5 to 590 with dt = 0.5 Time integration of scalars at level 0 from 588 to 590 with dt = 2 using RHS created at 589 Done with advance_dycore at level 0 [Level 0 step 295] Advanced 4096 cells [Level 1 step 295] ADVANCE from elapsed time = 588 to 590 with dt = 2 Making slow rhs at time 588 for fast variables advancing from 588 to 590 No-substepping time integration at level 1 to 590 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.001456836562 0.004794819567 and volume-weighted sum -29055.8013 Subtracting -5.404724944e-06 from rhs in subdomain 0 Sum after subtraction 9.020562075e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001451431837 MLMG: Initial residual (resid0) = 0.001451431837 MLMG: Final Iter. 7 resid, resid/bnorm = 2.891408987e-11, 1.992108009e-08 MLMG: Timers: Solve = 0.004241978 Iter = 0.003884215 Bottom = 0.001614885 Time in solve 0.004511153 Max/L2 norm of divergence after solve at level 1 : 5.404753859e-06 0.0003962809787 and volume-weighted sum -29055.8013 Time integration of scalars at level 1 from 588 to 590 with dt = 2 using RHS created at 588 Making slow rhs at time 590 for fast variables advancing from 588 to 590 No-substepping time integration at level 1 to 590 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.001271648508 0.004473659874 and volume-weighted sum -29055.8013 Subtracting -5.404724944e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001266243783 MLMG: Initial residual (resid0) = 0.001266243783 MLMG: Final Iter. 7 resid, resid/bnorm = 1.99506157e-11, 1.575574622e-08 MLMG: Timers: Solve = 0.004207602 Iter = 0.003841526 Bottom = 0.001580739 Time in solve 0.004481057 Max/L2 norm of divergence after solve at level 1 : 5.404744895e-06 0.0003962809787 and volume-weighted sum -29055.8013 Time integration of scalars at level 1 from 588 to 590 with dt = 2 using RHS created at 590 Done with advance_dycore at level 1 [Level 1 step 295] Advanced 5376 cells Coarse STEP 295 ends. TIME = 590 DT = 2 Timestep time = 0.039287584 seconds. Coarse STEP 296 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.355622008 (terrain aware) 1.355622008 (terrain unaware) Anelastic dt at level 0 would be: 6.137330018 (terrain aware) 6.137330018 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.26554093 (terrain aware) 0.26554093 (terrain unaware) Anelastic dt at level 1 would be: 2.844119073 (terrain aware) 2.844119073 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 296] ADVANCE from elapsed time = 590 to 592 with dt = 2 Making slow rhs at time 590 for fast variables advancing from 590 to 590.6666666667 Fast time integration at level 0 from 590 to 590.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 590 to 590.6666666667 with dt = 0.6666666666666 using RHS created at 590 Making slow rhs at time 590.6666666667 for fast variables advancing from 590 to 591 Fast time integration at level 0 from 590 to 590.5 with dt = 0.5 Fast time integration at level 0 from 590.5 to 591 with dt = 0.5 Time integration of scalars at level 0 from 590 to 591 with dt = 1 using RHS created at 590.6666666667 Making slow rhs at time 591 for fast variables advancing from 590 to 592 Fast time integration at level 0 from 590 to 590.5 with dt = 0.5 Fast time integration at level 0 from 590.5 to 591 with dt = 0.5 Fast time integration at level 0 from 591 to 591.5 with dt = 0.5 Fast time integration at level 0 from 591.5 to 592 with dt = 0.5 Time integration of scalars at level 0 from 590 to 592 with dt = 2 using RHS created at 591 Done with advance_dycore at level 0 [Level 0 step 296] Advanced 4096 cells [Level 1 step 296] ADVANCE from elapsed time = 590 to 592 with dt = 2 Making slow rhs at time 590 for fast variables advancing from 590 to 592 No-substepping time integration at level 1 to 592 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.001094031262 0.004438558105 and volume-weighted sum -25301.23855 Subtracting -4.706331576e-06 from rhs in subdomain 0 Sum after subtraction -6.071532166e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001089324931 MLMG: Initial residual (resid0) = 0.001089324931 MLMG: Final Iter. 7 resid, resid/bnorm = 1.994928387e-11, 1.831343734e-08 MLMG: Timers: Solve = 0.004233335 Iter = 0.003878467 Bottom = 0.001610904 Time in solve 0.004504676 Max/L2 norm of divergence after solve at level 1 : 4.706351525e-06 0.0003450739311 and volume-weighted sum -25301.23855 Time integration of scalars at level 1 from 590 to 592 with dt = 2 using RHS created at 590 Making slow rhs at time 592 for fast variables advancing from 590 to 592 No-substepping time integration at level 1 to 592 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0009338900628 0.004061533754 and volume-weighted sum -25301.23855 Subtracting -4.706331576e-06 from rhs in subdomain 0 Sum after subtraction 3.035766083e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009291837313 MLMG: Initial residual (resid0) = 0.0009291837313 MLMG: Final Iter. 7 resid, resid/bnorm = 1.728219954e-11, 1.859933505e-08 MLMG: Timers: Solve = 0.004205178 Iter = 0.003846229 Bottom = 0.001569764 Time in solve 0.004475199 Max/L2 norm of divergence after solve at level 1 : 4.706348858e-06 0.0003450739311 and volume-weighted sum -25301.23855 Time integration of scalars at level 1 from 590 to 592 with dt = 2 using RHS created at 592 Done with advance_dycore at level 1 [Level 1 step 296] Advanced 5376 cells Coarse STEP 296 ends. TIME = 592 DT = 2 Timestep time = 0.038752311 seconds. Coarse STEP 297 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356368459 (terrain aware) 1.356368459 (terrain unaware) Anelastic dt at level 0 would be: 6.151603081 (terrain aware) 6.151603081 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2655847249 (terrain aware) 0.2655847249 (terrain unaware) Anelastic dt at level 1 would be: 2.846089205 (terrain aware) 2.846089205 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 297] ADVANCE from elapsed time = 592 to 594 with dt = 2 Making slow rhs at time 592 for fast variables advancing from 592 to 592.6666666667 Fast time integration at level 0 from 592 to 592.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 592 to 592.6666666667 with dt = 0.6666666666666 using RHS created at 592 Making slow rhs at time 592.6666666667 for fast variables advancing from 592 to 593 Fast time integration at level 0 from 592 to 592.5 with dt = 0.5 Fast time integration at level 0 from 592.5 to 593 with dt = 0.5 Time integration of scalars at level 0 from 592 to 593 with dt = 1 using RHS created at 592.6666666667 Making slow rhs at time 593 for fast variables advancing from 592 to 594 Fast time integration at level 0 from 592 to 592.5 with dt = 0.5 Fast time integration at level 0 from 592.5 to 593 with dt = 0.5 Fast time integration at level 0 from 593 to 593.5 with dt = 0.5 Fast time integration at level 0 from 593.5 to 594 with dt = 0.5 Time integration of scalars at level 0 from 592 to 594 with dt = 2 using RHS created at 593 Done with advance_dycore at level 0 [Level 0 step 297] Advanced 4096 cells [Level 1 step 297] ADVANCE from elapsed time = 592 to 594 with dt = 2 Making slow rhs at time 592 for fast variables advancing from 592 to 594 No-substepping time integration at level 1 to 594 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0008132264223 0.004054457809 and volume-weighted sum -20513.08112 Subtracting -3.815677291e-06 from rhs in subdomain 0 Sum after subtraction -4.250072516e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008094107451 MLMG: Initial residual (resid0) = 0.0008094107451 MLMG: Final Iter. 7 resid, resid/bnorm = 1.200752074e-11, 1.483489169e-08 MLMG: Timers: Solve = 0.004259434 Iter = 0.003892562 Bottom = 0.001613379 Time in solve 0.004527574 Max/L2 norm of divergence after solve at level 1 : 3.815689299e-06 0.0002797700802 and volume-weighted sum -20513.08112 Time integration of scalars at level 1 from 592 to 594 with dt = 2 using RHS created at 592 Making slow rhs at time 594 for fast variables advancing from 592 to 594 No-substepping time integration at level 1 to 594 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000688456877 0.00374360912 and volume-weighted sum -20513.08112 Subtracting -3.815677291e-06 from rhs in subdomain 0 Sum after subtraction -6.461844948e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006846411997 MLMG: Initial residual (resid0) = 0.0006846411997 MLMG: Final Iter. 7 resid, resid/bnorm = 1.453363385e-11, 2.122810291e-08 MLMG: Timers: Solve = 0.004206708 Iter = 0.003846822 Bottom = 0.001591962 Time in solve 0.004473941 Max/L2 norm of divergence after solve at level 1 : 3.815691825e-06 0.0002797700802 and volume-weighted sum -20513.08112 Time integration of scalars at level 1 from 592 to 594 with dt = 2 using RHS created at 594 Done with advance_dycore at level 1 [Level 1 step 297] Advanced 5376 cells Coarse STEP 297 ends. TIME = 594 DT = 2 Timestep time = 0.039143315 seconds. Coarse STEP 298 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.3563498 (terrain aware) 1.3563498 (terrain unaware) Anelastic dt at level 0 would be: 6.150995611 (terrain aware) 6.150995611 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2656213015 (terrain aware) 0.2656213015 (terrain unaware) Anelastic dt at level 1 would be: 2.848482266 (terrain aware) 2.848482266 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 298] ADVANCE from elapsed time = 594 to 596 with dt = 2 Making slow rhs at time 594 for fast variables advancing from 594 to 594.6666666667 Fast time integration at level 0 from 594 to 594.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 594 to 594.6666666667 with dt = 0.6666666666666 using RHS created at 594 Making slow rhs at time 594.6666666667 for fast variables advancing from 594 to 595 Fast time integration at level 0 from 594 to 594.5 with dt = 0.5 Fast time integration at level 0 from 594.5 to 595 with dt = 0.5 Time integration of scalars at level 0 from 594 to 595 with dt = 1 using RHS created at 594.6666666667 Making slow rhs at time 595 for fast variables advancing from 594 to 596 Fast time integration at level 0 from 594 to 594.5 with dt = 0.5 Fast time integration at level 0 from 594.5 to 595 with dt = 0.5 Fast time integration at level 0 from 595 to 595.5 with dt = 0.5 Fast time integration at level 0 from 595.5 to 596 with dt = 0.5 Time integration of scalars at level 0 from 594 to 596 with dt = 2 using RHS created at 595 Done with advance_dycore at level 0 [Level 0 step 298] Advanced 4096 cells [Level 1 step 298] ADVANCE from elapsed time = 594 to 596 with dt = 2 Making slow rhs at time 594 for fast variables advancing from 594 to 596 No-substepping time integration at level 1 to 596 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007888462884 0.003728841222 and volume-weighted sum -15145.39027 Subtracting -2.817222893e-06 from rhs in subdomain 0 Sum after subtraction 1.006139616e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007860290655 MLMG: Initial residual (resid0) = 0.0007860290655 MLMG: Final Iter. 6 resid, resid/bnorm = 8.400101643e-11, 1.068675703e-07 MLMG: Timers: Solve = 0.003699472 Iter = 0.003344924 Bottom = 0.001376835 Time in solve 0.003969091 Max/L2 norm of divergence after solve at level 1 : 2.817306483e-06 0.0002065621945 and volume-weighted sum -15145.39027 Time integration of scalars at level 1 from 594 to 596 with dt = 2 using RHS created at 594 Making slow rhs at time 596 for fast variables advancing from 594 to 596 No-substepping time integration at level 1 to 596 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007026655371 0.003528875366 and volume-weighted sum -15145.39027 Subtracting -2.817222893e-06 from rhs in subdomain 0 Sum after subtraction 7.806255642e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006998483142 MLMG: Initial residual (resid0) = 0.0006998483142 MLMG: Final Iter. 7 resid, resid/bnorm = 1.220407748e-11, 1.743817515e-08 MLMG: Timers: Solve = 0.004226843 Iter = 0.003873912 Bottom = 0.001600709 Time in solve 0.004501992 Max/L2 norm of divergence after solve at level 1 : 2.817235097e-06 0.0002065621945 and volume-weighted sum -15145.39027 Time integration of scalars at level 1 from 594 to 596 with dt = 2 using RHS created at 596 Done with advance_dycore at level 1 [Level 1 step 298] Advanced 5376 cells Coarse STEP 298 ends. TIME = 596 DT = 2 Timestep time = 0.038241958 seconds. Coarse STEP 299 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356549822 (terrain aware) 1.356549822 (terrain unaware) Anelastic dt at level 0 would be: 6.154642378 (terrain aware) 6.154642378 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2656634744 (terrain aware) 0.2656634744 (terrain unaware) Anelastic dt at level 1 would be: 2.852359318 (terrain aware) 2.852359318 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 299] ADVANCE from elapsed time = 596 to 598 with dt = 2 Making slow rhs at time 596 for fast variables advancing from 596 to 596.6666666667 Fast time integration at level 0 from 596 to 596.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 596 to 596.6666666667 with dt = 0.6666666666666 using RHS created at 596 Making slow rhs at time 596.6666666667 for fast variables advancing from 596 to 597 Fast time integration at level 0 from 596 to 596.5 with dt = 0.5 Fast time integration at level 0 from 596.5 to 597 with dt = 0.5 Time integration of scalars at level 0 from 596 to 597 with dt = 1 using RHS created at 596.6666666667 Making slow rhs at time 597 for fast variables advancing from 596 to 598 Fast time integration at level 0 from 596 to 596.5 with dt = 0.5 Fast time integration at level 0 from 596.5 to 597 with dt = 0.5 Fast time integration at level 0 from 597 to 597.5 with dt = 0.5 Fast time integration at level 0 from 597.5 to 598 with dt = 0.5 Time integration of scalars at level 0 from 596 to 598 with dt = 2 using RHS created at 597 Done with advance_dycore at level 0 [Level 0 step 299] Advanced 4096 cells [Level 1 step 299] ADVANCE from elapsed time = 596 to 598 with dt = 2 Making slow rhs at time 596 for fast variables advancing from 596 to 598 No-substepping time integration at level 1 to 598 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0007799060099 0.003534752956 and volume-weighted sum -8831.973753 Subtracting -1.642852261e-06 from rhs in subdomain 0 Sum after subtraction 6.375108774e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007782631576 MLMG: Initial residual (resid0) = 0.0007782631576 MLMG: Final Iter. 7 resid, resid/bnorm = 1.291646786e-11, 1.659653003e-08 MLMG: Timers: Solve = 0.004226577 Iter = 0.003872312 Bottom = 0.001612052 Time in solve 0.004503295 Max/L2 norm of divergence after solve at level 1 : 1.642865177e-06 0.0001204559174 and volume-weighted sum -8831.973753 Time integration of scalars at level 1 from 596 to 598 with dt = 2 using RHS created at 596 Making slow rhs at time 598 for fast variables advancing from 596 to 598 No-substepping time integration at level 1 to 598 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006925092487 0.003416040484 and volume-weighted sum -8831.973753 Subtracting -1.642852261e-06 from rhs in subdomain 0 Sum after subtraction -6.201636427e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006908663964 MLMG: Initial residual (resid0) = 0.0006908663964 MLMG: Final Iter. 6 resid, resid/bnorm = 9.91339646e-11, 1.434922369e-07 MLMG: Timers: Solve = 0.003697621 Iter = 0.003341683 Bottom = 0.001353202 Time in solve 0.003965528 Max/L2 norm of divergence after solve at level 1 : 1.642951088e-06 0.0001204559174 and volume-weighted sum -8831.973753 Time integration of scalars at level 1 from 596 to 598 with dt = 2 using RHS created at 598 Done with advance_dycore at level 1 [Level 1 step 299] Advanced 5376 cells Coarse STEP 299 ends. TIME = 598 DT = 2 Timestep time = 0.038410916 seconds. Coarse STEP 300 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.356938384 (terrain aware) 1.356938384 (terrain unaware) Anelastic dt at level 0 would be: 6.162034226 (terrain aware) 6.162034226 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2657107749 (terrain aware) 0.2657107749 (terrain unaware) Anelastic dt at level 1 would be: 2.857634675 (terrain aware) 2.857634675 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 300] ADVANCE from elapsed time = 598 to 600 with dt = 2 Making slow rhs at time 598 for fast variables advancing from 598 to 598.6666666667 Fast time integration at level 0 from 598 to 598.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 598 to 598.6666666667 with dt = 0.6666666666666 using RHS created at 598 Making slow rhs at time 598.6666666667 for fast variables advancing from 598 to 599 Fast time integration at level 0 from 598 to 598.5 with dt = 0.5 Fast time integration at level 0 from 598.5 to 599 with dt = 0.5 Time integration of scalars at level 0 from 598 to 599 with dt = 1 using RHS created at 598.6666666667 Making slow rhs at time 599 for fast variables advancing from 598 to 600 Fast time integration at level 0 from 598 to 598.5 with dt = 0.5 Fast time integration at level 0 from 598.5 to 599 with dt = 0.5 Fast time integration at level 0 from 599 to 599.5 with dt = 0.5 Fast time integration at level 0 from 599.5 to 600 with dt = 0.5 Time integration of scalars at level 0 from 598 to 600 with dt = 2 using RHS created at 599 Done with advance_dycore at level 0 [Level 0 step 300] Advanced 4096 cells [Level 1 step 300] ADVANCE from elapsed time = 598 to 600 with dt = 2 Making slow rhs at time 598 for fast variables advancing from 598 to 600 No-substepping time integration at level 1 to 600 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000750588475 0.00343492986 and volume-weighted sum -1064.171221 Subtracting -1.979485158e-07 from rhs in subdomain 0 Sum after subtraction -9.540979118e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007503905265 MLMG: Initial residual (resid0) = 0.0007503905265 MLMG: Final Iter. 7 resid, resid/bnorm = 1.797552756e-11, 2.395489672e-08 MLMG: Timers: Solve = 0.004198209 Iter = 0.003842477 Bottom = 0.001582924 Time in solve 0.004473671 Max/L2 norm of divergence after solve at level 1 : 1.979664742e-07 1.451382492e-05 and volume-weighted sum -1064.171221 Time integration of scalars at level 1 from 598 to 600 with dt = 2 using RHS created at 598 Making slow rhs at time 600 for fast variables advancing from 598 to 600 No-substepping time integration at level 1 to 600 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006605333785 0.003389270285 and volume-weighted sum -1064.171221 Subtracting -1.979485158e-07 from rhs in subdomain 0 Sum after subtraction 4.119968255e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00066033543 MLMG: Initial residual (resid0) = 0.00066033543 MLMG: Final Iter. 6 resid, resid/bnorm = 9.751025481e-11, 1.476677615e-07 MLMG: Timers: Solve = 0.003687126 Iter = 0.003334109 Bottom = 0.001372242 Time in solve 0.003957557 Max/L2 norm of divergence after solve at level 1 : 1.980458611e-07 1.451382492e-05 and volume-weighted sum -1064.171221 Time integration of scalars at level 1 from 598 to 600 with dt = 2 using RHS created at 600 Done with advance_dycore at level 1 [Level 1 step 300] Advanced 5376 cells Coarse STEP 300 ends. TIME = 600 DT = 2 Timestep time = 0.038746771 seconds. 3DPlotfile write time = 0.007427129 seconds. Coarse STEP 301 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.357488425 (terrain aware) 1.357488425 (terrain unaware) Anelastic dt at level 0 would be: 6.172724903 (terrain aware) 6.172724903 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2657627092 (terrain aware) 0.2657627092 (terrain unaware) Anelastic dt at level 1 would be: 2.862092025 (terrain aware) 2.862092025 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (63,0,47) (0,0,0)) ((64,0,0) (95,0,47) (0,0,0)) ((96,0,0) (127,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (47,0,15) (0,0,0)) ((48,0,0) (127,0,47) (0,0,0)) ((16,0,16) (47,0,31) (0,0,0)) ((32,0,32) (47,0,47) (0,0,0)) ) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.01883125448 0.07452623391 and volume-weighted sum 1396.150852 Subtracting 2.726857134e-07 from rhs in subdomain 0 Sum after subtraction -6.938893904e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.01883152717 MLMG: Initial residual (resid0) = 0.01883152717 MLMG: Final Iter. 9 resid, resid/bnorm = 7.28400997e-11, 3.867986863e-09 MLMG: Timers: Solve = 0.004399593 Iter = 0.004134871 Bottom = 0.002079803 Time in solve 0.004837441 Max/L2 norm of divergence after solve at level 1 : 2.727585535e-07 1.951180133e-05 and volume-weighted sum 1396.150852 [Level 0 step 301] ADVANCE from elapsed time = 600 to 602 with dt = 2 Making slow rhs at time 600 for fast variables advancing from 600 to 600.6666666667 Fast time integration at level 0 from 600 to 600.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 600 to 600.6666666667 with dt = 0.6666666666666 using RHS created at 600 Making slow rhs at time 600.6666666667 for fast variables advancing from 600 to 601 Fast time integration at level 0 from 600 to 600.5 with dt = 0.5 Fast time integration at level 0 from 600.5 to 601 with dt = 0.5 Time integration of scalars at level 0 from 600 to 601 with dt = 1 using RHS created at 600.6666666667 Making slow rhs at time 601 for fast variables advancing from 600 to 602 Fast time integration at level 0 from 600 to 600.5 with dt = 0.5 Fast time integration at level 0 from 600.5 to 601 with dt = 0.5 Fast time integration at level 0 from 601 to 601.5 with dt = 0.5 Fast time integration at level 0 from 601.5 to 602 with dt = 0.5 Time integration of scalars at level 0 from 600 to 602 with dt = 2 using RHS created at 601 Done with advance_dycore at level 0 [Level 0 step 301] Advanced 4096 cells [Level 1 step 301] ADVANCE from elapsed time = 600 to 602 with dt = 2 Making slow rhs at time 600 for fast variables advancing from 600 to 602 No-substepping time integration at level 1 to 602 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.03651396204 0.1669579141 and volume-weighted sum 10527.82908 Subtracting 2.056216618e-06 from rhs in subdomain 0 Sum after subtraction -1.33226763e-09 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.03651190583 MLMG: Initial residual (resid0) = 0.03651190583 MLMG: Final Iter. 10 resid, resid/bnorm = 1.567620376e-11, 4.293449877e-10 MLMG: Timers: Solve = 0.0047697 Iter = 0.004508676 Bottom = 0.002245074 Time in solve 0.005166297 Max/L2 norm of divergence after solve at level 1 : 2.056232294e-06 0.0001471308843 and volume-weighted sum 10527.82908 Time integration of scalars at level 1 from 600 to 602 with dt = 2 using RHS created at 600 Making slow rhs at time 602 for fast variables advancing from 600 to 602 No-substepping time integration at level 1 to 602 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005456618378 0.002727636645 and volume-weighted sum 10527.82908 Subtracting 2.056216618e-06 from rhs in subdomain 0 Sum after subtraction 4.770489559e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005436056212 MLMG: Initial residual (resid0) = 0.0005436056212 MLMG: Final Iter. 6 resid, resid/bnorm = 3.927674419e-11, 7.22522775e-08 MLMG: Timers: Solve = 0.003121222 Iter = 0.002759926 Bottom = 0.001348878 Time in solve 0.003498492 Max/L2 norm of divergence after solve at level 1 : 2.05625503e-06 0.0001471308843 and volume-weighted sum 10527.82908 Time integration of scalars at level 1 from 600 to 602 with dt = 2 using RHS created at 602 Done with advance_dycore at level 1 [Level 1 step 301] Advanced 5120 cells Coarse STEP 301 ends. TIME = 602 DT = 2 Timestep time = 0.04688758 seconds. Coarse STEP 302 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.358174946 (terrain aware) 1.358174946 (terrain unaware) Anelastic dt at level 0 would be: 6.175289848 (terrain aware) 6.175289848 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658766051 (terrain aware) 0.2658766051 (terrain unaware) Anelastic dt at level 1 would be: 2.874649025 (terrain aware) 2.874649025 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 302] ADVANCE from elapsed time = 602 to 604 with dt = 2 Making slow rhs at time 602 for fast variables advancing from 602 to 602.6666666667 Fast time integration at level 0 from 602 to 602.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 602 to 602.6666666667 with dt = 0.6666666666666 using RHS created at 602 Making slow rhs at time 602.6666666667 for fast variables advancing from 602 to 603 Fast time integration at level 0 from 602 to 602.5 with dt = 0.5 Fast time integration at level 0 from 602.5 to 603 with dt = 0.5 Time integration of scalars at level 0 from 602 to 603 with dt = 1 using RHS created at 602.6666666667 Making slow rhs at time 603 for fast variables advancing from 602 to 604 Fast time integration at level 0 from 602 to 602.5 with dt = 0.5 Fast time integration at level 0 from 602.5 to 603 with dt = 0.5 Fast time integration at level 0 from 603 to 603.5 with dt = 0.5 Fast time integration at level 0 from 603.5 to 604 with dt = 0.5 Time integration of scalars at level 0 from 602 to 604 with dt = 2 using RHS created at 603 Done with advance_dycore at level 0 [Level 0 step 302] Advanced 4096 cells [Level 1 step 302] ADVANCE from elapsed time = 602 to 604 with dt = 2 Making slow rhs at time 602 for fast variables advancing from 602 to 604 No-substepping time integration at level 1 to 604 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004838408317 0.00273110579 and volume-weighted sum 18958.06339 Subtracting 3.702746756e-06 from rhs in subdomain 0 Sum after subtraction -8.879615793e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000480138085 MLMG: Initial residual (resid0) = 0.000480138085 MLMG: Final Iter. 7 resid, resid/bnorm = 2.520426248e-11, 5.249377892e-08 MLMG: Timers: Solve = 0.00343031 Iter = 0.003168977 Bottom = 0.001565202 Time in solve 0.003815158 Max/L2 norm of divergence after solve at level 1 : 3.702771468e-06 0.0002649469904 and volume-weighted sum 18958.06339 Time integration of scalars at level 1 from 602 to 604 with dt = 2 using RHS created at 602 Making slow rhs at time 604 for fast variables advancing from 602 to 604 No-substepping time integration at level 1 to 604 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004759286348 0.00272046743 and volume-weighted sum 18958.06339 Subtracting 3.702746756e-06 from rhs in subdomain 0 Sum after subtraction -8.500145032e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004722258881 MLMG: Initial residual (resid0) = 0.0004722258881 MLMG: Final Iter. 6 resid, resid/bnorm = 3.508709883e-11, 7.430151483e-08 MLMG: Timers: Solve = 0.003120452 Iter = 0.002857095 Bottom = 0.001337687 Time in solve 0.003498779 Max/L2 norm of divergence after solve at level 1 : 3.702781062e-06 0.0002649469904 and volume-weighted sum 18958.06339 Time integration of scalars at level 1 from 602 to 604 with dt = 2 using RHS created at 604 Done with advance_dycore at level 1 [Level 1 step 302] Advanced 5120 cells Coarse STEP 302 ends. TIME = 604 DT = 2 Timestep time = 0.031452473 seconds. Coarse STEP 303 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.358977587 (terrain aware) 1.358977587 (terrain unaware) Anelastic dt at level 0 would be: 6.178218803 (terrain aware) 6.178218803 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658675898 (terrain aware) 0.2658675898 (terrain unaware) Anelastic dt at level 1 would be: 2.87739832 (terrain aware) 2.87739832 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 303] ADVANCE from elapsed time = 604 to 606 with dt = 2 Making slow rhs at time 604 for fast variables advancing from 604 to 604.6666666667 Fast time integration at level 0 from 604 to 604.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 604 to 604.6666666667 with dt = 0.6666666666666 using RHS created at 604 Making slow rhs at time 604.6666666667 for fast variables advancing from 604 to 605 Fast time integration at level 0 from 604 to 604.5 with dt = 0.5 Fast time integration at level 0 from 604.5 to 605 with dt = 0.5 Time integration of scalars at level 0 from 604 to 605 with dt = 1 using RHS created at 604.6666666667 Making slow rhs at time 605 for fast variables advancing from 604 to 606 Fast time integration at level 0 from 604 to 604.5 with dt = 0.5 Fast time integration at level 0 from 604.5 to 605 with dt = 0.5 Fast time integration at level 0 from 605 to 605.5 with dt = 0.5 Fast time integration at level 0 from 605.5 to 606 with dt = 0.5 Time integration of scalars at level 0 from 604 to 606 with dt = 2 using RHS created at 605 Done with advance_dycore at level 0 [Level 0 step 303] Advanced 4096 cells [Level 1 step 303] ADVANCE from elapsed time = 604 to 606 with dt = 2 Making slow rhs at time 604 for fast variables advancing from 604 to 606 No-substepping time integration at level 1 to 606 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000541934904 0.002715995356 and volume-weighted sum 24884.73732 Subtracting 4.860300258e-06 from rhs in subdomain 0 Sum after subtraction -1.745565498e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005370746038 MLMG: Initial residual (resid0) = 0.0005370746038 MLMG: Final Iter. 7 resid, resid/bnorm = 1.097640022e-11, 2.043738457e-08 MLMG: Timers: Solve = 0.003423203 Iter = 0.00316036 Bottom = 0.001577312 Time in solve 0.003804907 Max/L2 norm of divergence after solve at level 1 : 4.860311021e-06 0.0003477747765 and volume-weighted sum 24884.73732 Time integration of scalars at level 1 from 604 to 606 with dt = 2 using RHS created at 604 Making slow rhs at time 606 for fast variables advancing from 604 to 606 No-substepping time integration at level 1 to 606 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005514764628 0.002713666005 and volume-weighted sum 24884.73732 Subtracting 4.860300258e-06 from rhs in subdomain 0 Sum after subtraction 2.059984128e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005466161625 MLMG: Initial residual (resid0) = 0.0005466161625 MLMG: Final Iter. 6 resid, resid/bnorm = 3.11859424e-11, 5.705272646e-08 MLMG: Timers: Solve = 0.003061471 Iter = 0.002799467 Bottom = 0.001337504 Time in solve 0.003432133 Max/L2 norm of divergence after solve at level 1 : 4.86033074e-06 0.0003477747765 and volume-weighted sum 24884.73732 Time integration of scalars at level 1 from 604 to 606 with dt = 2 using RHS created at 606 Done with advance_dycore at level 1 [Level 1 step 303] Advanced 5120 cells Coarse STEP 303 ends. TIME = 606 DT = 2 Timestep time = 0.031664388 seconds. Coarse STEP 304 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.359876036 (terrain aware) 1.359876036 (terrain unaware) Anelastic dt at level 0 would be: 6.182222358 (terrain aware) 6.182222358 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658679716 (terrain aware) 0.2658679716 (terrain unaware) Anelastic dt at level 1 would be: 2.881495733 (terrain aware) 2.881495733 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 304] ADVANCE from elapsed time = 606 to 608 with dt = 2 Making slow rhs at time 606 for fast variables advancing from 606 to 606.6666666667 Fast time integration at level 0 from 606 to 606.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 606 to 606.6666666667 with dt = 0.6666666666666 using RHS created at 606 Making slow rhs at time 606.6666666667 for fast variables advancing from 606 to 607 Fast time integration at level 0 from 606 to 606.5 with dt = 0.5 Fast time integration at level 0 from 606.5 to 607 with dt = 0.5 Time integration of scalars at level 0 from 606 to 607 with dt = 1 using RHS created at 606.6666666667 Making slow rhs at time 607 for fast variables advancing from 606 to 608 Fast time integration at level 0 from 606 to 606.5 with dt = 0.5 Fast time integration at level 0 from 606.5 to 607 with dt = 0.5 Fast time integration at level 0 from 607 to 607.5 with dt = 0.5 Fast time integration at level 0 from 607.5 to 608 with dt = 0.5 Time integration of scalars at level 0 from 606 to 608 with dt = 2 using RHS created at 607 Done with advance_dycore at level 0 [Level 0 step 304] Advanced 4096 cells [Level 1 step 304] ADVANCE from elapsed time = 606 to 608 with dt = 2 Making slow rhs at time 606 for fast variables advancing from 606 to 608 No-substepping time integration at level 1 to 608 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005550459326 0.002715562401 and volume-weighted sum 27178.18379 Subtracting 5.308239021e-06 from rhs in subdomain 0 Sum after subtraction 2.667137344e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005497376935 MLMG: Initial residual (resid0) = 0.0005497376935 MLMG: Final Iter. 6 resid, resid/bnorm = 7.548624196e-11, 1.373132002e-07 MLMG: Timers: Solve = 0.00300333 Iter = 0.002748073 Bottom = 0.001372355 Time in solve 0.003384582 Max/L2 norm of divergence after solve at level 1 : 5.3083129e-06 0.0003798266653 and volume-weighted sum 27178.18379 Time integration of scalars at level 1 from 606 to 608 with dt = 2 using RHS created at 606 Making slow rhs at time 608 for fast variables advancing from 606 to 608 No-substepping time integration at level 1 to 608 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005304082117 0.002701312746 and volume-weighted sum 27178.18379 Subtracting 5.308239021e-06 from rhs in subdomain 0 Sum after subtraction -5.421010862e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005250999726 MLMG: Initial residual (resid0) = 0.0005250999726 MLMG: Final Iter. 6 resid, resid/bnorm = 2.783023061e-11, 5.299987062e-08 MLMG: Timers: Solve = 0.002970114 Iter = 0.002713974 Bottom = 0.001349664 Time in solve 0.003365919 Max/L2 norm of divergence after solve at level 1 : 5.308266214e-06 0.0003798266653 and volume-weighted sum 27178.18379 Time integration of scalars at level 1 from 606 to 608 with dt = 2 using RHS created at 608 Done with advance_dycore at level 1 [Level 1 step 304] Advanced 5120 cells Coarse STEP 304 ends. TIME = 608 DT = 2 Timestep time = 0.031181156 seconds. Coarse STEP 305 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36085291 (terrain aware) 1.36085291 (terrain unaware) Anelastic dt at level 0 would be: 6.187393441 (terrain aware) 6.187393441 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.265878452 (terrain aware) 0.265878452 (terrain unaware) Anelastic dt at level 1 would be: 2.886999231 (terrain aware) 2.886999231 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 305] ADVANCE from elapsed time = 608 to 610 with dt = 2 Making slow rhs at time 608 for fast variables advancing from 608 to 608.6666666667 Fast time integration at level 0 from 608 to 608.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 608 to 608.6666666667 with dt = 0.6666666666666 using RHS created at 608 Making slow rhs at time 608.6666666667 for fast variables advancing from 608 to 609 Fast time integration at level 0 from 608 to 608.5 with dt = 0.5 Fast time integration at level 0 from 608.5 to 609 with dt = 0.5 Time integration of scalars at level 0 from 608 to 609 with dt = 1 using RHS created at 608.6666666667 Making slow rhs at time 609 for fast variables advancing from 608 to 610 Fast time integration at level 0 from 608 to 608.5 with dt = 0.5 Fast time integration at level 0 from 608.5 to 609 with dt = 0.5 Fast time integration at level 0 from 609 to 609.5 with dt = 0.5 Fast time integration at level 0 from 609.5 to 610 with dt = 0.5 Time integration of scalars at level 0 from 608 to 610 with dt = 2 using RHS created at 609 Done with advance_dycore at level 0 [Level 0 step 305] Advanced 4096 cells [Level 1 step 305] ADVANCE from elapsed time = 608 to 610 with dt = 2 Making slow rhs at time 608 for fast variables advancing from 608 to 610 No-substepping time integration at level 1 to 610 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004498798248 0.002711993534 and volume-weighted sum 26026.70033 Subtracting 5.083339907e-06 from rhs in subdomain 0 Sum after subtraction 5.724587471e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004447964849 MLMG: Initial residual (resid0) = 0.0004447964849 MLMG: Final Iter. 7 resid, resid/bnorm = 2.444262103e-11, 5.495237004e-08 MLMG: Timers: Solve = 0.003483486 Iter = 0.00322526 Bottom = 0.001587707 Time in solve 0.003859467 Max/L2 norm of divergence after solve at level 1 : 5.08336435e-06 0.0003637341947 and volume-weighted sum 26026.70033 Time integration of scalars at level 1 from 608 to 610 with dt = 2 using RHS created at 608 Making slow rhs at time 610 for fast variables advancing from 608 to 610 No-substepping time integration at level 1 to 610 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004826421066 0.002682445349 and volume-weighted sum 26026.70033 Subtracting 5.083339907e-06 from rhs in subdomain 0 Sum after subtraction -2.688821388e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004775587667 MLMG: Initial residual (resid0) = 0.0004775587667 MLMG: Final Iter. 6 resid, resid/bnorm = 2.500918804e-11, 5.23688178e-08 MLMG: Timers: Solve = 0.002948189 Iter = 0.002686798 Bottom = 0.001309726 Time in solve 0.00333812 Max/L2 norm of divergence after solve at level 1 : 5.083364336e-06 0.0003637341947 and volume-weighted sum 26026.70033 Time integration of scalars at level 1 from 608 to 610 with dt = 2 using RHS created at 610 Done with advance_dycore at level 1 [Level 1 step 305] Advanced 5120 cells Coarse STEP 305 ends. TIME = 610 DT = 2 Timestep time = 0.031452258 seconds. Coarse STEP 306 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.361097693 (terrain aware) 1.361097693 (terrain unaware) Anelastic dt at level 0 would be: 6.193889508 (terrain aware) 6.193889508 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658993294 (terrain aware) 0.2658993294 (terrain unaware) Anelastic dt at level 1 would be: 2.889001023 (terrain aware) 2.889001023 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 306] ADVANCE from elapsed time = 610 to 612 with dt = 2 Making slow rhs at time 610 for fast variables advancing from 610 to 610.6666666667 Fast time integration at level 0 from 610 to 610.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 610 to 610.6666666667 with dt = 0.6666666666666 using RHS created at 610 Making slow rhs at time 610.6666666667 for fast variables advancing from 610 to 611 Fast time integration at level 0 from 610 to 610.5 with dt = 0.5 Fast time integration at level 0 from 610.5 to 611 with dt = 0.5 Time integration of scalars at level 0 from 610 to 611 with dt = 1 using RHS created at 610.6666666667 Making slow rhs at time 611 for fast variables advancing from 610 to 612 Fast time integration at level 0 from 610 to 610.5 with dt = 0.5 Fast time integration at level 0 from 610.5 to 611 with dt = 0.5 Fast time integration at level 0 from 611 to 611.5 with dt = 0.5 Fast time integration at level 0 from 611.5 to 612 with dt = 0.5 Time integration of scalars at level 0 from 610 to 612 with dt = 2 using RHS created at 611 Done with advance_dycore at level 0 [Level 0 step 306] Advanced 4096 cells [Level 1 step 306] ADVANCE from elapsed time = 610 to 612 with dt = 2 Making slow rhs at time 610 for fast variables advancing from 610 to 612 No-substepping time integration at level 1 to 612 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005508549716 0.002687310824 and volume-weighted sum 22678.38477 Subtracting 4.429372025e-06 from rhs in subdomain 0 Sum after subtraction 2.688821388e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005464255995 MLMG: Initial residual (resid0) = 0.0005464255995 MLMG: Final Iter. 7 resid, resid/bnorm = 3.063849521e-11, 5.607075371e-08 MLMG: Timers: Solve = 0.003563162 Iter = 0.00330394 Bottom = 0.001570943 Time in solve 0.003943962 Max/L2 norm of divergence after solve at level 1 : 4.429402663e-06 0.0003169400622 and volume-weighted sum 22678.38477 Time integration of scalars at level 1 from 610 to 612 with dt = 2 using RHS created at 610 Making slow rhs at time 612 for fast variables advancing from 610 to 612 No-substepping time integration at level 1 to 612 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005532853231 0.0026605705 and volume-weighted sum 22678.38477 Subtracting 4.429372025e-06 from rhs in subdomain 0 Sum after subtraction -4.90059382e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005488559511 MLMG: Initial residual (resid0) = 0.0005488559511 MLMG: Final Iter. 6 resid, resid/bnorm = 2.268561834e-11, 4.133255419e-08 MLMG: Timers: Solve = 0.002997416 Iter = 0.002727046 Bottom = 0.001359011 Time in solve 0.00337945 Max/L2 norm of divergence after solve at level 1 : 4.429394175e-06 0.0003169400622 and volume-weighted sum 22678.38477 Time integration of scalars at level 1 from 610 to 612 with dt = 2 using RHS created at 612 Done with advance_dycore at level 1 [Level 1 step 306] Advanced 5120 cells Coarse STEP 306 ends. TIME = 612 DT = 2 Timestep time = 0.031326522 seconds. Coarse STEP 307 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.361294504 (terrain aware) 1.361294504 (terrain unaware) Anelastic dt at level 0 would be: 6.201933504 (terrain aware) 6.201933504 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658943604 (terrain aware) 0.2658943604 (terrain unaware) Anelastic dt at level 1 would be: 2.892606503 (terrain aware) 2.892606503 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 307] ADVANCE from elapsed time = 612 to 614 with dt = 2 Making slow rhs at time 612 for fast variables advancing from 612 to 612.6666666667 Fast time integration at level 0 from 612 to 612.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 612 to 612.6666666667 with dt = 0.6666666666666 using RHS created at 612 Making slow rhs at time 612.6666666667 for fast variables advancing from 612 to 613 Fast time integration at level 0 from 612 to 612.5 with dt = 0.5 Fast time integration at level 0 from 612.5 to 613 with dt = 0.5 Time integration of scalars at level 0 from 612 to 613 with dt = 1 using RHS created at 612.6666666667 Making slow rhs at time 613 for fast variables advancing from 612 to 614 Fast time integration at level 0 from 612 to 612.5 with dt = 0.5 Fast time integration at level 0 from 612.5 to 613 with dt = 0.5 Fast time integration at level 0 from 613 to 613.5 with dt = 0.5 Fast time integration at level 0 from 613.5 to 614 with dt = 0.5 Time integration of scalars at level 0 from 612 to 614 with dt = 2 using RHS created at 613 Done with advance_dycore at level 0 [Level 0 step 307] Advanced 4096 cells [Level 1 step 307] ADVANCE from elapsed time = 612 to 614 with dt = 2 Making slow rhs at time 612 for fast variables advancing from 612 to 614 No-substepping time integration at level 1 to 614 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005356121212 0.002648870033 and volume-weighted sum 18469.00193 Subtracting 3.60722694e-06 from rhs in subdomain 0 Sum after subtraction 9.497611031e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005320048943 MLMG: Initial residual (resid0) = 0.0005320048943 MLMG: Final Iter. 7 resid, resid/bnorm = 2.40006628e-11, 4.511361278e-08 MLMG: Timers: Solve = 0.00356135 Iter = 0.003312529 Bottom = 0.001562637 Time in solve 0.003957268 Max/L2 norm of divergence after solve at level 1 : 3.60725094e-06 0.0002581121487 and volume-weighted sum 18469.00193 Time integration of scalars at level 1 from 612 to 614 with dt = 2 using RHS created at 612 Making slow rhs at time 614 for fast variables advancing from 612 to 614 No-substepping time integration at level 1 to 614 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005089174786 0.002638369096 and volume-weighted sum 18469.00193 Subtracting 3.60722694e-06 from rhs in subdomain 0 Sum after subtraction 1.435483676e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005053102516 MLMG: Initial residual (resid0) = 0.0005053102516 MLMG: Final Iter. 6 resid, resid/bnorm = 2.064028769e-11, 4.084676221e-08 MLMG: Timers: Solve = 0.002991478 Iter = 0.002725905 Bottom = 0.001357151 Time in solve 0.003371281 Max/L2 norm of divergence after solve at level 1 : 3.607247085e-06 0.0002581121487 and volume-weighted sum 18469.00193 Time integration of scalars at level 1 from 612 to 614 with dt = 2 using RHS created at 614 Done with advance_dycore at level 1 [Level 1 step 307] Advanced 5120 cells Coarse STEP 307 ends. TIME = 614 DT = 2 Timestep time = 0.031485673 seconds. Coarse STEP 308 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.361582671 (terrain aware) 1.361582671 (terrain unaware) Anelastic dt at level 0 would be: 6.19627275 (terrain aware) 6.19627275 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658965782 (terrain aware) 0.2658965782 (terrain unaware) Anelastic dt at level 1 would be: 2.89770988 (terrain aware) 2.89770988 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 308] ADVANCE from elapsed time = 614 to 616 with dt = 2 Making slow rhs at time 614 for fast variables advancing from 614 to 614.6666666667 Fast time integration at level 0 from 614 to 614.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 614 to 614.6666666667 with dt = 0.6666666666666 using RHS created at 614 Making slow rhs at time 614.6666666667 for fast variables advancing from 614 to 615 Fast time integration at level 0 from 614 to 614.5 with dt = 0.5 Fast time integration at level 0 from 614.5 to 615 with dt = 0.5 Time integration of scalars at level 0 from 614 to 615 with dt = 1 using RHS created at 614.6666666667 Making slow rhs at time 615 for fast variables advancing from 614 to 616 Fast time integration at level 0 from 614 to 614.5 with dt = 0.5 Fast time integration at level 0 from 614.5 to 615 with dt = 0.5 Fast time integration at level 0 from 615 to 615.5 with dt = 0.5 Fast time integration at level 0 from 615.5 to 616 with dt = 0.5 Time integration of scalars at level 0 from 614 to 616 with dt = 2 using RHS created at 615 Done with advance_dycore at level 0 [Level 0 step 308] Advanced 4096 cells [Level 1 step 308] ADVANCE from elapsed time = 614 to 616 with dt = 2 Making slow rhs at time 614 for fast variables advancing from 614 to 616 No-substepping time integration at level 1 to 616 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004721822731 0.002615489787 and volume-weighted sum 13968.81256 Subtracting 2.728283704e-06 from rhs in subdomain 0 Sum after subtraction -2.818925648e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004694539894 MLMG: Initial residual (resid0) = 0.0004694539894 MLMG: Final Iter. 6 resid, resid/bnorm = 6.125347849e-11, 1.304781296e-07 MLMG: Timers: Solve = 0.002983448 Iter = 0.002717828 Bottom = 0.001349379 Time in solve 0.003366402 Max/L2 norm of divergence after solve at level 1 : 2.728343619e-06 0.0001952200903 and volume-weighted sum 13968.81256 Time integration of scalars at level 1 from 614 to 616 with dt = 2 using RHS created at 614 Making slow rhs at time 616 for fast variables advancing from 614 to 616 No-substepping time integration at level 1 to 616 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005006886502 0.002618066796 and volume-weighted sum 13968.81256 Subtracting 2.728283704e-06 from rhs in subdomain 0 Sum after subtraction -3.035766083e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004979603665 MLMG: Initial residual (resid0) = 0.0004979603665 MLMG: Final Iter. 6 resid, resid/bnorm = 1.868433324e-11, 3.752172763e-08 MLMG: Timers: Solve = 0.00302577 Iter = 0.002762863 Bottom = 0.00136896 Time in solve 0.003402403 Max/L2 norm of divergence after solve at level 1 : 2.728301932e-06 0.0001952200903 and volume-weighted sum 13968.81256 Time integration of scalars at level 1 from 614 to 616 with dt = 2 using RHS created at 616 Done with advance_dycore at level 1 [Level 1 step 308] Advanced 5120 cells Coarse STEP 308 ends. TIME = 616 DT = 2 Timestep time = 0.031277317 seconds. Coarse STEP 309 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.361958127 (terrain aware) 1.361958127 (terrain unaware) Anelastic dt at level 0 would be: 6.189134309 (terrain aware) 6.189134309 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659074916 (terrain aware) 0.2659074916 (terrain unaware) Anelastic dt at level 1 would be: 2.904130555 (terrain aware) 2.904130555 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 309] ADVANCE from elapsed time = 616 to 618 with dt = 2 Making slow rhs at time 616 for fast variables advancing from 616 to 616.6666666667 Fast time integration at level 0 from 616 to 616.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 616 to 616.6666666667 with dt = 0.6666666666666 using RHS created at 616 Making slow rhs at time 616.6666666667 for fast variables advancing from 616 to 617 Fast time integration at level 0 from 616 to 616.5 with dt = 0.5 Fast time integration at level 0 from 616.5 to 617 with dt = 0.5 Time integration of scalars at level 0 from 616 to 617 with dt = 1 using RHS created at 616.6666666667 Making slow rhs at time 617 for fast variables advancing from 616 to 618 Fast time integration at level 0 from 616 to 616.5 with dt = 0.5 Fast time integration at level 0 from 616.5 to 617 with dt = 0.5 Fast time integration at level 0 from 617 to 617.5 with dt = 0.5 Fast time integration at level 0 from 617.5 to 618 with dt = 0.5 Time integration of scalars at level 0 from 616 to 618 with dt = 2 using RHS created at 617 Done with advance_dycore at level 0 [Level 0 step 309] Advanced 4096 cells [Level 1 step 309] ADVANCE from elapsed time = 616 to 618 with dt = 2 Making slow rhs at time 616 for fast variables advancing from 616 to 618 No-substepping time integration at level 1 to 618 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005509179897 0.002600763367 and volume-weighted sum 8911.000086 Subtracting 1.740429704e-06 from rhs in subdomain 0 Sum after subtraction -7.372574773e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00054917756 MLMG: Initial residual (resid0) = 0.00054917756 MLMG: Final Iter. 7 resid, resid/bnorm = 1.448800902e-11, 2.638128372e-08 MLMG: Timers: Solve = 0.003397878 Iter = 0.003137714 Bottom = 0.001547221 Time in solve 0.003778498 Max/L2 norm of divergence after solve at level 1 : 1.740443912e-06 0.0001245350121 and volume-weighted sum 8911.000086 Time integration of scalars at level 1 from 616 to 618 with dt = 2 using RHS created at 616 Making slow rhs at time 618 for fast variables advancing from 616 to 618 No-substepping time integration at level 1 to 618 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005470705142 0.002599397424 and volume-weighted sum 8911.000086 Subtracting 1.740429704e-06 from rhs in subdomain 0 Sum after subtraction 5.03069808e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005453300845 MLMG: Initial residual (resid0) = 0.0005453300845 MLMG: Final Iter. 6 resid, resid/bnorm = 1.686428199e-11, 3.092490672e-08 MLMG: Timers: Solve = 0.003011557 Iter = 0.002748724 Bottom = 0.001367238 Time in solve 0.003383734 Max/L2 norm of divergence after solve at level 1 : 1.74044615e-06 0.0001245350121 and volume-weighted sum 8911.000086 Time integration of scalars at level 1 from 616 to 618 with dt = 2 using RHS created at 618 Done with advance_dycore at level 1 [Level 1 step 309] Advanced 5120 cells Coarse STEP 309 ends. TIME = 618 DT = 2 Timestep time = 0.031632354 seconds. Coarse STEP 310 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.362418842 (terrain aware) 1.362418842 (terrain unaware) Anelastic dt at level 0 would be: 6.183513152 (terrain aware) 6.183513152 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659256143 (terrain aware) 0.2659256143 (terrain unaware) Anelastic dt at level 1 would be: 2.909600626 (terrain aware) 2.909600626 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 310] ADVANCE from elapsed time = 618 to 620 with dt = 2 Making slow rhs at time 618 for fast variables advancing from 618 to 618.6666666667 Fast time integration at level 0 from 618 to 618.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 618 to 618.6666666667 with dt = 0.6666666666666 using RHS created at 618 Making slow rhs at time 618.6666666667 for fast variables advancing from 618 to 619 Fast time integration at level 0 from 618 to 618.5 with dt = 0.5 Fast time integration at level 0 from 618.5 to 619 with dt = 0.5 Time integration of scalars at level 0 from 618 to 619 with dt = 1 using RHS created at 618.6666666667 Making slow rhs at time 619 for fast variables advancing from 618 to 620 Fast time integration at level 0 from 618 to 618.5 with dt = 0.5 Fast time integration at level 0 from 618.5 to 619 with dt = 0.5 Fast time integration at level 0 from 619 to 619.5 with dt = 0.5 Fast time integration at level 0 from 619.5 to 620 with dt = 0.5 Time integration of scalars at level 0 from 618 to 620 with dt = 2 using RHS created at 619 Done with advance_dycore at level 0 [Level 0 step 310] Advanced 4096 cells [Level 1 step 310] ADVANCE from elapsed time = 618 to 620 with dt = 2 Making slow rhs at time 618 for fast variables advancing from 618 to 620 No-substepping time integration at level 1 to 620 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005116990291 0.002599200361 and volume-weighted sum 2912.592429 Subtracting 5.688657088e-07 from rhs in subdomain 0 Sum after subtraction 1.713039433e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005111301634 MLMG: Initial residual (resid0) = 0.0005111301634 MLMG: Final Iter. 7 resid, resid/bnorm = 3.190266905e-11, 6.241593891e-08 MLMG: Timers: Solve = 0.003433625 Iter = 0.003173868 Bottom = 0.001585325 Time in solve 0.003815627 Max/L2 norm of divergence after solve at level 1 : 5.688969889e-07 4.070471664e-05 and volume-weighted sum 2912.592429 Time integration of scalars at level 1 from 618 to 620 with dt = 2 using RHS created at 618 Making slow rhs at time 620 for fast variables advancing from 618 to 620 No-substepping time integration at level 1 to 620 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004902279407 0.002582522808 and volume-weighted sum 2912.592429 Subtracting 5.688657088e-07 from rhs in subdomain 0 Sum after subtraction 1.964574337e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000489659075 MLMG: Initial residual (resid0) = 0.000489659075 MLMG: Final Iter. 6 resid, resid/bnorm = 1.49587129e-11, 3.054924062e-08 MLMG: Timers: Solve = 0.003023253 Iter = 0.002757254 Bottom = 0.001373286 Time in solve 0.003407722 Max/L2 norm of divergence after solve at level 1 : 5.688802874e-07 4.070471664e-05 and volume-weighted sum 2912.592429 Time integration of scalars at level 1 from 618 to 620 with dt = 2 using RHS created at 620 Done with advance_dycore at level 1 [Level 1 step 310] Advanced 5120 cells Coarse STEP 310 ends. TIME = 620 DT = 2 Timestep time = 0.031581719 seconds. Coarse STEP 311 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.362964765 (terrain aware) 1.362964765 (terrain unaware) Anelastic dt at level 0 would be: 6.179715335 (terrain aware) 6.179715335 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659495029 (terrain aware) 0.2659495029 (terrain unaware) Anelastic dt at level 1 would be: 2.913349952 (terrain aware) 2.913349952 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 311] ADVANCE from elapsed time = 620 to 622 with dt = 2 Making slow rhs at time 620 for fast variables advancing from 620 to 620.6666666667 Fast time integration at level 0 from 620 to 620.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 620 to 620.6666666667 with dt = 0.6666666666666 using RHS created at 620 Making slow rhs at time 620.6666666667 for fast variables advancing from 620 to 621 Fast time integration at level 0 from 620 to 620.5 with dt = 0.5 Fast time integration at level 0 from 620.5 to 621 with dt = 0.5 Time integration of scalars at level 0 from 620 to 621 with dt = 1 using RHS created at 620.6666666667 Making slow rhs at time 621 for fast variables advancing from 620 to 622 Fast time integration at level 0 from 620 to 620.5 with dt = 0.5 Fast time integration at level 0 from 620.5 to 621 with dt = 0.5 Fast time integration at level 0 from 621 to 621.5 with dt = 0.5 Fast time integration at level 0 from 621.5 to 622 with dt = 0.5 Time integration of scalars at level 0 from 620 to 622 with dt = 2 using RHS created at 621 Done with advance_dycore at level 0 [Level 0 step 311] Advanced 4096 cells [Level 1 step 311] ADVANCE from elapsed time = 620 to 622 with dt = 2 Making slow rhs at time 620 for fast variables advancing from 620 to 622 No-substepping time integration at level 1 to 622 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004889379673 0.002590562797 and volume-weighted sum -3767.964443 Subtracting -7.359305552e-07 from rhs in subdomain 0 Sum after subtraction -1.053844512e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004896738979 MLMG: Initial residual (resid0) = 0.0004896738979 MLMG: Final Iter. 7 resid, resid/bnorm = 3.903702691e-11, 7.972045698e-08 MLMG: Timers: Solve = 0.003428531 Iter = 0.003164026 Bottom = 0.001570309 Time in solve 0.00381358 Max/L2 norm of divergence after solve at level 1 : 7.359695923e-07 5.265890394e-05 and volume-weighted sum -3767.964443 Time integration of scalars at level 1 from 620 to 622 with dt = 2 using RHS created at 620 Making slow rhs at time 622 for fast variables advancing from 620 to 622 No-substepping time integration at level 1 to 622 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005115635907 0.002569867895 and volume-weighted sum -3767.964443 Subtracting -7.359305552e-07 from rhs in subdomain 0 Sum after subtraction -8.326672685e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005122995213 MLMG: Initial residual (resid0) = 0.0005122995213 MLMG: Final Iter. 6 resid, resid/bnorm = 1.296702173e-11, 2.531140707e-08 MLMG: Timers: Solve = 0.003036935 Iter = 0.002779748 Bottom = 0.001392318 Time in solve 0.003424793 Max/L2 norm of divergence after solve at level 1 : 7.359435223e-07 5.265890394e-05 and volume-weighted sum -3767.964443 Time integration of scalars at level 1 from 620 to 622 with dt = 2 using RHS created at 622 Done with advance_dycore at level 1 [Level 1 step 311] Advanced 5120 cells Coarse STEP 311 ends. TIME = 622 DT = 2 Timestep time = 0.032520359 seconds. Coarse STEP 312 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.363594567 (terrain aware) 1.363594567 (terrain unaware) Anelastic dt at level 0 would be: 6.177988443 (terrain aware) 6.177988443 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.26594245 (terrain aware) 0.26594245 (terrain unaware) Anelastic dt at level 1 would be: 2.918112093 (terrain aware) 2.918112093 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 312] ADVANCE from elapsed time = 622 to 624 with dt = 2 Making slow rhs at time 622 for fast variables advancing from 622 to 622.6666666667 Fast time integration at level 0 from 622 to 622.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 622 to 622.6666666667 with dt = 0.6666666666666 using RHS created at 622 Making slow rhs at time 622.6666666667 for fast variables advancing from 622 to 623 Fast time integration at level 0 from 622 to 622.5 with dt = 0.5 Fast time integration at level 0 from 622.5 to 623 with dt = 0.5 Time integration of scalars at level 0 from 622 to 623 with dt = 1 using RHS created at 622.6666666667 Making slow rhs at time 623 for fast variables advancing from 622 to 624 Fast time integration at level 0 from 622 to 622.5 with dt = 0.5 Fast time integration at level 0 from 622.5 to 623 with dt = 0.5 Fast time integration at level 0 from 623 to 623.5 with dt = 0.5 Fast time integration at level 0 from 623.5 to 624 with dt = 0.5 Time integration of scalars at level 0 from 622 to 624 with dt = 2 using RHS created at 623 Done with advance_dycore at level 0 [Level 0 step 312] Advanced 4096 cells [Level 1 step 312] ADVANCE from elapsed time = 622 to 624 with dt = 2 Making slow rhs at time 622 for fast variables advancing from 622 to 624 No-substepping time integration at level 1 to 624 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005449784565 0.002568920578 and volume-weighted sum -10058.52199 Subtracting -1.964555075e-06 from rhs in subdomain 0 Sum after subtraction -7.806255642e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005469430116 MLMG: Initial residual (resid0) = 0.0005469430116 MLMG: Final Iter. 7 resid, resid/bnorm = 3.353848765e-11, 6.131989428e-08 MLMG: Timers: Solve = 0.003452807 Iter = 0.003191543 Bottom = 0.001602189 Time in solve 0.003840655 Max/L2 norm of divergence after solve at level 1 : 1.964588614e-06 0.0001405721182 and volume-weighted sum -10058.52199 Time integration of scalars at level 1 from 622 to 624 with dt = 2 using RHS created at 622 Making slow rhs at time 624 for fast variables advancing from 622 to 624 No-substepping time integration at level 1 to 624 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005353875188 0.002560185325 and volume-weighted sum -10058.52199 Subtracting -1.964555075e-06 from rhs in subdomain 0 Sum after subtraction -6.982261991e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005373520738 MLMG: Initial residual (resid0) = 0.0005373520738 MLMG: Final Iter. 5 resid, resid/bnorm = 9.819464616e-11, 1.827380054e-07 MLMG: Timers: Solve = 0.002738951 Iter = 0.002333618 Bottom = 0.001143767 Time in solve 0.003124424 Max/L2 norm of divergence after solve at level 1 : 1.964650959e-06 0.0001405721182 and volume-weighted sum -10058.52199 Time integration of scalars at level 1 from 622 to 624 with dt = 2 using RHS created at 624 Done with advance_dycore at level 1 [Level 1 step 312] Advanced 5120 cells Coarse STEP 312 ends. TIME = 624 DT = 2 Timestep time = 0.031848279 seconds. Coarse STEP 313 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364306721 (terrain aware) 1.364306721 (terrain unaware) Anelastic dt at level 0 would be: 6.178519408 (terrain aware) 6.178519408 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659392897 (terrain aware) 0.2659392897 (terrain unaware) Anelastic dt at level 1 would be: 2.923866449 (terrain aware) 2.923866449 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 313] ADVANCE from elapsed time = 624 to 626 with dt = 2 Making slow rhs at time 624 for fast variables advancing from 624 to 624.6666666667 Fast time integration at level 0 from 624 to 624.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 624 to 624.6666666667 with dt = 0.6666666666666 using RHS created at 624 Making slow rhs at time 624.6666666667 for fast variables advancing from 624 to 625 Fast time integration at level 0 from 624 to 624.5 with dt = 0.5 Fast time integration at level 0 from 624.5 to 625 with dt = 0.5 Time integration of scalars at level 0 from 624 to 625 with dt = 1 using RHS created at 624.6666666667 Making slow rhs at time 625 for fast variables advancing from 624 to 626 Fast time integration at level 0 from 624 to 624.5 with dt = 0.5 Fast time integration at level 0 from 624.5 to 625 with dt = 0.5 Fast time integration at level 0 from 625 to 625.5 with dt = 0.5 Fast time integration at level 0 from 625.5 to 626 with dt = 0.5 Time integration of scalars at level 0 from 624 to 626 with dt = 2 using RHS created at 625 Done with advance_dycore at level 0 [Level 0 step 313] Advanced 4096 cells [Level 1 step 313] ADVANCE from elapsed time = 624 to 626 with dt = 2 Making slow rhs at time 624 for fast variables advancing from 624 to 626 No-substepping time integration at level 1 to 626 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004844127016 0.002547002109 and volume-weighted sum -14636.46705 Subtracting -2.858684971e-06 from rhs in subdomain 0 Sum after subtraction -7.979727989e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004872713866 MLMG: Initial residual (resid0) = 0.0004872713866 MLMG: Final Iter. 7 resid, resid/bnorm = 1.794056469e-11, 3.681842436e-08 MLMG: Timers: Solve = 0.003455674 Iter = 0.003192402 Bottom = 0.001595029 Time in solve 0.003833446 Max/L2 norm of divergence after solve at level 1 : 2.858702911e-06 0.0002045508455 and volume-weighted sum -14636.46705 Time integration of scalars at level 1 from 624 to 626 with dt = 2 using RHS created at 624 Making slow rhs at time 626 for fast variables advancing from 624 to 626 No-substepping time integration at level 1 to 626 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004688025928 0.002551626867 and volume-weighted sum -14636.46705 Subtracting -2.858684971e-06 from rhs in subdomain 0 Sum after subtraction -1.448494102e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004716612778 MLMG: Initial residual (resid0) = 0.0004716612778 MLMG: Final Iter. 5 resid, resid/bnorm = 8.514150475e-11, 1.805140866e-07 MLMG: Timers: Solve = 0.002685063 Iter = 0.002389222 Bottom = 0.001176138 Time in solve 0.003078601 Max/L2 norm of divergence after solve at level 1 : 2.858768072e-06 0.0002045508455 and volume-weighted sum -14636.46705 Time integration of scalars at level 1 from 624 to 626 with dt = 2 using RHS created at 626 Done with advance_dycore at level 1 [Level 1 step 313] Advanced 5120 cells Coarse STEP 313 ends. TIME = 626 DT = 2 Timestep time = 0.031169635 seconds. Coarse STEP 314 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364737478 (terrain aware) 1.364737478 (terrain unaware) Anelastic dt at level 0 would be: 6.181440882 (terrain aware) 6.181440882 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659423112 (terrain aware) 0.2659423112 (terrain unaware) Anelastic dt at level 1 would be: 2.930670575 (terrain aware) 2.930670575 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 314] ADVANCE from elapsed time = 626 to 628 with dt = 2 Making slow rhs at time 626 for fast variables advancing from 626 to 626.6666666667 Fast time integration at level 0 from 626 to 626.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 626 to 626.6666666667 with dt = 0.6666666666666 using RHS created at 626 Making slow rhs at time 626.6666666667 for fast variables advancing from 626 to 627 Fast time integration at level 0 from 626 to 626.5 with dt = 0.5 Fast time integration at level 0 from 626.5 to 627 with dt = 0.5 Time integration of scalars at level 0 from 626 to 627 with dt = 1 using RHS created at 626.6666666667 Making slow rhs at time 627 for fast variables advancing from 626 to 628 Fast time integration at level 0 from 626 to 626.5 with dt = 0.5 Fast time integration at level 0 from 626.5 to 627 with dt = 0.5 Fast time integration at level 0 from 627 to 627.5 with dt = 0.5 Fast time integration at level 0 from 627.5 to 628 with dt = 0.5 Time integration of scalars at level 0 from 626 to 628 with dt = 2 using RHS created at 627 Done with advance_dycore at level 0 [Level 0 step 314] Advanced 4096 cells [Level 1 step 314] ADVANCE from elapsed time = 626 to 628 with dt = 2 Making slow rhs at time 626 for fast variables advancing from 626 to 628 No-substepping time integration at level 1 to 628 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005006031358 0.002535823865 and volume-weighted sum -16817.29893 Subtracting -3.284628698e-06 from rhs in subdomain 0 Sum after subtraction -2.064320936e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005038877645 MLMG: Initial residual (resid0) = 0.0005038877645 MLMG: Final Iter. 6 resid, resid/bnorm = 1.462991233e-11, 2.903406941e-08 MLMG: Timers: Solve = 0.003001422 Iter = 0.002734595 Bottom = 0.00135953 Time in solve 0.003383238 Max/L2 norm of divergence after solve at level 1 : 3.284643327e-06 0.0002350288976 and volume-weighted sum -16817.29893 Time integration of scalars at level 1 from 626 to 628 with dt = 2 using RHS created at 626 Making slow rhs at time 628 for fast variables advancing from 626 to 628 No-substepping time integration at level 1 to 628 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005181224477 0.002542612361 and volume-weighted sum -16817.29893 Subtracting -3.284628698e-06 from rhs in subdomain 0 Sum after subtraction -2.584737979e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005214070764 MLMG: Initial residual (resid0) = 0.0005214070764 MLMG: Final Iter. 5 resid, resid/bnorm = 7.107913379e-11, 1.363217666e-07 MLMG: Timers: Solve = 0.002650099 Iter = 0.002393435 Bottom = 0.001180841 Time in solve 0.003032527 Max/L2 norm of divergence after solve at level 1 : 3.284698008e-06 0.0002350288976 and volume-weighted sum -16817.29893 Time integration of scalars at level 1 from 626 to 628 with dt = 2 using RHS created at 628 Done with advance_dycore at level 1 [Level 1 step 314] Advanced 5120 cells Coarse STEP 314 ends. TIME = 628 DT = 2 Timestep time = 0.030690746 seconds. Coarse STEP 315 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364931979 (terrain aware) 1.364931979 (terrain unaware) Anelastic dt at level 0 would be: 6.186830239 (terrain aware) 6.186830239 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659526265 (terrain aware) 0.2659526265 (terrain unaware) Anelastic dt at level 1 would be: 2.934430951 (terrain aware) 2.934430951 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 315] ADVANCE from elapsed time = 628 to 630 with dt = 2 Making slow rhs at time 628 for fast variables advancing from 628 to 628.6666666667 Fast time integration at level 0 from 628 to 628.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 628 to 628.6666666667 with dt = 0.6666666666666 using RHS created at 628 Making slow rhs at time 628.6666666667 for fast variables advancing from 628 to 629 Fast time integration at level 0 from 628 to 628.5 with dt = 0.5 Fast time integration at level 0 from 628.5 to 629 with dt = 0.5 Time integration of scalars at level 0 from 628 to 629 with dt = 1 using RHS created at 628.6666666667 Making slow rhs at time 629 for fast variables advancing from 628 to 630 Fast time integration at level 0 from 628 to 628.5 with dt = 0.5 Fast time integration at level 0 from 628.5 to 629 with dt = 0.5 Fast time integration at level 0 from 629 to 629.5 with dt = 0.5 Fast time integration at level 0 from 629.5 to 630 with dt = 0.5 Time integration of scalars at level 0 from 628 to 630 with dt = 2 using RHS created at 629 Done with advance_dycore at level 0 [Level 0 step 315] Advanced 4096 cells [Level 1 step 315] ADVANCE from elapsed time = 628 to 630 with dt = 2 Making slow rhs at time 628 for fast variables advancing from 628 to 630 No-substepping time integration at level 1 to 630 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005370231197 0.002532091321 and volume-weighted sum -16964.65495 Subtracting -3.31340917e-06 from rhs in subdomain 0 Sum after subtraction 1.856154119e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005403365289 MLMG: Initial residual (resid0) = 0.0005403365289 MLMG: Final Iter. 7 resid, resid/bnorm = 1.723670167e-11, 3.189993781e-08 MLMG: Timers: Solve = 0.003355947 Iter = 0.003099896 Bottom = 0.001514875 Time in solve 0.003747227 Max/L2 norm of divergence after solve at level 1 : 3.313426062e-06 0.0002370882605 and volume-weighted sum -16964.65495 Time integration of scalars at level 1 from 628 to 630 with dt = 2 using RHS created at 628 Making slow rhs at time 630 for fast variables advancing from 628 to 630 No-substepping time integration at level 1 to 630 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005224519163 0.002530722999 and volume-weighted sum -16964.65495 Subtracting -3.31340917e-06 from rhs in subdomain 0 Sum after subtraction 7.459310947e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005257653255 MLMG: Initial residual (resid0) = 0.0005257653255 MLMG: Final Iter. 5 resid, resid/bnorm = 6.004117212e-11, 1.141976643e-07 MLMG: Timers: Solve = 0.002604406 Iter = 0.002341487 Bottom = 0.00117603 Time in solve 0.002982074 Max/L2 norm of divergence after solve at level 1 : 3.313467656e-06 0.0002370882605 and volume-weighted sum -16964.65495 Time integration of scalars at level 1 from 628 to 630 with dt = 2 using RHS created at 630 Done with advance_dycore at level 1 [Level 1 step 315] Advanced 5120 cells Coarse STEP 315 ends. TIME = 630 DT = 2 Timestep time = 0.031235717 seconds. Coarse STEP 316 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365244866 (terrain aware) 1.365244866 (terrain unaware) Anelastic dt at level 0 would be: 6.194740801 (terrain aware) 6.194740801 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659711856 (terrain aware) 0.2659711856 (terrain unaware) Anelastic dt at level 1 would be: 2.938985622 (terrain aware) 2.938985622 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 316] ADVANCE from elapsed time = 630 to 632 with dt = 2 Making slow rhs at time 630 for fast variables advancing from 630 to 630.6666666667 Fast time integration at level 0 from 630 to 630.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 630 to 630.6666666667 with dt = 0.6666666666666 using RHS created at 630 Making slow rhs at time 630.6666666667 for fast variables advancing from 630 to 631 Fast time integration at level 0 from 630 to 630.5 with dt = 0.5 Fast time integration at level 0 from 630.5 to 631 with dt = 0.5 Time integration of scalars at level 0 from 630 to 631 with dt = 1 using RHS created at 630.6666666667 Making slow rhs at time 631 for fast variables advancing from 630 to 632 Fast time integration at level 0 from 630 to 630.5 with dt = 0.5 Fast time integration at level 0 from 630.5 to 631 with dt = 0.5 Fast time integration at level 0 from 631 to 631.5 with dt = 0.5 Fast time integration at level 0 from 631.5 to 632 with dt = 0.5 Time integration of scalars at level 0 from 630 to 632 with dt = 2 using RHS created at 631 Done with advance_dycore at level 0 [Level 0 step 316] Advanced 4096 cells [Level 1 step 316] ADVANCE from elapsed time = 630 to 632 with dt = 2 Making slow rhs at time 630 for fast variables advancing from 630 to 632 No-substepping time integration at level 1 to 632 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004591003543 0.002522365234 and volume-weighted sum -16113.34769 Subtracting -3.147138221e-06 from rhs in subdomain 0 Sum after subtraction 6.071532166e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004622474926 MLMG: Initial residual (resid0) = 0.0004622474926 MLMG: Final Iter. 7 resid, resid/bnorm = 2.295653662e-11, 4.966286889e-08 MLMG: Timers: Solve = 0.003402498 Iter = 0.003140316 Bottom = 0.001544759 Time in solve 0.003777738 Max/L2 norm of divergence after solve at level 1 : 3.147160721e-06 0.0002251908799 and volume-weighted sum -16113.34769 Time integration of scalars at level 1 from 630 to 632 with dt = 2 using RHS created at 630 Making slow rhs at time 632 for fast variables advancing from 630 to 632 No-substepping time integration at level 1 to 632 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004486162583 0.002518075182 and volume-weighted sum -16113.34769 Subtracting -3.147138221e-06 from rhs in subdomain 0 Sum after subtraction -2.081668171e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004517633966 MLMG: Initial residual (resid0) = 0.0004517633966 MLMG: Final Iter. 5 resid, resid/bnorm = 5.204465939e-11, 1.15203356e-07 MLMG: Timers: Solve = 0.002609827 Iter = 0.002326596 Bottom = 0.001162823 Time in solve 0.002996943 Max/L2 norm of divergence after solve at level 1 : 3.14718887e-06 0.0002251908799 and volume-weighted sum -16113.34769 Time integration of scalars at level 1 from 630 to 632 with dt = 2 using RHS created at 632 Done with advance_dycore at level 1 [Level 1 step 316] Advanced 5120 cells Coarse STEP 316 ends. TIME = 632 DT = 2 Timestep time = 0.030979845 seconds. Coarse STEP 317 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365674022 (terrain aware) 1.365674022 (terrain unaware) Anelastic dt at level 0 would be: 6.204762483 (terrain aware) 6.204762483 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659632801 (terrain aware) 0.2659632801 (terrain unaware) Anelastic dt at level 1 would be: 2.945012437 (terrain aware) 2.945012437 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 317] ADVANCE from elapsed time = 632 to 634 with dt = 2 Making slow rhs at time 632 for fast variables advancing from 632 to 632.6666666667 Fast time integration at level 0 from 632 to 632.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 632 to 632.6666666667 with dt = 0.6666666666666 using RHS created at 632 Making slow rhs at time 632.6666666667 for fast variables advancing from 632 to 633 Fast time integration at level 0 from 632 to 632.5 with dt = 0.5 Fast time integration at level 0 from 632.5 to 633 with dt = 0.5 Time integration of scalars at level 0 from 632 to 633 with dt = 1 using RHS created at 632.6666666667 Making slow rhs at time 633 for fast variables advancing from 632 to 634 Fast time integration at level 0 from 632 to 632.5 with dt = 0.5 Fast time integration at level 0 from 632.5 to 633 with dt = 0.5 Fast time integration at level 0 from 633 to 633.5 with dt = 0.5 Fast time integration at level 0 from 633.5 to 634 with dt = 0.5 Time integration of scalars at level 0 from 632 to 634 with dt = 2 using RHS created at 633 Done with advance_dycore at level 0 [Level 0 step 317] Advanced 4096 cells [Level 1 step 317] ADVANCE from elapsed time = 632 to 634 with dt = 2 Making slow rhs at time 632 for fast variables advancing from 632 to 634 No-substepping time integration at level 1 to 634 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005114609622 0.002500842828 and volume-weighted sum -15107.0959 Subtracting -2.950604668e-06 from rhs in subdomain 0 Sum after subtraction 2.862293735e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005144115669 MLMG: Initial residual (resid0) = 0.0005144115669 MLMG: Final Iter. 7 resid, resid/bnorm = 1.699869773e-11, 3.304493683e-08 MLMG: Timers: Solve = 0.003585675 Iter = 0.003316632 Bottom = 0.00157253 Time in solve 0.003962009 Max/L2 norm of divergence after solve at level 1 : 2.950621327e-06 0.0002111280836 and volume-weighted sum -15107.0959 Time integration of scalars at level 1 from 632 to 634 with dt = 2 using RHS created at 632 Making slow rhs at time 634 for fast variables advancing from 632 to 634 No-substepping time integration at level 1 to 634 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005232557901 0.002505096539 and volume-weighted sum -15107.0959 Subtracting -2.950604668e-06 from rhs in subdomain 0 Sum after subtraction -2.398255206e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005262063947 MLMG: Initial residual (resid0) = 0.0005262063947 MLMG: Final Iter. 5 resid, resid/bnorm = 5.078952341e-11, 9.652015619e-08 MLMG: Timers: Solve = 0.002596067 Iter = 0.002334612 Bottom = 0.001176308 Time in solve 0.002975929 Max/L2 norm of divergence after solve at level 1 : 2.950654121e-06 0.0002111280836 and volume-weighted sum -15107.0959 Time integration of scalars at level 1 from 632 to 634 with dt = 2 using RHS created at 634 Done with advance_dycore at level 1 [Level 1 step 317] Advanced 5120 cells Coarse STEP 317 ends. TIME = 634 DT = 2 Timestep time = 0.031079612 seconds. Coarse STEP 318 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365436472 (terrain aware) 1.365436472 (terrain unaware) Anelastic dt at level 0 would be: 6.196617912 (terrain aware) 6.196617912 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659624402 (terrain aware) 0.2659624402 (terrain unaware) Anelastic dt at level 1 would be: 2.947068904 (terrain aware) 2.947068904 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 318] ADVANCE from elapsed time = 634 to 636 with dt = 2 Making slow rhs at time 634 for fast variables advancing from 634 to 634.6666666667 Fast time integration at level 0 from 634 to 634.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 634 to 634.6666666667 with dt = 0.6666666666666 using RHS created at 634 Making slow rhs at time 634.6666666667 for fast variables advancing from 634 to 635 Fast time integration at level 0 from 634 to 634.5 with dt = 0.5 Fast time integration at level 0 from 634.5 to 635 with dt = 0.5 Time integration of scalars at level 0 from 634 to 635 with dt = 1 using RHS created at 634.6666666667 Making slow rhs at time 635 for fast variables advancing from 634 to 636 Fast time integration at level 0 from 634 to 634.5 with dt = 0.5 Fast time integration at level 0 from 634.5 to 635 with dt = 0.5 Fast time integration at level 0 from 635 to 635.5 with dt = 0.5 Fast time integration at level 0 from 635.5 to 636 with dt = 0.5 Time integration of scalars at level 0 from 634 to 636 with dt = 2 using RHS created at 635 Done with advance_dycore at level 0 [Level 0 step 318] Advanced 4096 cells [Level 1 step 318] ADVANCE from elapsed time = 634 to 636 with dt = 2 Making slow rhs at time 634 for fast variables advancing from 634 to 636 No-substepping time integration at level 1 to 636 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000528303952 0.002477737747 and volume-weighted sum -14007.12815 Subtracting -2.735767217e-06 from rhs in subdomain 0 Sum after subtraction -1.35742112e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005310397192 MLMG: Initial residual (resid0) = 0.0005310397192 MLMG: Final Iter. 6 resid, resid/bnorm = 2.432237334e-11, 4.580142023e-08 MLMG: Timers: Solve = 0.003077266 Iter = 0.002819488 Bottom = 0.001360306 Time in solve 0.003449581 Max/L2 norm of divergence after solve at level 1 : 2.73579154e-06 0.000195755567 and volume-weighted sum -14007.12815 Time integration of scalars at level 1 from 634 to 636 with dt = 2 using RHS created at 634 Making slow rhs at time 636 for fast variables advancing from 634 to 636 No-substepping time integration at level 1 to 636 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005088691551 0.002492300169 and volume-weighted sum -14007.12815 Subtracting -2.735767217e-06 from rhs in subdomain 0 Sum after subtraction -8.716985467e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005116049223 MLMG: Initial residual (resid0) = 0.0005116049223 MLMG: Final Iter. 5 resid, resid/bnorm = 4.673457877e-11, 9.134896232e-08 MLMG: Timers: Solve = 0.00258706 Iter = 0.002327302 Bottom = 0.001159155 Time in solve 0.002964602 Max/L2 norm of divergence after solve at level 1 : 2.735812703e-06 0.000195755567 and volume-weighted sum -14007.12815 Time integration of scalars at level 1 from 634 to 636 with dt = 2 using RHS created at 636 Done with advance_dycore at level 1 [Level 1 step 318] Advanced 5120 cells Coarse STEP 318 ends. TIME = 636 DT = 2 Timestep time = 0.030774627 seconds. Coarse STEP 319 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365102531 (terrain aware) 1.365102531 (terrain unaware) Anelastic dt at level 0 would be: 6.190741499 (terrain aware) 6.190741499 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659700149 (terrain aware) 0.2659700149 (terrain unaware) Anelastic dt at level 1 would be: 2.950134205 (terrain aware) 2.950134205 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 319] ADVANCE from elapsed time = 636 to 638 with dt = 2 Making slow rhs at time 636 for fast variables advancing from 636 to 636.6666666667 Fast time integration at level 0 from 636 to 636.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 636 to 636.6666666667 with dt = 0.6666666666666 using RHS created at 636 Making slow rhs at time 636.6666666667 for fast variables advancing from 636 to 637 Fast time integration at level 0 from 636 to 636.5 with dt = 0.5 Fast time integration at level 0 from 636.5 to 637 with dt = 0.5 Time integration of scalars at level 0 from 636 to 637 with dt = 1 using RHS created at 636.6666666667 Making slow rhs at time 637 for fast variables advancing from 636 to 638 Fast time integration at level 0 from 636 to 636.5 with dt = 0.5 Fast time integration at level 0 from 636.5 to 637 with dt = 0.5 Fast time integration at level 0 from 637 to 637.5 with dt = 0.5 Fast time integration at level 0 from 637.5 to 638 with dt = 0.5 Time integration of scalars at level 0 from 636 to 638 with dt = 2 using RHS created at 637 Done with advance_dycore at level 0 [Level 0 step 319] Advanced 4096 cells [Level 1 step 319] ADVANCE from elapsed time = 636 to 638 with dt = 2 Making slow rhs at time 636 for fast variables advancing from 636 to 638 No-substepping time integration at level 1 to 638 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004339130766 0.002470198793 and volume-weighted sum -12134.97586 Subtracting -2.370112472e-06 from rhs in subdomain 0 Sum after subtraction 2.35055031e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004362831891 MLMG: Initial residual (resid0) = 0.0004362831891 MLMG: Final Iter. 7 resid, resid/bnorm = 1.325513065e-11, 3.038194224e-08 MLMG: Timers: Solve = 0.003443797 Iter = 0.003184492 Bottom = 0.001571321 Time in solve 0.003823924 Max/L2 norm of divergence after solve at level 1 : 2.370125727e-06 0.0001695914433 and volume-weighted sum -12134.97586 Time integration of scalars at level 1 from 636 to 638 with dt = 2 using RHS created at 636 Making slow rhs at time 638 for fast variables advancing from 636 to 638 No-substepping time integration at level 1 to 638 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004459431717 0.002479471199 and volume-weighted sum -12134.97586 Subtracting -2.370112472e-06 from rhs in subdomain 0 Sum after subtraction 2.445960101e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004483132842 MLMG: Initial residual (resid0) = 0.0004483132842 MLMG: Final Iter. 5 resid, resid/bnorm = 4.276420575e-11, 9.538911128e-08 MLMG: Timers: Solve = 0.002573905 Iter = 0.002320136 Bottom = 0.001160548 Time in solve 0.00296739 Max/L2 norm of divergence after solve at level 1 : 2.37015405e-06 0.0001695914433 and volume-weighted sum -12134.97586 Time integration of scalars at level 1 from 636 to 638 with dt = 2 using RHS created at 638 Done with advance_dycore at level 1 [Level 1 step 319] Advanced 5120 cells Coarse STEP 319 ends. TIME = 638 DT = 2 Timestep time = 0.031230361 seconds. Coarse STEP 320 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364881405 (terrain aware) 1.364881405 (terrain unaware) Anelastic dt at level 0 would be: 6.187270219 (terrain aware) 6.187270219 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659856493 (terrain aware) 0.2659856493 (terrain unaware) Anelastic dt at level 1 would be: 2.954396231 (terrain aware) 2.954396231 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 320] ADVANCE from elapsed time = 638 to 640 with dt = 2 Making slow rhs at time 638 for fast variables advancing from 638 to 638.6666666667 Fast time integration at level 0 from 638 to 638.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 638 to 638.6666666667 with dt = 0.6666666666666 using RHS created at 638 Making slow rhs at time 638.6666666667 for fast variables advancing from 638 to 639 Fast time integration at level 0 from 638 to 638.5 with dt = 0.5 Fast time integration at level 0 from 638.5 to 639 with dt = 0.5 Time integration of scalars at level 0 from 638 to 639 with dt = 1 using RHS created at 638.6666666667 Making slow rhs at time 639 for fast variables advancing from 638 to 640 Fast time integration at level 0 from 638 to 638.5 with dt = 0.5 Fast time integration at level 0 from 638.5 to 639 with dt = 0.5 Fast time integration at level 0 from 639 to 639.5 with dt = 0.5 Fast time integration at level 0 from 639.5 to 640 with dt = 0.5 Time integration of scalars at level 0 from 638 to 640 with dt = 2 using RHS created at 639 Done with advance_dycore at level 0 [Level 0 step 320] Advanced 4096 cells [Level 1 step 320] ADVANCE from elapsed time = 638 to 640 with dt = 2 Making slow rhs at time 638 for fast variables advancing from 638 to 640 No-substepping time integration at level 1 to 640 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005177850635 0.002472377858 and volume-weighted sum -8774.647004 Subtracting -1.713798243e-06 from rhs in subdomain 0 Sum after subtraction 1.170938346e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005194988617 MLMG: Initial residual (resid0) = 0.0005194988617 MLMG: Final Iter. 7 resid, resid/bnorm = 2.413396676e-11, 4.645624569e-08 MLMG: Timers: Solve = 0.003437023 Iter = 0.003188151 Bottom = 0.001591202 Time in solve 0.003888374 Max/L2 norm of divergence after solve at level 1 : 1.713822377e-06 0.0001226294199 and volume-weighted sum -8774.647004 Time integration of scalars at level 1 from 638 to 640 with dt = 2 using RHS created at 638 Making slow rhs at time 640 for fast variables advancing from 638 to 640 No-substepping time integration at level 1 to 640 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000525004062 0.002465198476 and volume-weighted sum -8774.647004 Subtracting -1.713798243e-06 from rhs in subdomain 0 Sum after subtraction 9.020562075e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005267178602 MLMG: Initial residual (resid0) = 0.0005267178602 MLMG: Final Iter. 5 resid, resid/bnorm = 3.810436089e-11, 7.234302037e-08 MLMG: Timers: Solve = 0.002661613 Iter = 0.002334764 Bottom = 0.001172343 Time in solve 0.003052195 Max/L2 norm of divergence after solve at level 1 : 1.713835035e-06 0.0001226294199 and volume-weighted sum -8774.647004 Time integration of scalars at level 1 from 638 to 640 with dt = 2 using RHS created at 640 Done with advance_dycore at level 1 [Level 1 step 320] Advanced 5120 cells Coarse STEP 320 ends. TIME = 640 DT = 2 Timestep time = 0.03164814 seconds. Coarse STEP 321 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364778276 (terrain aware) 1.364778276 (terrain unaware) Anelastic dt at level 0 would be: 6.186302755 (terrain aware) 6.186302755 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660060131 (terrain aware) 0.2660060131 (terrain unaware) Anelastic dt at level 1 would be: 2.957132372 (terrain aware) 2.957132372 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 321] ADVANCE from elapsed time = 640 to 642 with dt = 2 Making slow rhs at time 640 for fast variables advancing from 640 to 640.6666666667 Fast time integration at level 0 from 640 to 640.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 640 to 640.6666666667 with dt = 0.6666666666666 using RHS created at 640 Making slow rhs at time 640.6666666667 for fast variables advancing from 640 to 641 Fast time integration at level 0 from 640 to 640.5 with dt = 0.5 Fast time integration at level 0 from 640.5 to 641 with dt = 0.5 Time integration of scalars at level 0 from 640 to 641 with dt = 1 using RHS created at 640.6666666667 Making slow rhs at time 641 for fast variables advancing from 640 to 642 Fast time integration at level 0 from 640 to 640.5 with dt = 0.5 Fast time integration at level 0 from 640.5 to 641 with dt = 0.5 Fast time integration at level 0 from 641 to 641.5 with dt = 0.5 Fast time integration at level 0 from 641.5 to 642 with dt = 0.5 Time integration of scalars at level 0 from 640 to 642 with dt = 2 using RHS created at 641 Done with advance_dycore at level 0 [Level 0 step 321] Advanced 4096 cells [Level 1 step 321] ADVANCE from elapsed time = 640 to 642 with dt = 2 Making slow rhs at time 640 for fast variables advancing from 640 to 642 No-substepping time integration at level 1 to 642 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005173406864 0.002459176357 and volume-weighted sum -3884.147267 Subtracting -7.586225131e-07 from rhs in subdomain 0 Sum after subtraction 5.160802341e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005180993089 MLMG: Initial residual (resid0) = 0.0005180993089 MLMG: Final Iter. 7 resid, resid/bnorm = 2.557369885e-11, 4.936061178e-08 MLMG: Timers: Solve = 0.003474274 Iter = 0.003208095 Bottom = 0.001589469 Time in solve 0.003861324 Max/L2 norm of divergence after solve at level 1 : 7.586480867e-07 5.428260827e-05 and volume-weighted sum -3884.147267 Time integration of scalars at level 1 from 640 to 642 with dt = 2 using RHS created at 640 Making slow rhs at time 642 for fast variables advancing from 640 to 642 No-substepping time integration at level 1 to 642 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004944722272 0.002451363702 and volume-weighted sum -3884.147267 Subtracting -7.586225131e-07 from rhs in subdomain 0 Sum after subtraction -5.59448321e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004952308498 MLMG: Initial residual (resid0) = 0.0004952308498 MLMG: Final Iter. 5 resid, resid/bnorm = 3.619644941e-11, 7.309005372e-08 MLMG: Timers: Solve = 0.0027093 Iter = 0.002346216 Bottom = 0.00117653 Time in solve 0.003093831 Max/L2 norm of divergence after solve at level 1 : 7.586587095e-07 5.428260827e-05 and volume-weighted sum -3884.147267 Time integration of scalars at level 1 from 640 to 642 with dt = 2 using RHS created at 642 Done with advance_dycore at level 1 [Level 1 step 321] Advanced 5120 cells Coarse STEP 321 ends. TIME = 642 DT = 2 Timestep time = 0.032552639 seconds. Coarse STEP 322 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364794765 (terrain aware) 1.364794765 (terrain unaware) Anelastic dt at level 0 would be: 6.187854159 (terrain aware) 6.187854159 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659991014 (terrain aware) 0.2659991014 (terrain unaware) Anelastic dt at level 1 would be: 2.958322144 (terrain aware) 2.958322144 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 322] ADVANCE from elapsed time = 642 to 644 with dt = 2 Making slow rhs at time 642 for fast variables advancing from 642 to 642.6666666667 Fast time integration at level 0 from 642 to 642.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 642 to 642.6666666667 with dt = 0.6666666666666 using RHS created at 642 Making slow rhs at time 642.6666666667 for fast variables advancing from 642 to 643 Fast time integration at level 0 from 642 to 642.5 with dt = 0.5 Fast time integration at level 0 from 642.5 to 643 with dt = 0.5 Time integration of scalars at level 0 from 642 to 643 with dt = 1 using RHS created at 642.6666666667 Making slow rhs at time 643 for fast variables advancing from 642 to 644 Fast time integration at level 0 from 642 to 642.5 with dt = 0.5 Fast time integration at level 0 from 642.5 to 643 with dt = 0.5 Fast time integration at level 0 from 643 to 643.5 with dt = 0.5 Fast time integration at level 0 from 643.5 to 644 with dt = 0.5 Time integration of scalars at level 0 from 642 to 644 with dt = 2 using RHS created at 643 Done with advance_dycore at level 0 [Level 0 step 322] Advanced 4096 cells [Level 1 step 322] ADVANCE from elapsed time = 642 to 644 with dt = 2 Making slow rhs at time 642 for fast variables advancing from 642 to 644 No-substepping time integration at level 1 to 644 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004302467309 0.00242996187 and volume-weighted sum 1788.187827 Subtracting 3.49255435e-07 from rhs in subdomain 0 Sum after subtraction -9.107298249e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004298974755 MLMG: Initial residual (resid0) = 0.0004298974755 MLMG: Final Iter. 7 resid, resid/bnorm = 1.746222446e-11, 4.061950921e-08 MLMG: Timers: Solve = 0.003460046 Iter = 0.003159774 Bottom = 0.001571774 Time in solve 0.003860714 Max/L2 norm of divergence after solve at level 1 : 3.492725563e-07 2.499068461e-05 and volume-weighted sum 1788.187827 Time integration of scalars at level 1 from 642 to 644 with dt = 2 using RHS created at 642 Making slow rhs at time 644 for fast variables advancing from 642 to 644 No-substepping time integration at level 1 to 644 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004618660391 0.00244110032 and volume-weighted sum 1788.187827 Subtracting 3.49255435e-07 from rhs in subdomain 0 Sum after subtraction -2.064320936e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004615167837 MLMG: Initial residual (resid0) = 0.0004615167837 MLMG: Final Iter. 5 resid, resid/bnorm = 3.552818322e-11, 7.698134601e-08 MLMG: Timers: Solve = 0.002619135 Iter = 0.002322186 Bottom = 0.001164175 Time in solve 0.003015099 Max/L2 norm of divergence after solve at level 1 : 3.492858938e-07 2.499068461e-05 and volume-weighted sum 1788.187827 Time integration of scalars at level 1 from 642 to 644 with dt = 2 using RHS created at 644 Done with advance_dycore at level 1 [Level 1 step 322] Advanced 5120 cells Coarse STEP 322 ends. TIME = 644 DT = 2 Timestep time = 0.031795618 seconds. Coarse STEP 323 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.364928792 (terrain aware) 1.364928792 (terrain unaware) Anelastic dt at level 0 would be: 6.191881464 (terrain aware) 6.191881464 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660013299 (terrain aware) 0.2660013299 (terrain unaware) Anelastic dt at level 1 would be: 2.960898065 (terrain aware) 2.960898065 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 323] ADVANCE from elapsed time = 644 to 646 with dt = 2 Making slow rhs at time 644 for fast variables advancing from 644 to 644.6666666667 Fast time integration at level 0 from 644 to 644.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 644 to 644.6666666667 with dt = 0.6666666666666 using RHS created at 644 Making slow rhs at time 644.6666666667 for fast variables advancing from 644 to 645 Fast time integration at level 0 from 644 to 644.5 with dt = 0.5 Fast time integration at level 0 from 644.5 to 645 with dt = 0.5 Time integration of scalars at level 0 from 644 to 645 with dt = 1 using RHS created at 644.6666666667 Making slow rhs at time 645 for fast variables advancing from 644 to 646 Fast time integration at level 0 from 644 to 644.5 with dt = 0.5 Fast time integration at level 0 from 644.5 to 645 with dt = 0.5 Fast time integration at level 0 from 645 to 645.5 with dt = 0.5 Fast time integration at level 0 from 645.5 to 646 with dt = 0.5 Time integration of scalars at level 0 from 644 to 646 with dt = 2 using RHS created at 645 Done with advance_dycore at level 0 [Level 0 step 323] Advanced 4096 cells [Level 1 step 323] ADVANCE from elapsed time = 644 to 646 with dt = 2 Making slow rhs at time 644 for fast variables advancing from 644 to 646 No-substepping time integration at level 1 to 646 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005231896976 0.002412048092 and volume-weighted sum 7198.203934 Subtracting 1.405899206e-06 from rhs in subdomain 0 Sum after subtraction -2.120699449e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005217837984 MLMG: Initial residual (resid0) = 0.0005217837984 MLMG: Final Iter. 6 resid, resid/bnorm = 3.13881794e-11, 6.015552705e-08 MLMG: Timers: Solve = 0.002949999 Iter = 0.002701568 Bottom = 0.001335095 Time in solve 0.003342921 Max/L2 norm of divergence after solve at level 1 : 1.405930594e-06 0.0001005979582 and volume-weighted sum 7198.203934 Time integration of scalars at level 1 from 644 to 646 with dt = 2 using RHS created at 644 Making slow rhs at time 646 for fast variables advancing from 644 to 646 No-substepping time integration at level 1 to 646 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005258528095 0.002432047267 and volume-weighted sum 7198.203934 Subtracting 1.405899206e-06 from rhs in subdomain 0 Sum after subtraction 2.359223927e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005244469103 MLMG: Initial residual (resid0) = 0.0005244469103 MLMG: Final Iter. 5 resid, resid/bnorm = 3.523238942e-11, 6.718008767e-08 MLMG: Timers: Solve = 0.002703644 Iter = 0.00242948 Bottom = 0.001115402 Time in solve 0.003096154 Max/L2 norm of divergence after solve at level 1 : 1.405927308e-06 0.0001005979582 and volume-weighted sum 7198.203934 Time integration of scalars at level 1 from 644 to 646 with dt = 2 using RHS created at 646 Done with advance_dycore at level 1 [Level 1 step 323] Advanced 5120 cells Coarse STEP 323 ends. TIME = 646 DT = 2 Timestep time = 0.030693006 seconds. Coarse STEP 324 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365176043 (terrain aware) 1.365176043 (terrain unaware) Anelastic dt at level 0 would be: 6.198309104 (terrain aware) 6.198309104 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660143725 (terrain aware) 0.2660143725 (terrain unaware) Anelastic dt at level 1 would be: 2.965047028 (terrain aware) 2.965047028 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 324] ADVANCE from elapsed time = 646 to 648 with dt = 2 Making slow rhs at time 646 for fast variables advancing from 646 to 646.6666666667 Fast time integration at level 0 from 646 to 646.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 646 to 646.6666666667 with dt = 0.6666666666666 using RHS created at 646 Making slow rhs at time 646.6666666667 for fast variables advancing from 646 to 647 Fast time integration at level 0 from 646 to 646.5 with dt = 0.5 Fast time integration at level 0 from 646.5 to 647 with dt = 0.5 Time integration of scalars at level 0 from 646 to 647 with dt = 1 using RHS created at 646.6666666667 Making slow rhs at time 647 for fast variables advancing from 646 to 648 Fast time integration at level 0 from 646 to 646.5 with dt = 0.5 Fast time integration at level 0 from 646.5 to 647 with dt = 0.5 Fast time integration at level 0 from 647 to 647.5 with dt = 0.5 Fast time integration at level 0 from 647.5 to 648 with dt = 0.5 Time integration of scalars at level 0 from 646 to 648 with dt = 2 using RHS created at 647 Done with advance_dycore at level 0 [Level 0 step 324] Advanced 4096 cells [Level 1 step 324] ADVANCE from elapsed time = 646 to 648 with dt = 2 Making slow rhs at time 646 for fast variables advancing from 646 to 648 No-substepping time integration at level 1 to 648 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005071617325 0.002413792851 and volume-weighted sum 11643.56894 Subtracting 2.274134558e-06 from rhs in subdomain 0 Sum after subtraction 2.246466901e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005048875979 MLMG: Initial residual (resid0) = 0.0005048875979 MLMG: Final Iter. 6 resid, resid/bnorm = 9.692418312e-11, 1.919718043e-07 MLMG: Timers: Solve = 0.002999822 Iter = 0.002749378 Bottom = 0.001371593 Time in solve 0.003395685 Max/L2 norm of divergence after solve at level 1 : 2.27422949e-06 0.0001627238228 and volume-weighted sum 11643.56894 Time integration of scalars at level 1 from 646 to 648 with dt = 2 using RHS created at 646 Making slow rhs at time 648 for fast variables advancing from 646 to 648 No-substepping time integration at level 1 to 648 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004809127083 0.002424875266 and volume-weighted sum 11643.56894 Subtracting 2.274134558e-06 from rhs in subdomain 0 Sum after subtraction 1.162264729e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004786385737 MLMG: Initial residual (resid0) = 0.0004786385737 MLMG: Final Iter. 5 resid, resid/bnorm = 3.52326505e-11, 7.361013598e-08 MLMG: Timers: Solve = 0.002535151 Iter = 0.002269766 Bottom = 0.001110145 Time in solve 0.002916052 Max/L2 norm of divergence after solve at level 1 : 2.274160063e-06 0.0001627238228 and volume-weighted sum 11643.56894 Time integration of scalars at level 1 from 646 to 648 with dt = 2 using RHS created at 648 Done with advance_dycore at level 1 [Level 1 step 324] Advanced 5120 cells Coarse STEP 324 ends. TIME = 648 DT = 2 Timestep time = 0.030932882 seconds. Coarse STEP 325 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365534088 (terrain aware) 1.365534088 (terrain unaware) Anelastic dt at level 0 would be: 6.207104864 (terrain aware) 6.207104864 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660398561 (terrain aware) 0.2660398561 (terrain unaware) Anelastic dt at level 1 would be: 2.970854118 (terrain aware) 2.970854118 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 325] ADVANCE from elapsed time = 648 to 650 with dt = 2 Making slow rhs at time 648 for fast variables advancing from 648 to 648.6666666667 Fast time integration at level 0 from 648 to 648.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 648 to 648.6666666667 with dt = 0.6666666666666 using RHS created at 648 Making slow rhs at time 648.6666666667 for fast variables advancing from 648 to 649 Fast time integration at level 0 from 648 to 648.5 with dt = 0.5 Fast time integration at level 0 from 648.5 to 649 with dt = 0.5 Time integration of scalars at level 0 from 648 to 649 with dt = 1 using RHS created at 648.6666666667 Making slow rhs at time 649 for fast variables advancing from 648 to 650 Fast time integration at level 0 from 648 to 648.5 with dt = 0.5 Fast time integration at level 0 from 648.5 to 649 with dt = 0.5 Fast time integration at level 0 from 649 to 649.5 with dt = 0.5 Fast time integration at level 0 from 649.5 to 650 with dt = 0.5 Time integration of scalars at level 0 from 648 to 650 with dt = 2 using RHS created at 649 Done with advance_dycore at level 0 [Level 0 step 325] Advanced 4096 cells [Level 1 step 325] ADVANCE from elapsed time = 648 to 650 with dt = 2 Making slow rhs at time 648 for fast variables advancing from 648 to 650 No-substepping time integration at level 1 to 650 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004463894734 0.002419713923 and volume-weighted sum 15047.22613 Subtracting 2.938911354e-06 from rhs in subdomain 0 Sum after subtraction -2.602085214e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000443450562 MLMG: Initial residual (resid0) = 0.000443450562 MLMG: Final Iter. 7 resid, resid/bnorm = 1.947731223e-11, 4.392217283e-08 MLMG: Timers: Solve = 0.003422866 Iter = 0.003164566 Bottom = 0.00158226 Time in solve 0.003803981 Max/L2 norm of divergence after solve at level 1 : 2.938930832e-06 0.0002102913782 and volume-weighted sum 15047.22613 Time integration of scalars at level 1 from 648 to 650 with dt = 2 using RHS created at 648 Making slow rhs at time 650 for fast variables advancing from 648 to 650 No-substepping time integration at level 1 to 650 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004742296637 0.002418440589 and volume-weighted sum 15047.22613 Subtracting 2.938911354e-06 from rhs in subdomain 0 Sum after subtraction -3.903127821e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004712907524 MLMG: Initial residual (resid0) = 0.0004712907524 MLMG: Final Iter. 5 resid, resid/bnorm = 3.501910624e-11, 7.430467512e-08 MLMG: Timers: Solve = 0.00255069 Iter = 0.002282874 Bottom = 0.001111978 Time in solve 0.002928547 Max/L2 norm of divergence after solve at level 1 : 2.938934184e-06 0.0002102913782 and volume-weighted sum 15047.22613 Time integration of scalars at level 1 from 648 to 650 with dt = 2 using RHS created at 650 Done with advance_dycore at level 1 [Level 1 step 325] Advanced 5120 cells Coarse STEP 325 ends. TIME = 650 DT = 2 Timestep time = 0.031309299 seconds. Coarse STEP 326 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365999592 (terrain aware) 1.365999592 (terrain unaware) Anelastic dt at level 0 would be: 6.218213599 (terrain aware) 6.218213599 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660554382 (terrain aware) 0.2660554382 (terrain unaware) Anelastic dt at level 1 would be: 2.972558862 (terrain aware) 2.972558862 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 326] ADVANCE from elapsed time = 650 to 652 with dt = 2 Making slow rhs at time 650 for fast variables advancing from 650 to 650.6666666667 Fast time integration at level 0 from 650 to 650.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 650 to 650.6666666667 with dt = 0.6666666666666 using RHS created at 650 Making slow rhs at time 650.6666666667 for fast variables advancing from 650 to 651 Fast time integration at level 0 from 650 to 650.5 with dt = 0.5 Fast time integration at level 0 from 650.5 to 651 with dt = 0.5 Time integration of scalars at level 0 from 650 to 651 with dt = 1 using RHS created at 650.6666666667 Making slow rhs at time 651 for fast variables advancing from 650 to 652 Fast time integration at level 0 from 650 to 650.5 with dt = 0.5 Fast time integration at level 0 from 650.5 to 651 with dt = 0.5 Fast time integration at level 0 from 651 to 651.5 with dt = 0.5 Fast time integration at level 0 from 651.5 to 652 with dt = 0.5 Time integration of scalars at level 0 from 650 to 652 with dt = 2 using RHS created at 651 Done with advance_dycore at level 0 [Level 0 step 326] Advanced 4096 cells [Level 1 step 326] ADVANCE from elapsed time = 650 to 652 with dt = 2 Making slow rhs at time 650 for fast variables advancing from 650 to 652 No-substepping time integration at level 1 to 652 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005249701753 0.002413976369 and volume-weighted sum 17619.29469 Subtracting 3.441268494e-06 from rhs in subdomain 0 Sum after subtraction -1.144917494e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005215289068 MLMG: Initial residual (resid0) = 0.0005215289068 MLMG: Final Iter. 7 resid, resid/bnorm = 1.912425469e-11, 3.666959672e-08 MLMG: Timers: Solve = 0.003427825 Iter = 0.003167214 Bottom = 0.001581827 Time in solve 0.003831866 Max/L2 norm of divergence after solve at level 1 : 3.441287619e-06 0.000246237129 and volume-weighted sum 17619.29469 Time integration of scalars at level 1 from 650 to 652 with dt = 2 using RHS created at 650 Making slow rhs at time 652 for fast variables advancing from 650 to 652 No-substepping time integration at level 1 to 652 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005238811253 0.002410838031 and volume-weighted sum 17619.29469 Subtracting 3.441268494e-06 from rhs in subdomain 0 Sum after subtraction -1.470178146e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005204398568 MLMG: Initial residual (resid0) = 0.0005204398568 MLMG: Final Iter. 5 resid, resid/bnorm = 3.539094339e-11, 6.80019851e-08 MLMG: Timers: Solve = 0.002571863 Iter = 0.002312052 Bottom = 0.001131212 Time in solve 0.002952662 Max/L2 norm of divergence after solve at level 1 : 3.441290953e-06 0.000246237129 and volume-weighted sum 17619.29469 Time integration of scalars at level 1 from 650 to 652 with dt = 2 using RHS created at 652 Done with advance_dycore at level 1 [Level 1 step 326] Advanced 5120 cells Coarse STEP 326 ends. TIME = 652 DT = 2 Timestep time = 0.030933139 seconds. Coarse STEP 327 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36616012 (terrain aware) 1.36616012 (terrain unaware) Anelastic dt at level 0 would be: 6.218738577 (terrain aware) 6.218738577 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660649953 (terrain aware) 0.2660649953 (terrain unaware) Anelastic dt at level 1 would be: 2.976143892 (terrain aware) 2.976143892 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 327] ADVANCE from elapsed time = 652 to 654 with dt = 2 Making slow rhs at time 652 for fast variables advancing from 652 to 652.6666666667 Fast time integration at level 0 from 652 to 652.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 652 to 652.6666666667 with dt = 0.6666666666666 using RHS created at 652 Making slow rhs at time 652.6666666667 for fast variables advancing from 652 to 653 Fast time integration at level 0 from 652 to 652.5 with dt = 0.5 Fast time integration at level 0 from 652.5 to 653 with dt = 0.5 Time integration of scalars at level 0 from 652 to 653 with dt = 1 using RHS created at 652.6666666667 Making slow rhs at time 653 for fast variables advancing from 652 to 654 Fast time integration at level 0 from 652 to 652.5 with dt = 0.5 Fast time integration at level 0 from 652.5 to 653 with dt = 0.5 Fast time integration at level 0 from 653 to 653.5 with dt = 0.5 Fast time integration at level 0 from 653.5 to 654 with dt = 0.5 Time integration of scalars at level 0 from 652 to 654 with dt = 2 using RHS created at 653 Done with advance_dycore at level 0 [Level 0 step 327] Advanced 4096 cells [Level 1 step 327] ADVANCE from elapsed time = 652 to 654 with dt = 2 Making slow rhs at time 652 for fast variables advancing from 652 to 654 No-substepping time integration at level 1 to 654 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004949376572 0.002398959112 and volume-weighted sum 19283.13411 Subtracting 3.76623713e-06 from rhs in subdomain 0 Sum after subtraction -8.67361738e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00049117142 MLMG: Initial residual (resid0) = 0.00049117142 MLMG: Final Iter. 6 resid, resid/bnorm = 8.551263907e-11, 1.740993787e-07 MLMG: Timers: Solve = 0.00313067 Iter = 0.002878035 Bottom = 0.001354109 Time in solve 0.003513616 Max/L2 norm of divergence after solve at level 1 : 3.766320889e-06 0.0002694899918 and volume-weighted sum 19283.13411 Time integration of scalars at level 1 from 652 to 654 with dt = 2 using RHS created at 652 Making slow rhs at time 654 for fast variables advancing from 652 to 654 No-substepping time integration at level 1 to 654 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004665990804 0.002403748292 and volume-weighted sum 19283.13411 Subtracting 3.76623713e-06 from rhs in subdomain 0 Sum after subtraction 1.543903894e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004628328433 MLMG: Initial residual (resid0) = 0.0004628328433 MLMG: Final Iter. 5 resid, resid/bnorm = 3.527928327e-11, 7.622467546e-08 MLMG: Timers: Solve = 0.00254208 Iter = 0.002279909 Bottom = 0.001113124 Time in solve 0.002923005 Max/L2 norm of divergence after solve at level 1 : 3.766259775e-06 0.0002694899918 and volume-weighted sum 19283.13411 Time integration of scalars at level 1 from 652 to 654 with dt = 2 using RHS created at 654 Done with advance_dycore at level 1 [Level 1 step 327] Advanced 5120 cells Coarse STEP 327 ends. TIME = 654 DT = 2 Timestep time = 0.030463543 seconds. Coarse STEP 328 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365872243 (terrain aware) 1.365872243 (terrain unaware) Anelastic dt at level 0 would be: 6.213738754 (terrain aware) 6.213738754 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660879109 (terrain aware) 0.2660879109 (terrain unaware) Anelastic dt at level 1 would be: 2.981563069 (terrain aware) 2.981563069 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 328] ADVANCE from elapsed time = 654 to 656 with dt = 2 Making slow rhs at time 654 for fast variables advancing from 654 to 654.6666666667 Fast time integration at level 0 from 654 to 654.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 654 to 654.6666666667 with dt = 0.6666666666666 using RHS created at 654 Making slow rhs at time 654.6666666667 for fast variables advancing from 654 to 655 Fast time integration at level 0 from 654 to 654.5 with dt = 0.5 Fast time integration at level 0 from 654.5 to 655 with dt = 0.5 Time integration of scalars at level 0 from 654 to 655 with dt = 1 using RHS created at 654.6666666667 Making slow rhs at time 655 for fast variables advancing from 654 to 656 Fast time integration at level 0 from 654 to 654.5 with dt = 0.5 Fast time integration at level 0 from 654.5 to 655 with dt = 0.5 Fast time integration at level 0 from 655 to 655.5 with dt = 0.5 Fast time integration at level 0 from 655.5 to 656 with dt = 0.5 Time integration of scalars at level 0 from 654 to 656 with dt = 2 using RHS created at 655 Done with advance_dycore at level 0 [Level 0 step 328] Advanced 4096 cells [Level 1 step 328] ADVANCE from elapsed time = 654 to 656 with dt = 2 Making slow rhs at time 654 for fast variables advancing from 654 to 656 No-substepping time integration at level 1 to 656 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004569576693 0.002388493496 and volume-weighted sum 19450.35836 Subtracting 3.798898117e-06 from rhs in subdomain 0 Sum after subtraction -3.295974604e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004531587712 MLMG: Initial residual (resid0) = 0.0004531587712 MLMG: Final Iter. 6 resid, resid/bnorm = 5.602565785e-11, 1.236336168e-07 MLMG: Timers: Solve = 0.002954929 Iter = 0.002687639 Bottom = 0.001321496 Time in solve 0.0033417 Max/L2 norm of divergence after solve at level 1 : 3.798954143e-06 0.0002718270217 and volume-weighted sum 19450.35836 Time integration of scalars at level 1 from 654 to 656 with dt = 2 using RHS created at 654 Making slow rhs at time 656 for fast variables advancing from 654 to 656 No-substepping time integration at level 1 to 656 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004814843904 0.00239414072 and volume-weighted sum 19450.35836 Subtracting 3.798898117e-06 from rhs in subdomain 0 Sum after subtraction 3.035766083e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004776854923 MLMG: Initial residual (resid0) = 0.0004776854923 MLMG: Final Iter. 5 resid, resid/bnorm = 3.522032059e-11, 7.373119167e-08 MLMG: Timers: Solve = 0.00252143 Iter = 0.002262972 Bottom = 0.001101274 Time in solve 0.002898289 Max/L2 norm of divergence after solve at level 1 : 3.798920418e-06 0.0002718270217 and volume-weighted sum 19450.35836 Time integration of scalars at level 1 from 654 to 656 with dt = 2 using RHS created at 656 Done with advance_dycore at level 1 [Level 1 step 328] Advanced 5120 cells Coarse STEP 328 ends. TIME = 656 DT = 2 Timestep time = 0.030662002 seconds. Coarse STEP 329 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365705526 (terrain aware) 1.365705526 (terrain unaware) Anelastic dt at level 0 would be: 6.211254656 (terrain aware) 6.211254656 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661235453 (terrain aware) 0.2661235453 (terrain unaware) Anelastic dt at level 1 would be: 2.988633935 (terrain aware) 2.988633935 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 329] ADVANCE from elapsed time = 656 to 658 with dt = 2 Making slow rhs at time 656 for fast variables advancing from 656 to 656.6666666667 Fast time integration at level 0 from 656 to 656.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 656 to 656.6666666667 with dt = 0.6666666666666 using RHS created at 656 Making slow rhs at time 656.6666666667 for fast variables advancing from 656 to 657 Fast time integration at level 0 from 656 to 656.5 with dt = 0.5 Fast time integration at level 0 from 656.5 to 657 with dt = 0.5 Time integration of scalars at level 0 from 656 to 657 with dt = 1 using RHS created at 656.6666666667 Making slow rhs at time 657 for fast variables advancing from 656 to 658 Fast time integration at level 0 from 656 to 656.5 with dt = 0.5 Fast time integration at level 0 from 656.5 to 657 with dt = 0.5 Fast time integration at level 0 from 657 to 657.5 with dt = 0.5 Fast time integration at level 0 from 657.5 to 658 with dt = 0.5 Time integration of scalars at level 0 from 656 to 658 with dt = 2 using RHS created at 657 Done with advance_dycore at level 0 [Level 0 step 329] Advanced 4096 cells [Level 1 step 329] ADVANCE from elapsed time = 656 to 658 with dt = 2 Making slow rhs at time 656 for fast variables advancing from 656 to 658 No-substepping time integration at level 1 to 658 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005226831912 0.002385010302 and volume-weighted sum 17405.3339 Subtracting 3.399479278e-06 from rhs in subdomain 0 Sum after subtraction 1.604619215e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000519283712 MLMG: Initial residual (resid0) = 0.000519283712 MLMG: Final Iter. 7 resid, resid/bnorm = 2.151546655e-11, 4.143297018e-08 MLMG: Timers: Solve = 0.003374888 Iter = 0.003119217 Bottom = 0.001540789 Time in solve 0.003765989 Max/L2 norm of divergence after solve at level 1 : 3.399500371e-06 0.0002432469361 and volume-weighted sum 17405.3339 Time integration of scalars at level 1 from 656 to 658 with dt = 2 using RHS created at 656 Making slow rhs at time 658 for fast variables advancing from 656 to 658 No-substepping time integration at level 1 to 658 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005180957512 0.002380117882 and volume-weighted sum 17405.3339 Subtracting 3.399479278e-06 from rhs in subdomain 0 Sum after subtraction 4.466912951e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005146962719 MLMG: Initial residual (resid0) = 0.0005146962719 MLMG: Final Iter. 5 resid, resid/bnorm = 3.479749709e-11, 6.760782813e-08 MLMG: Timers: Solve = 0.0025315 Iter = 0.002269694 Bottom = 0.001106393 Time in solve 0.002907309 Max/L2 norm of divergence after solve at level 1 : 3.399501489e-06 0.0002432469361 and volume-weighted sum 17405.3339 Time integration of scalars at level 1 from 656 to 658 with dt = 2 using RHS created at 658 Done with advance_dycore at level 1 [Level 1 step 329] Advanced 5120 cells Coarse STEP 329 ends. TIME = 658 DT = 2 Timestep time = 0.031044016 seconds. Coarse STEP 330 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365657887 (terrain aware) 1.365657887 (terrain unaware) Anelastic dt at level 0 would be: 6.211269531 (terrain aware) 6.211269531 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661585706 (terrain aware) 0.2661585706 (terrain unaware) Anelastic dt at level 1 would be: 2.992664995 (terrain aware) 2.992664995 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 330] ADVANCE from elapsed time = 658 to 660 with dt = 2 Making slow rhs at time 658 for fast variables advancing from 658 to 658.6666666667 Fast time integration at level 0 from 658 to 658.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 658 to 658.6666666667 with dt = 0.6666666666666 using RHS created at 658 Making slow rhs at time 658.6666666667 for fast variables advancing from 658 to 659 Fast time integration at level 0 from 658 to 658.5 with dt = 0.5 Fast time integration at level 0 from 658.5 to 659 with dt = 0.5 Time integration of scalars at level 0 from 658 to 659 with dt = 1 using RHS created at 658.6666666667 Making slow rhs at time 659 for fast variables advancing from 658 to 660 Fast time integration at level 0 from 658 to 658.5 with dt = 0.5 Fast time integration at level 0 from 658.5 to 659 with dt = 0.5 Fast time integration at level 0 from 659 to 659.5 with dt = 0.5 Fast time integration at level 0 from 659.5 to 660 with dt = 0.5 Time integration of scalars at level 0 from 658 to 660 with dt = 2 using RHS created at 659 Done with advance_dycore at level 0 [Level 0 step 330] Advanced 4096 cells [Level 1 step 330] ADVANCE from elapsed time = 658 to 660 with dt = 2 Making slow rhs at time 658 for fast variables advancing from 658 to 660 No-substepping time integration at level 1 to 660 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004801397713 0.002375350403 and volume-weighted sum 12961.59488 Subtracting 2.531561499e-06 from rhs in subdomain 0 Sum after subtraction 1.27285335e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004776082098 MLMG: Initial residual (resid0) = 0.0004776082098 MLMG: Final Iter. 7 resid, resid/bnorm = 3.048105322e-11, 6.382020366e-08 MLMG: Timers: Solve = 0.003406071 Iter = 0.003140485 Bottom = 0.001549594 Time in solve 0.00382759 Max/L2 norm of divergence after solve at level 1 : 2.531591382e-06 0.0001811437952 and volume-weighted sum 12961.59488 Time integration of scalars at level 1 from 658 to 660 with dt = 2 using RHS created at 658 Making slow rhs at time 660 for fast variables advancing from 658 to 660 No-substepping time integration at level 1 to 660 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004537940067 0.002365689302 and volume-weighted sum 12961.59488 Subtracting 2.531561499e-06 from rhs in subdomain 0 Sum after subtraction -4.250072516e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004512624453 MLMG: Initial residual (resid0) = 0.0004512624453 MLMG: Final Iter. 5 resid, resid/bnorm = 3.397373795e-11, 7.52859856e-08 MLMG: Timers: Solve = 0.002509985 Iter = 0.002246983 Bottom = 0.00107738 Time in solve 0.002883356 Max/L2 norm of divergence after solve at level 1 : 2.531584137e-06 0.0001811437952 and volume-weighted sum 12961.59488 Time integration of scalars at level 1 from 658 to 660 with dt = 2 using RHS created at 660 Done with advance_dycore at level 1 [Level 1 step 330] Advanced 5120 cells Coarse STEP 330 ends. TIME = 660 DT = 2 Timestep time = 0.031280737 seconds. Coarse STEP 331 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36572525 (terrain aware) 1.36572525 (terrain unaware) Anelastic dt at level 0 would be: 6.213724573 (terrain aware) 6.213724573 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661733517 (terrain aware) 0.2661733517 (terrain unaware) Anelastic dt at level 1 would be: 2.996707477 (terrain aware) 2.996707477 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 331] ADVANCE from elapsed time = 660 to 662 with dt = 2 Making slow rhs at time 660 for fast variables advancing from 660 to 660.6666666667 Fast time integration at level 0 from 660 to 660.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 660 to 660.6666666667 with dt = 0.6666666666666 using RHS created at 660 Making slow rhs at time 660.6666666667 for fast variables advancing from 660 to 661 Fast time integration at level 0 from 660 to 660.5 with dt = 0.5 Fast time integration at level 0 from 660.5 to 661 with dt = 0.5 Time integration of scalars at level 0 from 660 to 661 with dt = 1 using RHS created at 660.6666666667 Making slow rhs at time 661 for fast variables advancing from 660 to 662 Fast time integration at level 0 from 660 to 660.5 with dt = 0.5 Fast time integration at level 0 from 660.5 to 661 with dt = 0.5 Fast time integration at level 0 from 661 to 661.5 with dt = 0.5 Fast time integration at level 0 from 661.5 to 662 with dt = 0.5 Time integration of scalars at level 0 from 660 to 662 with dt = 2 using RHS created at 661 Done with advance_dycore at level 0 [Level 0 step 331] Advanced 4096 cells [Level 1 step 331] ADVANCE from elapsed time = 660 to 662 with dt = 2 Making slow rhs at time 660 for fast variables advancing from 660 to 662 No-substepping time integration at level 1 to 662 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004614059159 0.002351905839 and volume-weighted sum 6843.147734 Subtracting 1.336552292e-06 from rhs in subdomain 0 Sum after subtraction 3.577867169e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004600693636 MLMG: Initial residual (resid0) = 0.0004600693636 MLMG: Final Iter. 7 resid, resid/bnorm = 2.87280735e-11, 6.244291791e-08 MLMG: Timers: Solve = 0.00342341 Iter = 0.003156867 Bottom = 0.001555469 Time in solve 0.003800508 Max/L2 norm of divergence after solve at level 1 : 1.336580456e-06 9.563589695e-05 and volume-weighted sum 6843.147734 Time integration of scalars at level 1 from 660 to 662 with dt = 2 using RHS created at 660 Making slow rhs at time 662 for fast variables advancing from 660 to 662 No-substepping time integration at level 1 to 662 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004829008553 0.002351508385 and volume-weighted sum 6843.147734 Subtracting 1.336552292e-06 from rhs in subdomain 0 Sum after subtraction 4.770489559e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000481564303 MLMG: Initial residual (resid0) = 0.000481564303 MLMG: Final Iter. 5 resid, resid/bnorm = 3.33760851e-11, 6.930763947e-08 MLMG: Timers: Solve = 0.002560026 Iter = 0.002264998 Bottom = 0.001071124 Time in solve 0.002957067 Max/L2 norm of divergence after solve at level 1 : 1.336575359e-06 9.563589695e-05 and volume-weighted sum 6843.147734 Time integration of scalars at level 1 from 660 to 662 with dt = 2 using RHS created at 662 Done with advance_dycore at level 1 [Level 1 step 331] Advanced 5120 cells Coarse STEP 331 ends. TIME = 662 DT = 2 Timestep time = 0.031914027 seconds. Coarse STEP 332 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.365902426 (terrain aware) 1.365902426 (terrain unaware) Anelastic dt at level 0 would be: 6.218539823 (terrain aware) 6.218539823 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.266198362 (terrain aware) 0.266198362 (terrain unaware) Anelastic dt at level 1 would be: 3.002029058 (terrain aware) 3.002029058 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 332] ADVANCE from elapsed time = 662 to 664 with dt = 2 Making slow rhs at time 662 for fast variables advancing from 662 to 662.6666666667 Fast time integration at level 0 from 662 to 662.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 662 to 662.6666666667 with dt = 0.6666666666666 using RHS created at 662 Making slow rhs at time 662.6666666667 for fast variables advancing from 662 to 663 Fast time integration at level 0 from 662 to 662.5 with dt = 0.5 Fast time integration at level 0 from 662.5 to 663 with dt = 0.5 Time integration of scalars at level 0 from 662 to 663 with dt = 1 using RHS created at 662.6666666667 Making slow rhs at time 663 for fast variables advancing from 662 to 664 Fast time integration at level 0 from 662 to 662.5 with dt = 0.5 Fast time integration at level 0 from 662.5 to 663 with dt = 0.5 Fast time integration at level 0 from 663 to 663.5 with dt = 0.5 Fast time integration at level 0 from 663.5 to 664 with dt = 0.5 Time integration of scalars at level 0 from 662 to 664 with dt = 2 using RHS created at 663 Done with advance_dycore at level 0 [Level 0 step 332] Advanced 4096 cells [Level 1 step 332] ADVANCE from elapsed time = 662 to 664 with dt = 2 Making slow rhs at time 662 for fast variables advancing from 662 to 664 No-substepping time integration at level 1 to 664 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00051500435 0.002325127408 and volume-weighted sum 396.9224105 Subtracting 7.752390831e-08 from rhs in subdomain 0 Sum after subtraction -1.734723476e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005149268261 MLMG: Initial residual (resid0) = 0.0005149268261 MLMG: Final Iter. 7 resid, resid/bnorm = 1.647975267e-11, 3.200406705e-08 MLMG: Timers: Solve = 0.003425395 Iter = 0.003166918 Bottom = 0.001567578 Time in solve 0.003805251 Max/L2 norm of divergence after solve at level 1 : 7.754006565e-08 5.547159323e-06 and volume-weighted sum 396.9224105 Time integration of scalars at level 1 from 662 to 664 with dt = 2 using RHS created at 662 Making slow rhs at time 664 for fast variables advancing from 662 to 664 No-substepping time integration at level 1 to 664 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005079782929 0.002339540689 and volume-weighted sum 396.9224105 Subtracting 7.752390831e-08 from rhs in subdomain 0 Sum after subtraction 5.334274689e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000507900769 MLMG: Initial residual (resid0) = 0.000507900769 MLMG: Final Iter. 5 resid, resid/bnorm = 3.372170426e-11, 6.639427684e-08 MLMG: Timers: Solve = 0.002663078 Iter = 0.002394077 Bottom = 0.001060581 Time in solve 0.003042204 Max/L2 norm of divergence after solve at level 1 : 7.754621404e-08 5.547159326e-06 and volume-weighted sum 396.9224105 Time integration of scalars at level 1 from 662 to 664 with dt = 2 using RHS created at 664 Done with advance_dycore at level 1 [Level 1 step 332] Advanced 5120 cells Coarse STEP 332 ends. TIME = 664 DT = 2 Timestep time = 0.031054731 seconds. Coarse STEP 333 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366183932 (terrain aware) 1.366183932 (terrain unaware) Anelastic dt at level 0 would be: 6.225625535 (terrain aware) 6.225625535 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2662324482 (terrain aware) 0.2662324482 (terrain unaware) Anelastic dt at level 1 would be: 3.008424005 (terrain aware) 3.008424005 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 333] ADVANCE from elapsed time = 664 to 666 with dt = 2 Making slow rhs at time 664 for fast variables advancing from 664 to 664.6666666667 Fast time integration at level 0 from 664 to 664.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 664 to 664.6666666667 with dt = 0.6666666666666 using RHS created at 664 Making slow rhs at time 664.6666666667 for fast variables advancing from 664 to 665 Fast time integration at level 0 from 664 to 664.5 with dt = 0.5 Fast time integration at level 0 from 664.5 to 665 with dt = 0.5 Time integration of scalars at level 0 from 664 to 665 with dt = 1 using RHS created at 664.6666666667 Making slow rhs at time 665 for fast variables advancing from 664 to 666 Fast time integration at level 0 from 664 to 664.5 with dt = 0.5 Fast time integration at level 0 from 664.5 to 665 with dt = 0.5 Fast time integration at level 0 from 665 to 665.5 with dt = 0.5 Fast time integration at level 0 from 665.5 to 666 with dt = 0.5 Time integration of scalars at level 0 from 664 to 666 with dt = 2 using RHS created at 665 Done with advance_dycore at level 0 [Level 0 step 333] Advanced 4096 cells [Level 1 step 333] ADVANCE from elapsed time = 664 to 666 with dt = 2 Making slow rhs at time 664 for fast variables advancing from 664 to 666 No-substepping time integration at level 1 to 666 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004623021388 0.00231389224 and volume-weighted sum -5176.521355 Subtracting -1.011039327e-06 from rhs in subdomain 0 Sum after subtraction -7.199102425e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004633131781 MLMG: Initial residual (resid0) = 0.0004633131781 MLMG: Final Iter. 6 resid, resid/bnorm = 1.308071806e-11, 2.823299373e-08 MLMG: Timers: Solve = 0.003015584 Iter = 0.002752897 Bottom = 0.001372877 Time in solve 0.003388257 Max/L2 norm of divergence after solve at level 1 : 1.011052408e-06 7.234408523e-05 and volume-weighted sum -5176.521355 Time integration of scalars at level 1 from 664 to 666 with dt = 2 using RHS created at 664 Making slow rhs at time 666 for fast variables advancing from 664 to 666 No-substepping time integration at level 1 to 666 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004385271241 0.002332106722 and volume-weighted sum -5176.521355 Subtracting -1.011039327e-06 from rhs in subdomain 0 Sum after subtraction -5.767955558e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004395381634 MLMG: Initial residual (resid0) = 0.0004395381634 MLMG: Final Iter. 5 resid, resid/bnorm = 3.382086831e-11, 7.694637491e-08 MLMG: Timers: Solve = 0.002557167 Iter = 0.002289609 Bottom = 0.00112384 Time in solve 0.002932074 Max/L2 norm of divergence after solve at level 1 : 1.011073148e-06 7.234408523e-05 and volume-weighted sum -5176.521355 Time integration of scalars at level 1 from 664 to 666 with dt = 2 using RHS created at 666 Done with advance_dycore at level 1 [Level 1 step 333] Advanced 5120 cells Coarse STEP 333 ends. TIME = 666 DT = 2 Timestep time = 0.030550035 seconds. Coarse STEP 334 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366564958 (terrain aware) 1.366564958 (terrain unaware) Anelastic dt at level 0 would be: 6.234892662 (terrain aware) 6.234892662 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.266274257 (terrain aware) 0.266274257 (terrain unaware) Anelastic dt at level 1 would be: 3.014824945 (terrain aware) 3.014824945 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 334] ADVANCE from elapsed time = 666 to 668 with dt = 2 Making slow rhs at time 666 for fast variables advancing from 666 to 666.6666666667 Fast time integration at level 0 from 666 to 666.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 666 to 666.6666666667 with dt = 0.6666666666666 using RHS created at 666 Making slow rhs at time 666.6666666667 for fast variables advancing from 666 to 667 Fast time integration at level 0 from 666 to 666.5 with dt = 0.5 Fast time integration at level 0 from 666.5 to 667 with dt = 0.5 Time integration of scalars at level 0 from 666 to 667 with dt = 1 using RHS created at 666.6666666667 Making slow rhs at time 667 for fast variables advancing from 666 to 668 Fast time integration at level 0 from 666 to 666.5 with dt = 0.5 Fast time integration at level 0 from 666.5 to 667 with dt = 0.5 Fast time integration at level 0 from 667 to 667.5 with dt = 0.5 Fast time integration at level 0 from 667.5 to 668 with dt = 0.5 Time integration of scalars at level 0 from 666 to 668 with dt = 2 using RHS created at 667 Done with advance_dycore at level 0 [Level 0 step 334] Advanced 4096 cells [Level 1 step 334] ADVANCE from elapsed time = 666 to 668 with dt = 2 Making slow rhs at time 666 for fast variables advancing from 666 to 668 No-substepping time integration at level 1 to 668 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004619714148 0.002319065747 and volume-weighted sum -9495.22429 Subtracting -1.854535994e-06 from rhs in subdomain 0 Sum after subtraction 6.201636427e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004638259508 MLMG: Initial residual (resid0) = 0.0004638259508 MLMG: Final Iter. 7 resid, resid/bnorm = 1.741658176e-11, 3.754982172e-08 MLMG: Timers: Solve = 0.003417306 Iter = 0.003158354 Bottom = 0.001559395 Time in solve 0.003792975 Max/L2 norm of divergence after solve at level 1 : 1.854553065e-06 0.0001326997936 and volume-weighted sum -9495.22429 Time integration of scalars at level 1 from 666 to 668 with dt = 2 using RHS created at 666 Making slow rhs at time 668 for fast variables advancing from 666 to 668 No-substepping time integration at level 1 to 668 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004813793885 0.00232578206 and volume-weighted sum -9495.22429 Subtracting -1.854535994e-06 from rhs in subdomain 0 Sum after subtraction 1.478851763e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004832339245 MLMG: Initial residual (resid0) = 0.0004832339245 MLMG: Final Iter. 5 resid, resid/bnorm = 3.403842014e-11, 7.043880492e-08 MLMG: Timers: Solve = 0.002538072 Iter = 0.002290134 Bottom = 0.001132097 Time in solve 0.002934252 Max/L2 norm of divergence after solve at level 1 : 1.854570033e-06 0.0001326997936 and volume-weighted sum -9495.22429 Time integration of scalars at level 1 from 666 to 668 with dt = 2 using RHS created at 668 Done with advance_dycore at level 1 [Level 1 step 334] Advanced 5120 cells Coarse STEP 334 ends. TIME = 668 DT = 2 Timestep time = 0.030918087 seconds. Coarse STEP 335 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367043653 (terrain aware) 1.367043653 (terrain unaware) Anelastic dt at level 0 would be: 6.246305339 (terrain aware) 6.246305339 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2662985678 (terrain aware) 0.2662985678 (terrain unaware) Anelastic dt at level 1 would be: 3.018336767 (terrain aware) 3.018336767 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 335] ADVANCE from elapsed time = 668 to 670 with dt = 2 Making slow rhs at time 668 for fast variables advancing from 668 to 668.6666666667 Fast time integration at level 0 from 668 to 668.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 668 to 668.6666666667 with dt = 0.6666666666666 using RHS created at 668 Making slow rhs at time 668.6666666667 for fast variables advancing from 668 to 669 Fast time integration at level 0 from 668 to 668.5 with dt = 0.5 Fast time integration at level 0 from 668.5 to 669 with dt = 0.5 Time integration of scalars at level 0 from 668 to 669 with dt = 1 using RHS created at 668.6666666667 Making slow rhs at time 669 for fast variables advancing from 668 to 670 Fast time integration at level 0 from 668 to 668.5 with dt = 0.5 Fast time integration at level 0 from 668.5 to 669 with dt = 0.5 Fast time integration at level 0 from 669 to 669.5 with dt = 0.5 Fast time integration at level 0 from 669.5 to 670 with dt = 0.5 Time integration of scalars at level 0 from 668 to 670 with dt = 2 using RHS created at 669 Done with advance_dycore at level 0 [Level 0 step 335] Advanced 4096 cells [Level 1 step 335] ADVANCE from elapsed time = 668 to 670 with dt = 2 Making slow rhs at time 668 for fast variables advancing from 668 to 670 No-substepping time integration at level 1 to 670 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0005068784401 0.002322177751 and volume-weighted sum -13031.75767 Subtracting -2.54526517e-06 from rhs in subdomain 0 Sum after subtraction -1.444157294e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005094237052 MLMG: Initial residual (resid0) = 0.0005094237052 MLMG: Final Iter. 7 resid, resid/bnorm = 2.467857191e-11, 4.844409803e-08 MLMG: Timers: Solve = 0.003551411 Iter = 0.00327929 Bottom = 0.001545126 Time in solve 0.003924718 Max/L2 norm of divergence after solve at level 1 : 2.545289361e-06 0.0001821243501 and volume-weighted sum -13031.75767 Time integration of scalars at level 1 from 668 to 670 with dt = 2 using RHS created at 668 Making slow rhs at time 670 for fast variables advancing from 668 to 670 No-substepping time integration at level 1 to 670 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004977769076 0.002319438985 and volume-weighted sum -13031.75767 Subtracting -2.54526517e-06 from rhs in subdomain 0 Sum after subtraction -2.493664997e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005003221728 MLMG: Initial residual (resid0) = 0.0005003221728 MLMG: Final Iter. 5 resid, resid/bnorm = 3.447957452e-11, 6.891474414e-08 MLMG: Timers: Solve = 0.002556477 Iter = 0.002293385 Bottom = 0.001135628 Time in solve 0.002934983 Max/L2 norm of divergence after solve at level 1 : 2.54529965e-06 0.0001821243501 and volume-weighted sum -13031.75767 Time integration of scalars at level 1 from 668 to 670 with dt = 2 using RHS created at 670 Done with advance_dycore at level 1 [Level 1 step 335] Advanced 5120 cells Coarse STEP 335 ends. TIME = 670 DT = 2 Timestep time = 0.030967056 seconds. Coarse STEP 336 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367572935 (terrain aware) 1.367572935 (terrain unaware) Anelastic dt at level 0 would be: 6.255110659 (terrain aware) 6.255110659 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663124402 (terrain aware) 0.2663124402 (terrain unaware) Anelastic dt at level 1 would be: 3.022838512 (terrain aware) 3.022838512 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 336] ADVANCE from elapsed time = 670 to 672 with dt = 2 Making slow rhs at time 670 for fast variables advancing from 670 to 670.6666666667 Fast time integration at level 0 from 670 to 670.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 670 to 670.6666666667 with dt = 0.6666666666666 using RHS created at 670 Making slow rhs at time 670.6666666667 for fast variables advancing from 670 to 671 Fast time integration at level 0 from 670 to 670.5 with dt = 0.5 Fast time integration at level 0 from 670.5 to 671 with dt = 0.5 Time integration of scalars at level 0 from 670 to 671 with dt = 1 using RHS created at 670.6666666667 Making slow rhs at time 671 for fast variables advancing from 670 to 672 Fast time integration at level 0 from 670 to 670.5 with dt = 0.5 Fast time integration at level 0 from 670.5 to 671 with dt = 0.5 Fast time integration at level 0 from 671 to 671.5 with dt = 0.5 Fast time integration at level 0 from 671.5 to 672 with dt = 0.5 Time integration of scalars at level 0 from 670 to 672 with dt = 2 using RHS created at 671 Done with advance_dycore at level 0 [Level 0 step 336] Advanced 4096 cells [Level 1 step 336] ADVANCE from elapsed time = 670 to 672 with dt = 2 Making slow rhs at time 670 for fast variables advancing from 670 to 672 No-substepping time integration at level 1 to 672 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004469718499 0.002312303805 and volume-weighted sum -16494.61508 Subtracting -3.221604508e-06 from rhs in subdomain 0 Sum after subtraction 7.372574773e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004501934545 MLMG: Initial residual (resid0) = 0.0004501934545 MLMG: Final Iter. 7 resid, resid/bnorm = 2.031667786e-11, 4.512877221e-08 MLMG: Timers: Solve = 0.003543573 Iter = 0.003285102 Bottom = 0.001564944 Time in solve 0.003932949 Max/L2 norm of divergence after solve at level 1 : 3.221624423e-06 0.0002305192537 and volume-weighted sum -16494.61508 Time integration of scalars at level 1 from 670 to 672 with dt = 2 using RHS created at 670 Making slow rhs at time 672 for fast variables advancing from 670 to 672 No-substepping time integration at level 1 to 672 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004245095302 0.002315473867 and volume-weighted sum -16494.61508 Subtracting -3.221604508e-06 from rhs in subdomain 0 Sum after subtraction 6.548581122e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004277311347 MLMG: Initial residual (resid0) = 0.0004277311347 MLMG: Final Iter. 5 resid, resid/bnorm = 3.485969141e-11, 8.149907402e-08 MLMG: Timers: Solve = 0.002561023 Iter = 0.002296765 Bottom = 0.001132 Time in solve 0.002937522 Max/L2 norm of divergence after solve at level 1 : 3.221639368e-06 0.0002305192537 and volume-weighted sum -16494.61508 Time integration of scalars at level 1 from 670 to 672 with dt = 2 using RHS created at 672 Done with advance_dycore at level 1 [Level 1 step 336] Advanced 5120 cells Coarse STEP 336 ends. TIME = 672 DT = 2 Timestep time = 0.031167881 seconds. Coarse STEP 337 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367333412 (terrain aware) 1.367333412 (terrain unaware) Anelastic dt at level 0 would be: 6.251051333 (terrain aware) 6.251051333 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663257355 (terrain aware) 0.2663257355 (terrain unaware) Anelastic dt at level 1 would be: 3.028027666 (terrain aware) 3.028027666 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 337] ADVANCE from elapsed time = 672 to 674 with dt = 2 Making slow rhs at time 672 for fast variables advancing from 672 to 672.6666666667 Fast time integration at level 0 from 672 to 672.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 672 to 672.6666666667 with dt = 0.6666666666666 using RHS created at 672 Making slow rhs at time 672.6666666667 for fast variables advancing from 672 to 673 Fast time integration at level 0 from 672 to 672.5 with dt = 0.5 Fast time integration at level 0 from 672.5 to 673 with dt = 0.5 Time integration of scalars at level 0 from 672 to 673 with dt = 1 using RHS created at 672.6666666667 Making slow rhs at time 673 for fast variables advancing from 672 to 674 Fast time integration at level 0 from 672 to 672.5 with dt = 0.5 Fast time integration at level 0 from 672.5 to 673 with dt = 0.5 Fast time integration at level 0 from 673 to 673.5 with dt = 0.5 Fast time integration at level 0 from 673.5 to 674 with dt = 0.5 Time integration of scalars at level 0 from 672 to 674 with dt = 2 using RHS created at 673 Done with advance_dycore at level 0 [Level 0 step 337] Advanced 4096 cells [Level 1 step 337] ADVANCE from elapsed time = 672 to 674 with dt = 2 Making slow rhs at time 672 for fast variables advancing from 672 to 674 No-substepping time integration at level 1 to 674 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004621891074 0.002299042573 and volume-weighted sum -20042.97377 Subtracting -3.914643315e-06 from rhs in subdomain 0 Sum after subtraction 7.936359903e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004661037507 MLMG: Initial residual (resid0) = 0.0004661037507 MLMG: Final Iter. 6 resid, resid/bnorm = 6.058668709e-11, 1.299854099e-07 MLMG: Timers: Solve = 0.002987429 Iter = 0.002722321 Bottom = 0.001332003 Time in solve 0.003365312 Max/L2 norm of divergence after solve at level 1 : 3.914703902e-06 0.0002801090739 and volume-weighted sum -20042.97377 Time integration of scalars at level 1 from 672 to 674 with dt = 2 using RHS created at 672 Making slow rhs at time 674 for fast variables advancing from 672 to 674 No-substepping time integration at level 1 to 674 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004790675073 0.002311154999 and volume-weighted sum -20042.97377 Subtracting -3.914643315e-06 from rhs in subdomain 0 Sum after subtraction 1.240327285e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004829821506 MLMG: Initial residual (resid0) = 0.0004829821506 MLMG: Final Iter. 5 resid, resid/bnorm = 3.536971468e-11, 7.323192924e-08 MLMG: Timers: Solve = 0.00256408 Iter = 0.002299345 Bottom = 0.001143497 Time in solve 0.002950791 Max/L2 norm of divergence after solve at level 1 : 3.914678685e-06 0.0002801090739 and volume-weighted sum -20042.97377 Time integration of scalars at level 1 from 672 to 674 with dt = 2 using RHS created at 674 Done with advance_dycore at level 1 [Level 1 step 337] Advanced 5120 cells Coarse STEP 337 ends. TIME = 674 DT = 2 Timestep time = 0.030819588 seconds. Coarse STEP 338 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367205042 (terrain aware) 1.367205042 (terrain unaware) Anelastic dt at level 0 would be: 6.249382454 (terrain aware) 6.249382454 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663446116 (terrain aware) 0.2663446116 (terrain unaware) Anelastic dt at level 1 would be: 3.033580097 (terrain aware) 3.033580097 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 338] ADVANCE from elapsed time = 674 to 676 with dt = 2 Making slow rhs at time 674 for fast variables advancing from 674 to 674.6666666667 Fast time integration at level 0 from 674 to 674.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 674 to 674.6666666667 with dt = 0.6666666666666 using RHS created at 674 Making slow rhs at time 674.6666666667 for fast variables advancing from 674 to 675 Fast time integration at level 0 from 674 to 674.5 with dt = 0.5 Fast time integration at level 0 from 674.5 to 675 with dt = 0.5 Time integration of scalars at level 0 from 674 to 675 with dt = 1 using RHS created at 674.6666666667 Making slow rhs at time 675 for fast variables advancing from 674 to 676 Fast time integration at level 0 from 674 to 674.5 with dt = 0.5 Fast time integration at level 0 from 674.5 to 675 with dt = 0.5 Fast time integration at level 0 from 675 to 675.5 with dt = 0.5 Fast time integration at level 0 from 675.5 to 676 with dt = 0.5 Time integration of scalars at level 0 from 674 to 676 with dt = 2 using RHS created at 675 Done with advance_dycore at level 0 [Level 0 step 338] Advanced 4096 cells [Level 1 step 338] ADVANCE from elapsed time = 674 to 676 with dt = 2 Making slow rhs at time 674 for fast variables advancing from 674 to 676 No-substepping time integration at level 1 to 676 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004987845796 0.002297649851 and volume-weighted sum -22943.09498 Subtracting -4.481073239e-06 from rhs in subdomain 0 Sum after subtraction -3.794707604e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005032656528 MLMG: Initial residual (resid0) = 0.0005032656528 MLMG: Final Iter. 6 resid, resid/bnorm = 8.856115639e-11, 1.759729795e-07 MLMG: Timers: Solve = 0.002997903 Iter = 0.002733203 Bottom = 0.001352452 Time in solve 0.003379354 Max/L2 norm of divergence after solve at level 1 : 4.481160098e-06 0.0003206395 and volume-weighted sum -22943.09498 Time integration of scalars at level 1 from 674 to 676 with dt = 2 using RHS created at 674 Making slow rhs at time 676 for fast variables advancing from 674 to 676 No-substepping time integration at level 1 to 676 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004878713161 0.002306684834 and volume-weighted sum -22943.09498 Subtracting -4.481073239e-06 from rhs in subdomain 0 Sum after subtraction -9.540979118e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004923523893 MLMG: Initial residual (resid0) = 0.0004923523893 MLMG: Final Iter. 5 resid, resid/bnorm = 3.56292789e-11, 7.236540264e-08 MLMG: Timers: Solve = 0.002555332 Iter = 0.002296349 Bottom = 0.001140976 Time in solve 0.002940058 Max/L2 norm of divergence after solve at level 1 : 4.481108868e-06 0.0003206395 and volume-weighted sum -22943.09498 Time integration of scalars at level 1 from 674 to 676 with dt = 2 using RHS created at 676 Done with advance_dycore at level 1 [Level 1 step 338] Advanced 5120 cells Coarse STEP 338 ends. TIME = 676 DT = 2 Timestep time = 0.030863257 seconds. Coarse STEP 339 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367188882 (terrain aware) 1.367188882 (terrain unaware) Anelastic dt at level 0 would be: 6.250119887 (terrain aware) 6.250119887 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663659997 (terrain aware) 0.2663659997 (terrain unaware) Anelastic dt at level 1 would be: 3.039242144 (terrain aware) 3.039242144 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 339] ADVANCE from elapsed time = 676 to 678 with dt = 2 Making slow rhs at time 676 for fast variables advancing from 676 to 676.6666666667 Fast time integration at level 0 from 676 to 676.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 676 to 676.6666666667 with dt = 0.6666666666666 using RHS created at 676 Making slow rhs at time 676.6666666667 for fast variables advancing from 676 to 677 Fast time integration at level 0 from 676 to 676.5 with dt = 0.5 Fast time integration at level 0 from 676.5 to 677 with dt = 0.5 Time integration of scalars at level 0 from 676 to 677 with dt = 1 using RHS created at 676.6666666667 Making slow rhs at time 677 for fast variables advancing from 676 to 678 Fast time integration at level 0 from 676 to 676.5 with dt = 0.5 Fast time integration at level 0 from 676.5 to 677 with dt = 0.5 Fast time integration at level 0 from 677 to 677.5 with dt = 0.5 Fast time integration at level 0 from 677.5 to 678 with dt = 0.5 Time integration of scalars at level 0 from 676 to 678 with dt = 2 using RHS created at 677 Done with advance_dycore at level 0 [Level 0 step 339] Advanced 4096 cells [Level 1 step 339] ADVANCE from elapsed time = 676 to 678 with dt = 2 Making slow rhs at time 676 for fast variables advancing from 676 to 678 No-substepping time integration at level 1 to 678 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004328556385 0.002310613104 and volume-weighted sum -23905.62978 Subtracting -4.669068316e-06 from rhs in subdomain 0 Sum after subtraction -1.196959198e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004375247068 MLMG: Initial residual (resid0) = 0.0004375247068 MLMG: Final Iter. 7 resid, resid/bnorm = 2.196139226e-11, 5.01946334e-08 MLMG: Timers: Solve = 0.003433358 Iter = 0.003172908 Bottom = 0.001588847 Time in solve 0.003816543 Max/L2 norm of divergence after solve at level 1 : 4.669090277e-06 0.0003340913327 and volume-weighted sum -23905.62978 Time integration of scalars at level 1 from 676 to 678 with dt = 2 using RHS created at 676 Making slow rhs at time 678 for fast variables advancing from 676 to 678 No-substepping time integration at level 1 to 678 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004115357906 0.002300581079 and volume-weighted sum -23905.62978 Subtracting -4.669068316e-06 from rhs in subdomain 0 Sum after subtraction -1.470178146e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004162048589 MLMG: Initial residual (resid0) = 0.0004162048589 MLMG: Final Iter. 5 resid, resid/bnorm = 3.558572948e-11, 8.550051429e-08 MLMG: Timers: Solve = 0.002587083 Iter = 0.002304664 Bottom = 0.001146117 Time in solve 0.002977694 Max/L2 norm of divergence after solve at level 1 : 4.669103901e-06 0.0003340913327 and volume-weighted sum -23905.62978 Time integration of scalars at level 1 from 676 to 678 with dt = 2 using RHS created at 678 Done with advance_dycore at level 1 [Level 1 step 339] Advanced 5120 cells Coarse STEP 339 ends. TIME = 678 DT = 2 Timestep time = 0.031106074 seconds. Coarse STEP 340 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367283845 (terrain aware) 1.367283845 (terrain unaware) Anelastic dt at level 0 would be: 6.253255943 (terrain aware) 6.253255943 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663700431 (terrain aware) 0.2663700431 (terrain unaware) Anelastic dt at level 1 would be: 3.042728379 (terrain aware) 3.042728379 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 340] ADVANCE from elapsed time = 678 to 680 with dt = 2 Making slow rhs at time 678 for fast variables advancing from 678 to 678.6666666667 Fast time integration at level 0 from 678 to 678.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 678 to 678.6666666667 with dt = 0.6666666666666 using RHS created at 678 Making slow rhs at time 678.6666666667 for fast variables advancing from 678 to 679 Fast time integration at level 0 from 678 to 678.5 with dt = 0.5 Fast time integration at level 0 from 678.5 to 679 with dt = 0.5 Time integration of scalars at level 0 from 678 to 679 with dt = 1 using RHS created at 678.6666666667 Making slow rhs at time 679 for fast variables advancing from 678 to 680 Fast time integration at level 0 from 678 to 678.5 with dt = 0.5 Fast time integration at level 0 from 678.5 to 679 with dt = 0.5 Fast time integration at level 0 from 679 to 679.5 with dt = 0.5 Fast time integration at level 0 from 679.5 to 680 with dt = 0.5 Time integration of scalars at level 0 from 678 to 680 with dt = 2 using RHS created at 679 Done with advance_dycore at level 0 [Level 0 step 340] Advanced 4096 cells [Level 1 step 340] ADVANCE from elapsed time = 678 to 680 with dt = 2 Making slow rhs at time 678 for fast variables advancing from 678 to 680 No-substepping time integration at level 1 to 680 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004609749185 0.002314534468 and volume-weighted sum -21869.81424 Subtracting -4.271448094e-06 from rhs in subdomain 0 Sum after subtraction -1.78676518e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004652463666 MLMG: Initial residual (resid0) = 0.0004652463666 MLMG: Final Iter. 7 resid, resid/bnorm = 2.562515499e-11, 5.507867837e-08 MLMG: Timers: Solve = 0.003419158 Iter = 0.003160148 Bottom = 0.001577847 Time in solve 0.003797203 Max/L2 norm of divergence after solve at level 1 : 4.271473719e-06 0.0003056399456 and volume-weighted sum -21869.81424 Time integration of scalars at level 1 from 678 to 680 with dt = 2 using RHS created at 678 Making slow rhs at time 680 for fast variables advancing from 678 to 680 No-substepping time integration at level 1 to 680 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004766122711 0.00228800647 and volume-weighted sum -21869.81424 Subtracting -4.271448094e-06 from rhs in subdomain 0 Sum after subtraction -1.912532632e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004808837192 MLMG: Initial residual (resid0) = 0.0004808837192 MLMG: Final Iter. 5 resid, resid/bnorm = 3.623031518e-11, 7.534111414e-08 MLMG: Timers: Solve = 0.002710318 Iter = 0.002444234 Bottom = 0.001147083 Time in solve 0.003087622 Max/L2 norm of divergence after solve at level 1 : 4.271484324e-06 0.0003056399456 and volume-weighted sum -21869.81424 Time integration of scalars at level 1 from 678 to 680 with dt = 2 using RHS created at 680 Done with advance_dycore at level 1 [Level 1 step 340] Advanced 5120 cells Coarse STEP 340 ends. TIME = 680 DT = 2 Timestep time = 0.031118055 seconds. Coarse STEP 341 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367487281 (terrain aware) 1.367487281 (terrain unaware) Anelastic dt at level 0 would be: 6.25872667 (terrain aware) 6.25872667 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663677052 (terrain aware) 0.2663677052 (terrain unaware) Anelastic dt at level 1 would be: 3.045113346 (terrain aware) 3.045113346 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(5) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (63,0,47) (0,0,0)) ((64,0,0) (95,0,47) (0,0,0)) ((96,0,0) (127,0,47) (0,0,0)) ((128,0,0) (143,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (63,0,47) (0,0,0)) ((64,0,0) (95,0,47) (0,0,0)) ((96,0,0) (127,0,47) (0,0,0)) ) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003444914837 0.001679367215 and volume-weighted sum -25095.71666 Subtracting -4.262180139e-06 from rhs in subdomain 0 Sum after subtraction 6.383240291e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003402293036 MLMG: Initial residual (resid0) = 0.0003402293036 MLMG: Final Iter. 5 resid, resid/bnorm = 8.304574713e-11, 2.440875793e-07 MLMG: Timers: Solve = 0.00322254 Iter = 0.002896313 Bottom = 0.001465887 Time in solve 0.003597965 Max/L2 norm of divergence after solve at level 1 : 4.262241729e-06 0.0003270511659 and volume-weighted sum -25095.71666 [Level 0 step 341] ADVANCE from elapsed time = 680 to 682 with dt = 2 Making slow rhs at time 680 for fast variables advancing from 680 to 680.6666666667 Fast time integration at level 0 from 680 to 680.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 680 to 680.6666666667 with dt = 0.6666666666666 using RHS created at 680 Making slow rhs at time 680.6666666667 for fast variables advancing from 680 to 681 Fast time integration at level 0 from 680 to 680.5 with dt = 0.5 Fast time integration at level 0 from 680.5 to 681 with dt = 0.5 Time integration of scalars at level 0 from 680 to 681 with dt = 1 using RHS created at 680.6666666667 Making slow rhs at time 681 for fast variables advancing from 680 to 682 Fast time integration at level 0 from 680 to 680.5 with dt = 0.5 Fast time integration at level 0 from 680.5 to 681 with dt = 0.5 Fast time integration at level 0 from 681 to 681.5 with dt = 0.5 Fast time integration at level 0 from 681.5 to 682 with dt = 0.5 Time integration of scalars at level 0 from 680 to 682 with dt = 2 using RHS created at 681 Done with advance_dycore at level 0 [Level 0 step 341] Advanced 4096 cells [Level 1 step 341] ADVANCE from elapsed time = 680 to 682 with dt = 2 Making slow rhs at time 680 for fast variables advancing from 680 to 682 No-substepping time integration at level 1 to 682 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.008578291448 0.08048981442 and volume-weighted sum -17824.1715 Subtracting -3.02720304e-06 from rhs in subdomain 0 Sum after subtraction 1.05818132e-09 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.008575264245 MLMG: Initial residual (resid0) = 0.008575264245 MLMG: Final Iter. 7 resid, resid/bnorm = 9.515676304e-11, 1.109665665e-08 MLMG: Timers: Solve = 0.005482488 Iter = 0.005018175 Bottom = 0.00285875 Time in solve 0.005851794 Max/L2 norm of divergence after solve at level 1 : 3.0272965e-06 0.0002322872923 and volume-weighted sum -17824.1715 Time integration of scalars at level 1 from 680 to 682 with dt = 2 using RHS created at 680 Making slow rhs at time 682 for fast variables advancing from 680 to 682 No-substepping time integration at level 1 to 682 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004823004353 0.002268629421 and volume-weighted sum -17824.1715 Subtracting -3.02720304e-06 from rhs in subdomain 0 Sum after subtraction 1.153591112e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004853276384 MLMG: Initial residual (resid0) = 0.0004853276384 MLMG: Final Iter. 5 resid, resid/bnorm = 3.449771015e-11, 7.108128081e-08 MLMG: Timers: Solve = 0.00338767 Iter = 0.002917585 Bottom = 0.00147692 Time in solve 0.003749893 Max/L2 norm of divergence after solve at level 1 : 3.027237538e-06 0.0002322872923 and volume-weighted sum -17824.1715 Time integration of scalars at level 1 from 680 to 682 with dt = 2 using RHS created at 682 Done with advance_dycore at level 1 [Level 1 step 341] Advanced 5888 cells Coarse STEP 341 ends. TIME = 682 DT = 2 Timestep time = 0.05147237 seconds. Coarse STEP 342 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367794102 (terrain aware) 1.367794102 (terrain unaware) Anelastic dt at level 0 would be: 6.266420125 (terrain aware) 6.266420125 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663645659 (terrain aware) 0.2663645659 (terrain unaware) Anelastic dt at level 1 would be: 3.04759203 (terrain aware) 3.04759203 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 342] ADVANCE from elapsed time = 682 to 684 with dt = 2 Making slow rhs at time 682 for fast variables advancing from 682 to 682.6666666667 Fast time integration at level 0 from 682 to 682.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 682 to 682.6666666667 with dt = 0.6666666666666 using RHS created at 682 Making slow rhs at time 682.6666666667 for fast variables advancing from 682 to 683 Fast time integration at level 0 from 682 to 682.5 with dt = 0.5 Fast time integration at level 0 from 682.5 to 683 with dt = 0.5 Time integration of scalars at level 0 from 682 to 683 with dt = 1 using RHS created at 682.6666666667 Making slow rhs at time 683 for fast variables advancing from 682 to 684 Fast time integration at level 0 from 682 to 682.5 with dt = 0.5 Fast time integration at level 0 from 682.5 to 683 with dt = 0.5 Fast time integration at level 0 from 683 to 683.5 with dt = 0.5 Fast time integration at level 0 from 683.5 to 684 with dt = 0.5 Time integration of scalars at level 0 from 682 to 684 with dt = 2 using RHS created at 683 Done with advance_dycore at level 0 [Level 0 step 342] Advanced 4096 cells [Level 1 step 342] ADVANCE from elapsed time = 682 to 684 with dt = 2 Making slow rhs at time 682 for fast variables advancing from 682 to 684 No-substepping time integration at level 1 to 684 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004267016947 0.002247628641 and volume-weighted sum -7861.914675 Subtracting -1.335243661e-06 from rhs in subdomain 0 Sum after subtraction 1.370431546e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004280369384 MLMG: Initial residual (resid0) = 0.0004280369384 MLMG: Final Iter. 6 resid, resid/bnorm = 7.478949416e-11, 1.747267291e-07 MLMG: Timers: Solve = 0.003786032 Iter = 0.003470757 Bottom = 0.001755116 Time in solve 0.004157597 Max/L2 norm of divergence after solve at level 1 : 1.335317051e-06 0.0001024576582 and volume-weighted sum -7861.914675 Time integration of scalars at level 1 from 682 to 684 with dt = 2 using RHS created at 682 Making slow rhs at time 684 for fast variables advancing from 682 to 684 No-substepping time integration at level 1 to 684 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004051894767 0.002251301401 and volume-weighted sum -7861.914675 Subtracting -1.335243661e-06 from rhs in subdomain 0 Sum after subtraction 1.639313685e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004065247203 MLMG: Initial residual (resid0) = 0.0004065247203 MLMG: Final Iter. 5 resid, resid/bnorm = 3.463820172e-11, 8.520564676e-08 MLMG: Timers: Solve = 0.003236127 Iter = 0.002920477 Bottom = 0.001469205 Time in solve 0.003601023 Max/L2 norm of divergence after solve at level 1 : 1.335278299e-06 0.0001024576582 and volume-weighted sum -7861.914675 Time integration of scalars at level 1 from 682 to 684 with dt = 2 using RHS created at 684 Done with advance_dycore at level 1 [Level 1 step 342] Advanced 5888 cells Coarse STEP 342 ends. TIME = 684 DT = 2 Timestep time = 0.035530502 seconds. Coarse STEP 343 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.368197397 (terrain aware) 1.368197397 (terrain unaware) Anelastic dt at level 0 would be: 6.276194492 (terrain aware) 6.276194492 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663604565 (terrain aware) 0.2663604565 (terrain unaware) Anelastic dt at level 1 would be: 3.050410581 (terrain aware) 3.050410581 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 343] ADVANCE from elapsed time = 684 to 686 with dt = 2 Making slow rhs at time 684 for fast variables advancing from 684 to 684.6666666667 Fast time integration at level 0 from 684 to 684.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 684 to 684.6666666667 with dt = 0.6666666666666 using RHS created at 684 Making slow rhs at time 684.6666666667 for fast variables advancing from 684 to 685 Fast time integration at level 0 from 684 to 684.5 with dt = 0.5 Fast time integration at level 0 from 684.5 to 685 with dt = 0.5 Time integration of scalars at level 0 from 684 to 685 with dt = 1 using RHS created at 684.6666666667 Making slow rhs at time 685 for fast variables advancing from 684 to 686 Fast time integration at level 0 from 684 to 684.5 with dt = 0.5 Fast time integration at level 0 from 684.5 to 685 with dt = 0.5 Fast time integration at level 0 from 685 to 685.5 with dt = 0.5 Fast time integration at level 0 from 685.5 to 686 with dt = 0.5 Time integration of scalars at level 0 from 684 to 686 with dt = 2 using RHS created at 685 Done with advance_dycore at level 0 [Level 0 step 343] Advanced 4096 cells [Level 1 step 343] ADVANCE from elapsed time = 684 to 686 with dt = 2 Making slow rhs at time 684 for fast variables advancing from 684 to 686 No-substepping time integration at level 1 to 686 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004658888641 0.002229679026 and volume-weighted sum 3351.066166 Subtracting 5.691348788e-07 from rhs in subdomain 0 Sum after subtraction 1.387778781e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004653197293 MLMG: Initial residual (resid0) = 0.0004653197293 MLMG: Final Iter. 6 resid, resid/bnorm = 4.732531904e-11, 1.017049484e-07 MLMG: Timers: Solve = 0.003791673 Iter = 0.003474254 Bottom = 0.001761124 Time in solve 0.004154922 Max/L2 norm of divergence after solve at level 1 : 5.691812162e-07 4.367159988e-05 and volume-weighted sum 3351.066166 Time integration of scalars at level 1 from 684 to 686 with dt = 2 using RHS created at 684 Making slow rhs at time 686 for fast variables advancing from 684 to 686 No-substepping time integration at level 1 to 686 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00047985493 0.002241949833 and volume-weighted sum 3351.066166 Subtracting 5.691348788e-07 from rhs in subdomain 0 Sum after subtraction -4.683753385e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004792857952 MLMG: Initial residual (resid0) = 0.0004792857952 MLMG: Final Iter. 5 resid, resid/bnorm = 3.502033026e-11, 7.306774083e-08 MLMG: Timers: Solve = 0.003223877 Iter = 0.002900128 Bottom = 0.001451643 Time in solve 0.003585667 Max/L2 norm of divergence after solve at level 1 : 5.691630245e-07 4.367159988e-05 and volume-weighted sum 3351.066166 Time integration of scalars at level 1 from 684 to 686 with dt = 2 using RHS created at 686 Done with advance_dycore at level 1 [Level 1 step 343] Advanced 5888 cells Coarse STEP 343 ends. TIME = 686 DT = 2 Timestep time = 0.036061138 seconds. Coarse STEP 344 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.368690388 (terrain aware) 1.368690388 (terrain unaware) Anelastic dt at level 0 would be: 6.2879149 (terrain aware) 6.2879149 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663552171 (terrain aware) 0.2663552171 (terrain unaware) Anelastic dt at level 1 would be: 3.053798149 (terrain aware) 3.053798149 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 344] ADVANCE from elapsed time = 686 to 688 with dt = 2 Making slow rhs at time 686 for fast variables advancing from 686 to 686.6666666667 Fast time integration at level 0 from 686 to 686.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 686 to 686.6666666667 with dt = 0.6666666666666 using RHS created at 686 Making slow rhs at time 686.6666666667 for fast variables advancing from 686 to 687 Fast time integration at level 0 from 686 to 686.5 with dt = 0.5 Fast time integration at level 0 from 686.5 to 687 with dt = 0.5 Time integration of scalars at level 0 from 686 to 687 with dt = 1 using RHS created at 686.6666666667 Making slow rhs at time 687 for fast variables advancing from 686 to 688 Fast time integration at level 0 from 686 to 686.5 with dt = 0.5 Fast time integration at level 0 from 686.5 to 687 with dt = 0.5 Fast time integration at level 0 from 687 to 687.5 with dt = 0.5 Fast time integration at level 0 from 687.5 to 688 with dt = 0.5 Time integration of scalars at level 0 from 686 to 688 with dt = 2 using RHS created at 687 Done with advance_dycore at level 0 [Level 0 step 344] Advanced 4096 cells [Level 1 step 344] ADVANCE from elapsed time = 686 to 688 with dt = 2 Making slow rhs at time 686 for fast variables advancing from 686 to 688 No-substepping time integration at level 1 to 688 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004949188342 0.002240718897 and volume-weighted sum 14361.30287 Subtracting 2.439079972e-06 from rhs in subdomain 0 Sum after subtraction -1.348747503e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004924797542 MLMG: Initial residual (resid0) = 0.0004924797542 MLMG: Final Iter. 7 resid, resid/bnorm = 1.577333644e-11, 3.202839569e-08 MLMG: Timers: Solve = 0.004634866 Iter = 0.004306551 Bottom = 0.001993477 Time in solve 0.004996043 Max/L2 norm of divergence after solve at level 1 : 2.439095745e-06 0.0001871586659 and volume-weighted sum 14361.30287 Time integration of scalars at level 1 from 686 to 688 with dt = 2 using RHS created at 686 Making slow rhs at time 688 for fast variables advancing from 686 to 688 No-substepping time integration at level 1 to 688 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004817667523 0.00224128985 and volume-weighted sum 14361.30287 Subtracting 2.439079972e-06 from rhs in subdomain 0 Sum after subtraction -1.075528555e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004793276723 MLMG: Initial residual (resid0) = 0.0004793276723 MLMG: Final Iter. 5 resid, resid/bnorm = 3.51427144e-11, 7.331668174e-08 MLMG: Timers: Solve = 0.003226677 Iter = 0.002898827 Bottom = 0.001472207 Time in solve 0.003593556 Max/L2 norm of divergence after solve at level 1 : 2.439108039e-06 0.0001871586659 and volume-weighted sum 14361.30287 Time integration of scalars at level 1 from 686 to 688 with dt = 2 using RHS created at 688 Done with advance_dycore at level 1 [Level 1 step 344] Advanced 5888 cells Coarse STEP 344 ends. TIME = 688 DT = 2 Timestep time = 0.036363715 seconds. Coarse STEP 345 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369269679 (terrain aware) 1.369269679 (terrain unaware) Anelastic dt at level 0 would be: 6.301517371 (terrain aware) 6.301517371 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663491221 (terrain aware) 0.2663491221 (terrain unaware) Anelastic dt at level 1 would be: 3.057582024 (terrain aware) 3.057582024 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 345] ADVANCE from elapsed time = 688 to 690 with dt = 2 Making slow rhs at time 688 for fast variables advancing from 688 to 688.6666666667 Fast time integration at level 0 from 688 to 688.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 688 to 688.6666666667 with dt = 0.6666666666666 using RHS created at 688 Making slow rhs at time 688.6666666667 for fast variables advancing from 688 to 689 Fast time integration at level 0 from 688 to 688.5 with dt = 0.5 Fast time integration at level 0 from 688.5 to 689 with dt = 0.5 Time integration of scalars at level 0 from 688 to 689 with dt = 1 using RHS created at 688.6666666667 Making slow rhs at time 689 for fast variables advancing from 688 to 690 Fast time integration at level 0 from 688 to 688.5 with dt = 0.5 Fast time integration at level 0 from 688.5 to 689 with dt = 0.5 Fast time integration at level 0 from 689 to 689.5 with dt = 0.5 Fast time integration at level 0 from 689.5 to 690 with dt = 0.5 Time integration of scalars at level 0 from 688 to 690 with dt = 2 using RHS created at 689 Done with advance_dycore at level 0 [Level 0 step 345] Advanced 4096 cells [Level 1 step 345] ADVANCE from elapsed time = 688 to 690 with dt = 2 Making slow rhs at time 688 for fast variables advancing from 688 to 690 No-substepping time integration at level 1 to 690 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004251619459 0.002260079921 and volume-weighted sum 24031.44934 Subtracting 4.081428217e-06 from rhs in subdomain 0 Sum after subtraction -1.066854938e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004210805177 MLMG: Initial residual (resid0) = 0.0004210805177 MLMG: Final Iter. 7 resid, resid/bnorm = 1.99280946e-11, 4.732609029e-08 MLMG: Timers: Solve = 0.004552834 Iter = 0.004154565 Bottom = 0.002002969 Time in solve 0.004916239 Max/L2 norm of divergence after solve at level 1 : 4.081448146e-06 0.0003131814737 and volume-weighted sum 24031.44934 Time integration of scalars at level 1 from 688 to 690 with dt = 2 using RHS created at 688 Making slow rhs at time 690 for fast variables advancing from 688 to 690 No-substepping time integration at level 1 to 690 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004025604692 0.002248195283 and volume-weighted sum 24031.44934 Subtracting 4.081428217e-06 from rhs in subdomain 0 Sum after subtraction -7.459310947e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000398479041 MLMG: Initial residual (resid0) = 0.000398479041 MLMG: Final Iter. 5 resid, resid/bnorm = 3.571774724e-11, 8.963519676e-08 MLMG: Timers: Solve = 0.00325738 Iter = 0.00294322 Bottom = 0.001484985 Time in solve 0.003672712 Max/L2 norm of divergence after solve at level 1 : 4.081460077e-06 0.0003131814737 and volume-weighted sum 24031.44934 Time integration of scalars at level 1 from 688 to 690 with dt = 2 using RHS created at 690 Done with advance_dycore at level 1 [Level 1 step 345] Advanced 5888 cells Coarse STEP 345 ends. TIME = 690 DT = 2 Timestep time = 0.03669448 seconds. Coarse STEP 346 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369473672 (terrain aware) 1.369473672 (terrain unaware) Anelastic dt at level 0 would be: 6.303494498 (terrain aware) 6.303494498 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663427459 (terrain aware) 0.2663427459 (terrain unaware) Anelastic dt at level 1 would be: 3.058697859 (terrain aware) 3.058697859 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 346] ADVANCE from elapsed time = 690 to 692 with dt = 2 Making slow rhs at time 690 for fast variables advancing from 690 to 690.6666666667 Fast time integration at level 0 from 690 to 690.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 690 to 690.6666666667 with dt = 0.6666666666666 using RHS created at 690 Making slow rhs at time 690.6666666667 for fast variables advancing from 690 to 691 Fast time integration at level 0 from 690 to 690.5 with dt = 0.5 Fast time integration at level 0 from 690.5 to 691 with dt = 0.5 Time integration of scalars at level 0 from 690 to 691 with dt = 1 using RHS created at 690.6666666667 Making slow rhs at time 691 for fast variables advancing from 690 to 692 Fast time integration at level 0 from 690 to 690.5 with dt = 0.5 Fast time integration at level 0 from 690.5 to 691 with dt = 0.5 Fast time integration at level 0 from 691 to 691.5 with dt = 0.5 Fast time integration at level 0 from 691.5 to 692 with dt = 0.5 Time integration of scalars at level 0 from 690 to 692 with dt = 2 using RHS created at 691 Done with advance_dycore at level 0 [Level 0 step 346] Advanced 4096 cells [Level 1 step 346] ADVANCE from elapsed time = 690 to 692 with dt = 2 Making slow rhs at time 690 for fast variables advancing from 690 to 692 No-substepping time integration at level 1 to 692 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004695157354 0.002273687281 and volume-weighted sum 31443.47109 Subtracting 5.340263433e-06 from rhs in subdomain 0 Sum after subtraction 1.98625838e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000464175472 MLMG: Initial residual (resid0) = 0.000464175472 MLMG: Final Iter. 7 resid, resid/bnorm = 1.632907462e-11, 3.517866756e-08 MLMG: Timers: Solve = 0.004473935 Iter = 0.004161689 Bottom = 0.002131404 Time in solve 0.004844583 Max/L2 norm of divergence after solve at level 1 : 5.340279762e-06 0.0004097760594 and volume-weighted sum 31443.47109 Time integration of scalars at level 1 from 690 to 692 with dt = 2 using RHS created at 690 Making slow rhs at time 692 for fast variables advancing from 690 to 692 No-substepping time integration at level 1 to 692 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000482063797 0.00225621234 and volume-weighted sum 31443.47109 Subtracting 5.340263433e-06 from rhs in subdomain 0 Sum after subtraction 1.569924746e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004767235335 MLMG: Initial residual (resid0) = 0.0004767235335 MLMG: Final Iter. 5 resid, resid/bnorm = 3.600686955e-11, 7.552987637e-08 MLMG: Timers: Solve = 0.003528781 Iter = 0.003062649 Bottom = 0.001422606 Time in solve 0.00390004 Max/L2 norm of divergence after solve at level 1 : 5.340298877e-06 0.0004097760594 and volume-weighted sum 31443.47109 Time integration of scalars at level 1 from 690 to 692 with dt = 2 using RHS created at 692 Done with advance_dycore at level 1 [Level 1 step 346] Advanced 5888 cells Coarse STEP 346 ends. TIME = 692 DT = 2 Timestep time = 0.036617157 seconds. Coarse STEP 347 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369377798 (terrain aware) 1.369377798 (terrain unaware) Anelastic dt at level 0 would be: 6.30233673 (terrain aware) 6.30233673 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663368575 (terrain aware) 0.2663368575 (terrain unaware) Anelastic dt at level 1 would be: 3.060802017 (terrain aware) 3.060802017 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 347] ADVANCE from elapsed time = 692 to 694 with dt = 2 Making slow rhs at time 692 for fast variables advancing from 692 to 692.6666666667 Fast time integration at level 0 from 692 to 692.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 692 to 692.6666666667 with dt = 0.6666666666666 using RHS created at 692 Making slow rhs at time 692.6666666667 for fast variables advancing from 692 to 693 Fast time integration at level 0 from 692 to 692.5 with dt = 0.5 Fast time integration at level 0 from 692.5 to 693 with dt = 0.5 Time integration of scalars at level 0 from 692 to 693 with dt = 1 using RHS created at 692.6666666667 Making slow rhs at time 693 for fast variables advancing from 692 to 694 Fast time integration at level 0 from 692 to 692.5 with dt = 0.5 Fast time integration at level 0 from 692.5 to 693 with dt = 0.5 Fast time integration at level 0 from 693 to 693.5 with dt = 0.5 Fast time integration at level 0 from 693.5 to 694 with dt = 0.5 Time integration of scalars at level 0 from 692 to 694 with dt = 2 using RHS created at 693 Done with advance_dycore at level 0 [Level 0 step 347] Advanced 4096 cells [Level 1 step 347] ADVANCE from elapsed time = 692 to 694 with dt = 2 Making slow rhs at time 692 for fast variables advancing from 692 to 694 No-substepping time integration at level 1 to 694 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004945393525 0.002280596932 and volume-weighted sum 35699.13562 Subtracting 6.063032544e-06 from rhs in subdomain 0 Sum after subtraction -1.244664094e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004884763199 MLMG: Initial residual (resid0) = 0.0004884763199 MLMG: Final Iter. 6 resid, resid/bnorm = 5.457443169e-11, 1.117238021e-07 MLMG: Timers: Solve = 0.003763983 Iter = 0.003449348 Bottom = 0.001743792 Time in solve 0.004120238 Max/L2 norm of divergence after solve at level 1 : 6.063086047e-06 0.0004652365216 and volume-weighted sum 35699.13562 Time integration of scalars at level 1 from 692 to 694 with dt = 2 using RHS created at 692 Making slow rhs at time 694 for fast variables advancing from 692 to 694 No-substepping time integration at level 1 to 694 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000480488937 0.002259257829 and volume-weighted sum 35699.13562 Subtracting 6.063032544e-06 from rhs in subdomain 0 Sum after subtraction -3.122502257e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004744259045 MLMG: Initial residual (resid0) = 0.0004744259045 MLMG: Final Iter. 5 resid, resid/bnorm = 3.909715272e-11, 8.240939702e-08 MLMG: Timers: Solve = 0.003260021 Iter = 0.002945328 Bottom = 0.001504507 Time in solve 0.003622995 Max/L2 norm of divergence after solve at level 1 : 6.063071641e-06 0.0004652365216 and volume-weighted sum 35699.13562 Time integration of scalars at level 1 from 692 to 694 with dt = 2 using RHS created at 694 Done with advance_dycore at level 1 [Level 1 step 347] Advanced 5888 cells Coarse STEP 347 ends. TIME = 694 DT = 2 Timestep time = 0.035908324 seconds. Coarse STEP 348 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369375294 (terrain aware) 1.369375294 (terrain unaware) Anelastic dt at level 0 would be: 6.303160422 (terrain aware) 6.303160422 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663282543 (terrain aware) 0.2663282543 (terrain unaware) Anelastic dt at level 1 would be: 3.064036972 (terrain aware) 3.064036972 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 348] ADVANCE from elapsed time = 694 to 696 with dt = 2 Making slow rhs at time 694 for fast variables advancing from 694 to 694.6666666667 Fast time integration at level 0 from 694 to 694.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 694 to 694.6666666667 with dt = 0.6666666666666 using RHS created at 694 Making slow rhs at time 694.6666666667 for fast variables advancing from 694 to 695 Fast time integration at level 0 from 694 to 694.5 with dt = 0.5 Fast time integration at level 0 from 694.5 to 695 with dt = 0.5 Time integration of scalars at level 0 from 694 to 695 with dt = 1 using RHS created at 694.6666666667 Making slow rhs at time 695 for fast variables advancing from 694 to 696 Fast time integration at level 0 from 694 to 694.5 with dt = 0.5 Fast time integration at level 0 from 694.5 to 695 with dt = 0.5 Fast time integration at level 0 from 695 to 695.5 with dt = 0.5 Fast time integration at level 0 from 695.5 to 696 with dt = 0.5 Time integration of scalars at level 0 from 694 to 696 with dt = 2 using RHS created at 695 Done with advance_dycore at level 0 [Level 0 step 348] Advanced 4096 cells [Level 1 step 348] ADVANCE from elapsed time = 694 to 696 with dt = 2 Making slow rhs at time 694 for fast variables advancing from 694 to 696 No-substepping time integration at level 1 to 696 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004221560055 0.002281930757 and volume-weighted sum 36020.11327 Subtracting 6.117546412e-06 from rhs in subdomain 0 Sum after subtraction -2.428612866e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004160384591 MLMG: Initial residual (resid0) = 0.0004160384591 MLMG: Final Iter. 6 resid, resid/bnorm = 6.743418394e-11, 1.620864188e-07 MLMG: Timers: Solve = 0.003803759 Iter = 0.003481079 Bottom = 0.001769173 Time in solve 0.00415794 Max/L2 norm of divergence after solve at level 1 : 6.117613846e-06 0.0004694195508 and volume-weighted sum 36020.11327 Time integration of scalars at level 1 from 694 to 696 with dt = 2 using RHS created at 694 Making slow rhs at time 696 for fast variables advancing from 694 to 696 No-substepping time integration at level 1 to 696 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003982298403 0.002253433595 and volume-weighted sum 36020.11327 Subtracting 6.117546412e-06 from rhs in subdomain 0 Sum after subtraction -1.249000903e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003921122939 MLMG: Initial residual (resid0) = 0.0003921122939 MLMG: Final Iter. 5 resid, resid/bnorm = 4.200890793e-11, 1.071348912e-07 MLMG: Timers: Solve = 0.003287444 Iter = 0.002971072 Bottom = 0.00152808 Time in solve 0.003657189 Max/L2 norm of divergence after solve at level 1 : 6.117588421e-06 0.0004694195508 and volume-weighted sum 36020.11327 Time integration of scalars at level 1 from 694 to 696 with dt = 2 using RHS created at 696 Done with advance_dycore at level 1 [Level 1 step 348] Advanced 5888 cells Coarse STEP 348 ends. TIME = 696 DT = 2 Timestep time = 0.035780982 seconds. Coarse STEP 349 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36946345 (terrain aware) 1.36946345 (terrain unaware) Anelastic dt at level 0 would be: 6.305901424 (terrain aware) 6.305901424 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2663024784 (terrain aware) 0.2663024784 (terrain unaware) Anelastic dt at level 1 would be: 3.068498418 (terrain aware) 3.068498418 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 349] ADVANCE from elapsed time = 696 to 698 with dt = 2 Making slow rhs at time 696 for fast variables advancing from 696 to 696.6666666667 Fast time integration at level 0 from 696 to 696.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 696 to 696.6666666667 with dt = 0.6666666666666 using RHS created at 696 Making slow rhs at time 696.6666666667 for fast variables advancing from 696 to 697 Fast time integration at level 0 from 696 to 696.5 with dt = 0.5 Fast time integration at level 0 from 696.5 to 697 with dt = 0.5 Time integration of scalars at level 0 from 696 to 697 with dt = 1 using RHS created at 696.6666666667 Making slow rhs at time 697 for fast variables advancing from 696 to 698 Fast time integration at level 0 from 696 to 696.5 with dt = 0.5 Fast time integration at level 0 from 696.5 to 697 with dt = 0.5 Fast time integration at level 0 from 697 to 697.5 with dt = 0.5 Fast time integration at level 0 from 697.5 to 698 with dt = 0.5 Time integration of scalars at level 0 from 696 to 698 with dt = 2 using RHS created at 697 Done with advance_dycore at level 0 [Level 0 step 349] Advanced 4096 cells [Level 1 step 349] ADVANCE from elapsed time = 696 to 698 with dt = 2 Making slow rhs at time 696 for fast variables advancing from 696 to 698 No-substepping time integration at level 1 to 698 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004673929362 0.002270756481 and volume-weighted sum 32139.68824 Subtracting 5.458506834e-06 from rhs in subdomain 0 Sum after subtraction -2.072994554e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004619344294 MLMG: Initial residual (resid0) = 0.0004619344294 MLMG: Final Iter. 7 resid, resid/bnorm = 1.824543687e-11, 3.949789345e-08 MLMG: Timers: Solve = 0.004616874 Iter = 0.004296655 Bottom = 0.002311369 Time in solve 0.004982037 Max/L2 norm of divergence after solve at level 1 : 5.45852472e-06 0.0004188492663 and volume-weighted sum 32139.68824 Time integration of scalars at level 1 from 696 to 698 with dt = 2 using RHS created at 696 Making slow rhs at time 698 for fast variables advancing from 696 to 698 No-substepping time integration at level 1 to 698 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000479130367 0.002236999312 and volume-weighted sum 32139.68824 Subtracting 5.458506834e-06 from rhs in subdomain 0 Sum after subtraction -9.107298249e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004736718602 MLMG: Initial residual (resid0) = 0.0004736718602 MLMG: Final Iter. 5 resid, resid/bnorm = 4.367059464e-11, 9.21958814e-08 MLMG: Timers: Solve = 0.003260807 Iter = 0.002939618 Bottom = 0.001505816 Time in solve 0.003615201 Max/L2 norm of divergence after solve at level 1 : 5.458550504e-06 0.0004188492663 and volume-weighted sum 32139.68824 Time integration of scalars at level 1 from 696 to 698 with dt = 2 using RHS created at 698 Done with advance_dycore at level 1 [Level 1 step 349] Advanced 5888 cells Coarse STEP 349 ends. TIME = 698 DT = 2 Timestep time = 0.036399052 seconds. Coarse STEP 350 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369637926 (terrain aware) 1.369637926 (terrain unaware) Anelastic dt at level 0 would be: 6.310494069 (terrain aware) 6.310494069 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.266277449 (terrain aware) 0.266277449 (terrain unaware) Anelastic dt at level 1 would be: 3.07200556 (terrain aware) 3.07200556 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 350] ADVANCE from elapsed time = 698 to 700 with dt = 2 Making slow rhs at time 698 for fast variables advancing from 698 to 698.6666666667 Fast time integration at level 0 from 698 to 698.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 698 to 698.6666666667 with dt = 0.6666666666666 using RHS created at 698 Making slow rhs at time 698.6666666667 for fast variables advancing from 698 to 699 Fast time integration at level 0 from 698 to 698.5 with dt = 0.5 Fast time integration at level 0 from 698.5 to 699 with dt = 0.5 Time integration of scalars at level 0 from 698 to 699 with dt = 1 using RHS created at 698.6666666667 Making slow rhs at time 699 for fast variables advancing from 698 to 700 Fast time integration at level 0 from 698 to 698.5 with dt = 0.5 Fast time integration at level 0 from 698.5 to 699 with dt = 0.5 Fast time integration at level 0 from 699 to 699.5 with dt = 0.5 Fast time integration at level 0 from 699.5 to 700 with dt = 0.5 Time integration of scalars at level 0 from 698 to 700 with dt = 2 using RHS created at 699 Done with advance_dycore at level 0 [Level 0 step 350] Advanced 4096 cells [Level 1 step 350] ADVANCE from elapsed time = 698 to 700 with dt = 2 Making slow rhs at time 698 for fast variables advancing from 698 to 700 No-substepping time integration at level 1 to 700 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000488812326 0.002239378392 and volume-weighted sum 24638.39462 Subtracting 4.184509956e-06 from rhs in subdomain 0 Sum after subtraction -1.431146868e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000484627816 MLMG: Initial residual (resid0) = 0.000484627816 MLMG: Final Iter. 7 resid, resid/bnorm = 2.215937778e-11, 4.572452724e-08 MLMG: Timers: Solve = 0.004609613 Iter = 0.004196919 Bottom = 0.002032324 Time in solve 0.004959011 Max/L2 norm of divergence after solve at level 1 : 4.184531681e-06 0.0003210912761 and volume-weighted sum 24638.39462 Time integration of scalars at level 1 from 698 to 700 with dt = 2 using RHS created at 698 Making slow rhs at time 700 for fast variables advancing from 698 to 700 No-substepping time integration at level 1 to 700 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004746033807 0.002213619615 and volume-weighted sum 24638.39462 Subtracting 4.184509956e-06 from rhs in subdomain 0 Sum after subtraction 7.54604712e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004704188708 MLMG: Initial residual (resid0) = 0.0004704188708 MLMG: Final Iter. 5 resid, resid/bnorm = 4.519516743e-11, 9.607430789e-08 MLMG: Timers: Solve = 0.003300494 Iter = 0.002979854 Bottom = 0.001531144 Time in solve 0.003652072 Max/L2 norm of divergence after solve at level 1 : 4.184555152e-06 0.0003210912761 and volume-weighted sum 24638.39462 Time integration of scalars at level 1 from 698 to 700 with dt = 2 using RHS created at 700 Done with advance_dycore at level 1 [Level 1 step 350] Advanced 5888 cells Coarse STEP 350 ends. TIME = 700 DT = 2 Timestep time = 0.036758874 seconds. 3DPlotfile write time = 0.007568621 seconds. Coarse STEP 351 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369894068 (terrain aware) 1.369894068 (terrain unaware) Anelastic dt at level 0 would be: 6.316872105 (terrain aware) 6.316872105 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2662544712 (terrain aware) 0.2662544712 (terrain unaware) Anelastic dt at level 1 would be: 3.074092945 (terrain aware) 3.074092945 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 351] ADVANCE from elapsed time = 700 to 702 with dt = 2 Making slow rhs at time 700 for fast variables advancing from 700 to 700.6666666667 Fast time integration at level 0 from 700 to 700.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 700 to 700.6666666667 with dt = 0.6666666666666 using RHS created at 700 Making slow rhs at time 700.6666666667 for fast variables advancing from 700 to 701 Fast time integration at level 0 from 700 to 700.5 with dt = 0.5 Fast time integration at level 0 from 700.5 to 701 with dt = 0.5 Time integration of scalars at level 0 from 700 to 701 with dt = 1 using RHS created at 700.6666666667 Making slow rhs at time 701 for fast variables advancing from 700 to 702 Fast time integration at level 0 from 700 to 700.5 with dt = 0.5 Fast time integration at level 0 from 700.5 to 701 with dt = 0.5 Fast time integration at level 0 from 701 to 701.5 with dt = 0.5 Fast time integration at level 0 from 701.5 to 702 with dt = 0.5 Time integration of scalars at level 0 from 700 to 702 with dt = 2 using RHS created at 701 Done with advance_dycore at level 0 [Level 0 step 351] Advanced 4096 cells [Level 1 step 351] ADVANCE from elapsed time = 700 to 702 with dt = 2 Making slow rhs at time 700 for fast variables advancing from 700 to 702 No-substepping time integration at level 1 to 702 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004146507544 0.002196822635 and volume-weighted sum 14891.98696 Subtracting 2.529209742e-06 from rhs in subdomain 0 Sum after subtraction 3.903127821e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004121215446 MLMG: Initial residual (resid0) = 0.0004121215446 MLMG: Final Iter. 7 resid, resid/bnorm = 1.689781011e-11, 4.100200616e-08 MLMG: Timers: Solve = 0.004291653 Iter = 0.003975492 Bottom = 0.002006942 Time in solve 0.004700613 Max/L2 norm of divergence after solve at level 1 : 2.529226309e-06 0.0001940746209 and volume-weighted sum 14891.98696 Time integration of scalars at level 1 from 700 to 702 with dt = 2 using RHS created at 700 Making slow rhs at time 702 for fast variables advancing from 700 to 702 No-substepping time integration at level 1 to 702 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003897520448 0.002192269987 and volume-weighted sum 14891.98696 Subtracting 2.529209742e-06 from rhs in subdomain 0 Sum after subtraction 1.301042607e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003872228351 MLMG: Initial residual (resid0) = 0.0003872228351 MLMG: Final Iter. 5 resid, resid/bnorm = 4.683128251e-11, 1.209414277e-07 MLMG: Timers: Solve = 0.00328084 Iter = 0.002970153 Bottom = 0.00153843 Time in solve 0.003631789 Max/L2 norm of divergence after solve at level 1 : 2.529256573e-06 0.0001940746209 and volume-weighted sum 14891.98696 Time integration of scalars at level 1 from 700 to 702 with dt = 2 using RHS created at 702 Done with advance_dycore at level 1 [Level 1 step 351] Advanced 5888 cells Coarse STEP 351 ends. TIME = 702 DT = 2 Timestep time = 0.037332109 seconds. Coarse STEP 352 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.370227848 (terrain aware) 1.370227848 (terrain unaware) Anelastic dt at level 0 would be: 6.324974767 (terrain aware) 6.324974767 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2662352337 (terrain aware) 0.2662352337 (terrain unaware) Anelastic dt at level 1 would be: 3.077494305 (terrain aware) 3.077494305 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 352] ADVANCE from elapsed time = 702 to 704 with dt = 2 Making slow rhs at time 702 for fast variables advancing from 702 to 702.6666666667 Fast time integration at level 0 from 702 to 702.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 702 to 702.6666666667 with dt = 0.6666666666666 using RHS created at 702 Making slow rhs at time 702.6666666667 for fast variables advancing from 702 to 703 Fast time integration at level 0 from 702 to 702.5 with dt = 0.5 Fast time integration at level 0 from 702.5 to 703 with dt = 0.5 Time integration of scalars at level 0 from 702 to 703 with dt = 1 using RHS created at 702.6666666667 Making slow rhs at time 703 for fast variables advancing from 702 to 704 Fast time integration at level 0 from 702 to 702.5 with dt = 0.5 Fast time integration at level 0 from 702.5 to 703 with dt = 0.5 Fast time integration at level 0 from 703 to 703.5 with dt = 0.5 Fast time integration at level 0 from 703.5 to 704 with dt = 0.5 Time integration of scalars at level 0 from 702 to 704 with dt = 2 using RHS created at 703 Done with advance_dycore at level 0 [Level 0 step 352] Advanced 4096 cells [Level 1 step 352] ADVANCE from elapsed time = 702 to 704 with dt = 2 Making slow rhs at time 702 for fast variables advancing from 702 to 704 No-substepping time integration at level 1 to 704 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004584902192 0.002169415834 and volume-weighted sum 4531.659405 Subtracting 7.696432414e-07 from rhs in subdomain 0 Sum after subtraction -1.361757929e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000457720576 MLMG: Initial residual (resid0) = 0.000457720576 MLMG: Final Iter. 6 resid, resid/bnorm = 4.285464606e-11, 9.362621719e-08 MLMG: Timers: Solve = 0.004130114 Iter = 0.003816736 Bottom = 0.002055757 Time in solve 0.004486272 Max/L2 norm of divergence after solve at level 1 : 7.696860961e-07 5.90572691e-05 and volume-weighted sum 4531.659405 Time integration of scalars at level 1 from 702 to 704 with dt = 2 using RHS created at 702 Making slow rhs at time 704 for fast variables advancing from 702 to 704 No-substepping time integration at level 1 to 704 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004706878664 0.002178339553 and volume-weighted sum 4531.659405 Subtracting 7.696432414e-07 from rhs in subdomain 0 Sum after subtraction -1.968911145e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004699182231 MLMG: Initial residual (resid0) = 0.0004699182231 MLMG: Final Iter. 5 resid, resid/bnorm = 4.877519586e-11, 1.037950721e-07 MLMG: Timers: Solve = 0.003229449 Iter = 0.002903932 Bottom = 0.001483312 Time in solve 0.003590312 Max/L2 norm of divergence after solve at level 1 : 7.696920166e-07 5.90572691e-05 and volume-weighted sum 4531.659405 Time integration of scalars at level 1 from 702 to 704 with dt = 2 using RHS created at 704 Done with advance_dycore at level 1 [Level 1 step 352] Advanced 5888 cells Coarse STEP 352 ends. TIME = 704 DT = 2 Timestep time = 0.036001047 seconds. Coarse STEP 353 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.370636291 (terrain aware) 1.370636291 (terrain unaware) Anelastic dt at level 0 would be: 6.334757154 (terrain aware) 6.334757154 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2662215814 (terrain aware) 0.2662215814 (terrain unaware) Anelastic dt at level 1 would be: 3.082307453 (terrain aware) 3.082307453 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 353] ADVANCE from elapsed time = 704 to 706 with dt = 2 Making slow rhs at time 704 for fast variables advancing from 704 to 704.6666666667 Fast time integration at level 0 from 704 to 704.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 704 to 704.6666666667 with dt = 0.6666666666666 using RHS created at 704 Making slow rhs at time 704.6666666667 for fast variables advancing from 704 to 705 Fast time integration at level 0 from 704 to 704.5 with dt = 0.5 Fast time integration at level 0 from 704.5 to 705 with dt = 0.5 Time integration of scalars at level 0 from 704 to 705 with dt = 1 using RHS created at 704.6666666667 Making slow rhs at time 705 for fast variables advancing from 704 to 706 Fast time integration at level 0 from 704 to 704.5 with dt = 0.5 Fast time integration at level 0 from 704.5 to 705 with dt = 0.5 Fast time integration at level 0 from 705 to 705.5 with dt = 0.5 Fast time integration at level 0 from 705.5 to 706 with dt = 0.5 Time integration of scalars at level 0 from 704 to 706 with dt = 2 using RHS created at 705 Done with advance_dycore at level 0 [Level 0 step 353] Advanced 4096 cells [Level 1 step 353] ADVANCE from elapsed time = 704 to 706 with dt = 2 Making slow rhs at time 704 for fast variables advancing from 704 to 706 No-substepping time integration at level 1 to 706 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004794080009 0.002169279522 and volume-weighted sum -5300.946281 Subtracting -9.002965831e-07 from rhs in subdomain 0 Sum after subtraction 1.270684946e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004803082975 MLMG: Initial residual (resid0) = 0.0004803082975 MLMG: Final Iter. 6 resid, resid/bnorm = 7.909178434e-11, 1.646687862e-07 MLMG: Timers: Solve = 0.003792142 Iter = 0.003468504 Bottom = 0.001751582 Time in solve 0.004145386 Max/L2 norm of divergence after solve at level 1 : 9.003756749e-07 6.908273174e-05 and volume-weighted sum -5300.946281 Time integration of scalars at level 1 from 704 to 706 with dt = 2 using RHS created at 704 Making slow rhs at time 706 for fast variables advancing from 704 to 706 No-substepping time integration at level 1 to 706 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004661689933 0.002172563726 and volume-weighted sum -5300.946281 Subtracting -9.002965831e-07 from rhs in subdomain 0 Sum after subtraction 1.838806885e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004670692899 MLMG: Initial residual (resid0) = 0.0004670692899 MLMG: Final Iter. 5 resid, resid/bnorm = 5.365778909e-11, 1.148818607e-07 MLMG: Timers: Solve = 0.003231034 Iter = 0.002905455 Bottom = 0.001474676 Time in solve 0.003584353 Max/L2 norm of divergence after solve at level 1 : 9.00349433e-07 6.908273174e-05 and volume-weighted sum -5300.946281 Time integration of scalars at level 1 from 704 to 706 with dt = 2 using RHS created at 706 Done with advance_dycore at level 1 [Level 1 step 353] Advanced 5888 cells Coarse STEP 353 ends. TIME = 706 DT = 2 Timestep time = 0.035670627 seconds. Coarse STEP 354 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371118157 (terrain aware) 1.371118157 (terrain unaware) Anelastic dt at level 0 would be: 6.346200343 (terrain aware) 6.346200343 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661885323 (terrain aware) 0.2661885323 (terrain unaware) Anelastic dt at level 1 would be: 3.08800109 (terrain aware) 3.08800109 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 354] ADVANCE from elapsed time = 706 to 708 with dt = 2 Making slow rhs at time 706 for fast variables advancing from 706 to 706.6666666667 Fast time integration at level 0 from 706 to 706.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 706 to 706.6666666667 with dt = 0.6666666666666 using RHS created at 706 Making slow rhs at time 706.6666666667 for fast variables advancing from 706 to 707 Fast time integration at level 0 from 706 to 706.5 with dt = 0.5 Fast time integration at level 0 from 706.5 to 707 with dt = 0.5 Time integration of scalars at level 0 from 706 to 707 with dt = 1 using RHS created at 706.6666666667 Making slow rhs at time 707 for fast variables advancing from 706 to 708 Fast time integration at level 0 from 706 to 706.5 with dt = 0.5 Fast time integration at level 0 from 706.5 to 707 with dt = 0.5 Fast time integration at level 0 from 707 to 707.5 with dt = 0.5 Fast time integration at level 0 from 707.5 to 708 with dt = 0.5 Time integration of scalars at level 0 from 706 to 708 with dt = 2 using RHS created at 707 Done with advance_dycore at level 0 [Level 0 step 354] Advanced 4096 cells [Level 1 step 354] ADVANCE from elapsed time = 706 to 708 with dt = 2 Making slow rhs at time 706 for fast variables advancing from 706 to 708 No-substepping time integration at level 1 to 708 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004071315958 0.002182943873 and volume-weighted sum -14291.93367 Subtracting -2.427298518e-06 from rhs in subdomain 0 Sum after subtraction 2.311519032e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004095588943 MLMG: Initial residual (resid0) = 0.0004095588943 MLMG: Final Iter. 7 resid, resid/bnorm = 1.682676764e-11, 4.10850988e-08 MLMG: Timers: Solve = 0.00431652 Iter = 0.00399713 Bottom = 0.002008234 Time in solve 0.004673946 Max/L2 norm of divergence after solve at level 1 : 2.427315014e-06 0.000186254636 and volume-weighted sum -14291.93367 Time integration of scalars at level 1 from 706 to 708 with dt = 2 using RHS created at 706 Making slow rhs at time 708 for fast variables advancing from 706 to 708 No-substepping time integration at level 1 to 708 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003811527261 0.002173640687 and volume-weighted sum -14291.93367 Subtracting -2.427298518e-06 from rhs in subdomain 0 Sum after subtraction 1.769417945e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003835800246 MLMG: Initial residual (resid0) = 0.0003835800246 MLMG: Final Iter. 5 resid, resid/bnorm = 5.842993893e-11, 1.523278982e-07 MLMG: Timers: Solve = 0.003590405 Iter = 0.003275183 Bottom = 0.001826437 Time in solve 0.003946401 Max/L2 norm of divergence after solve at level 1 : 2.427356074e-06 0.000186254636 and volume-weighted sum -14291.93367 Time integration of scalars at level 1 from 706 to 708 with dt = 2 using RHS created at 708 Done with advance_dycore at level 1 [Level 1 step 354] Advanced 5888 cells Coarse STEP 354 ends. TIME = 708 DT = 2 Timestep time = 0.036331411 seconds. Coarse STEP 355 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371675351 (terrain aware) 1.371675351 (terrain unaware) Anelastic dt at level 0 would be: 6.356940538 (terrain aware) 6.356940538 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661564156 (terrain aware) 0.2661564156 (terrain unaware) Anelastic dt at level 1 would be: 3.090540805 (terrain aware) 3.090540805 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 355] ADVANCE from elapsed time = 708 to 710 with dt = 2 Making slow rhs at time 708 for fast variables advancing from 708 to 708.6666666667 Fast time integration at level 0 from 708 to 708.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 708 to 708.6666666667 with dt = 0.6666666666666 using RHS created at 708 Making slow rhs at time 708.6666666667 for fast variables advancing from 708 to 709 Fast time integration at level 0 from 708 to 708.5 with dt = 0.5 Fast time integration at level 0 from 708.5 to 709 with dt = 0.5 Time integration of scalars at level 0 from 708 to 709 with dt = 1 using RHS created at 708.6666666667 Making slow rhs at time 709 for fast variables advancing from 708 to 710 Fast time integration at level 0 from 708 to 708.5 with dt = 0.5 Fast time integration at level 0 from 708.5 to 709 with dt = 0.5 Fast time integration at level 0 from 709 to 709.5 with dt = 0.5 Fast time integration at level 0 from 709.5 to 710 with dt = 0.5 Time integration of scalars at level 0 from 708 to 710 with dt = 2 using RHS created at 709 Done with advance_dycore at level 0 [Level 0 step 355] Advanced 4096 cells [Level 1 step 355] ADVANCE from elapsed time = 708 to 710 with dt = 2 Making slow rhs at time 708 for fast variables advancing from 708 to 710 No-substepping time integration at level 1 to 710 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004488784693 0.002193431135 and volume-weighted sum -22656.3734 Subtracting -3.847889504e-06 from rhs in subdomain 0 Sum after subtraction -2.962040335e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004527263588 MLMG: Initial residual (resid0) = 0.0004527263588 MLMG: Final Iter. 7 resid, resid/bnorm = 1.566521092e-11, 3.460194136e-08 MLMG: Timers: Solve = 0.004309302 Iter = 0.003989898 Bottom = 0.002015992 Time in solve 0.004708883 Max/L2 norm of divergence after solve at level 1 : 3.847904861e-06 0.0002952612765 and volume-weighted sum -22656.3734 Time integration of scalars at level 1 from 708 to 710 with dt = 2 using RHS created at 708 Making slow rhs at time 710 for fast variables advancing from 708 to 710 No-substepping time integration at level 1 to 710 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004615297588 0.002179817345 and volume-weighted sum -22656.3734 Subtracting -3.847889504e-06 from rhs in subdomain 0 Sum after subtraction -2.471980953e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004653776484 MLMG: Initial residual (resid0) = 0.0004653776484 MLMG: Final Iter. 5 resid, resid/bnorm = 5.940552059e-11, 1.27650137e-07 MLMG: Timers: Solve = 0.003195501 Iter = 0.002880644 Bottom = 0.001451269 Time in solve 0.003550389 Max/L2 norm of divergence after solve at level 1 : 3.847948017e-06 0.0002952612765 and volume-weighted sum -22656.3734 Time integration of scalars at level 1 from 708 to 710 with dt = 2 using RHS created at 710 Done with advance_dycore at level 1 [Level 1 step 355] Advanced 5888 cells Coarse STEP 355 ends. TIME = 710 DT = 2 Timestep time = 0.036013602 seconds. Coarse STEP 356 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371524494 (terrain aware) 1.371524494 (terrain unaware) Anelastic dt at level 0 would be: 6.354086979 (terrain aware) 6.354086979 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661321245 (terrain aware) 0.2661321245 (terrain unaware) Anelastic dt at level 1 would be: 3.094571627 (terrain aware) 3.094571627 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 356] ADVANCE from elapsed time = 710 to 712 with dt = 2 Making slow rhs at time 710 for fast variables advancing from 710 to 710.6666666667 Fast time integration at level 0 from 710 to 710.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 710 to 710.6666666667 with dt = 0.6666666666666 using RHS created at 710 Making slow rhs at time 710.6666666667 for fast variables advancing from 710 to 711 Fast time integration at level 0 from 710 to 710.5 with dt = 0.5 Fast time integration at level 0 from 710.5 to 711 with dt = 0.5 Time integration of scalars at level 0 from 710 to 711 with dt = 1 using RHS created at 710.6666666667 Making slow rhs at time 711 for fast variables advancing from 710 to 712 Fast time integration at level 0 from 710 to 710.5 with dt = 0.5 Fast time integration at level 0 from 710.5 to 711 with dt = 0.5 Fast time integration at level 0 from 711 to 711.5 with dt = 0.5 Fast time integration at level 0 from 711.5 to 712 with dt = 0.5 Time integration of scalars at level 0 from 710 to 712 with dt = 2 using RHS created at 711 Done with advance_dycore at level 0 [Level 0 step 356] Advanced 4096 cells [Level 1 step 356] ADVANCE from elapsed time = 710 to 712 with dt = 2 Making slow rhs at time 710 for fast variables advancing from 710 to 712 No-substepping time integration at level 1 to 712 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004717377389 0.002198419682 and volume-weighted sum -30451.96709 Subtracting -5.17186941e-06 from rhs in subdomain 0 Sum after subtraction 4.466912951e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004769096083 MLMG: Initial residual (resid0) = 0.0004769096083 MLMG: Final Iter. 6 resid, resid/bnorm = 5.648517525e-11, 1.184400026e-07 MLMG: Timers: Solve = 0.003798749 Iter = 0.003480616 Bottom = 0.001768327 Time in solve 0.004147891 Max/L2 norm of divergence after solve at level 1 : 5.171925895e-06 0.0003968546296 and volume-weighted sum -30451.96709 Time integration of scalars at level 1 from 710 to 712 with dt = 2 using RHS created at 710 Making slow rhs at time 712 for fast variables advancing from 710 to 712 No-substepping time integration at level 1 to 712 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000459196156 0.002190631211 and volume-weighted sum -30451.96709 Subtracting -5.17186941e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004643680255 MLMG: Initial residual (resid0) = 0.0004643680255 MLMG: Final Iter. 5 resid, resid/bnorm = 5.904675093e-11, 1.271550746e-07 MLMG: Timers: Solve = 0.003229387 Iter = 0.002917926 Bottom = 0.001487364 Time in solve 0.003593719 Max/L2 norm of divergence after solve at level 1 : 5.17192756e-06 0.0003968546296 and volume-weighted sum -30451.96709 Time integration of scalars at level 1 from 710 to 712 with dt = 2 using RHS created at 712 Done with advance_dycore at level 1 [Level 1 step 356] Advanced 5888 cells Coarse STEP 356 ends. TIME = 712 DT = 2 Timestep time = 0.035687418 seconds. Coarse STEP 357 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371446464 (terrain aware) 1.371446464 (terrain unaware) Anelastic dt at level 0 would be: 6.353311462 (terrain aware) 6.353311462 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2661162189 (terrain aware) 0.2661162189 (terrain unaware) Anelastic dt at level 1 would be: 3.099831354 (terrain aware) 3.099831354 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 357] ADVANCE from elapsed time = 712 to 714 with dt = 2 Making slow rhs at time 712 for fast variables advancing from 712 to 712.6666666667 Fast time integration at level 0 from 712 to 712.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 712 to 712.6666666667 with dt = 0.6666666666666 using RHS created at 712 Making slow rhs at time 712.6666666667 for fast variables advancing from 712 to 713 Fast time integration at level 0 from 712 to 712.5 with dt = 0.5 Fast time integration at level 0 from 712.5 to 713 with dt = 0.5 Time integration of scalars at level 0 from 712 to 713 with dt = 1 using RHS created at 712.6666666667 Making slow rhs at time 713 for fast variables advancing from 712 to 714 Fast time integration at level 0 from 712 to 712.5 with dt = 0.5 Fast time integration at level 0 from 712.5 to 713 with dt = 0.5 Fast time integration at level 0 from 713 to 713.5 with dt = 0.5 Fast time integration at level 0 from 713.5 to 714 with dt = 0.5 Time integration of scalars at level 0 from 712 to 714 with dt = 2 using RHS created at 713 Done with advance_dycore at level 0 [Level 0 step 357] Advanced 4096 cells [Level 1 step 357] ADVANCE from elapsed time = 712 to 714 with dt = 2 Making slow rhs at time 712 for fast variables advancing from 712 to 714 No-substepping time integration at level 1 to 714 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004027754739 0.00221085065 and volume-weighted sum -36976.76727 Subtracting -6.280021616e-06 from rhs in subdomain 0 Sum after subtraction -1.118896642e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004090554955 MLMG: Initial residual (resid0) = 0.0004090554955 MLMG: Final Iter. 6 resid, resid/bnorm = 6.291628882e-11, 1.538086874e-07 MLMG: Timers: Solve = 0.004089174 Iter = 0.00378345 Bottom = 0.002085526 Time in solve 0.004450749 Max/L2 norm of divergence after solve at level 1 : 6.280083293e-06 0.0004818868101 and volume-weighted sum -36976.76727 Time integration of scalars at level 1 from 712 to 714 with dt = 2 using RHS created at 712 Making slow rhs at time 714 for fast variables advancing from 712 to 714 No-substepping time integration at level 1 to 714 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003749456673 0.0022027002 and volume-weighted sum -36976.76727 Subtracting -6.280021616e-06 from rhs in subdomain 0 Sum after subtraction 1.95156391e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003812256889 MLMG: Initial residual (resid0) = 0.0003812256889 MLMG: Final Iter. 5 resid, resid/bnorm = 5.766308435e-11, 1.512570795e-07 MLMG: Timers: Solve = 0.003182237 Iter = 0.002866282 Bottom = 0.001425137 Time in solve 0.003530337 Max/L2 norm of divergence after solve at level 1 : 6.280078403e-06 0.0004818868101 and volume-weighted sum -36976.76727 Time integration of scalars at level 1 from 712 to 714 with dt = 2 using RHS created at 714 Done with advance_dycore at level 1 [Level 1 step 357] Advanced 5888 cells Coarse STEP 357 ends. TIME = 714 DT = 2 Timestep time = 0.035994102 seconds. Coarse STEP 358 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371465933 (terrain aware) 1.371465933 (terrain unaware) Anelastic dt at level 0 would be: 6.354659579 (terrain aware) 6.354659579 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660938008 (terrain aware) 0.2660938008 (terrain unaware) Anelastic dt at level 1 would be: 3.097271814 (terrain aware) 3.097271814 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 358] ADVANCE from elapsed time = 714 to 716 with dt = 2 Making slow rhs at time 714 for fast variables advancing from 714 to 714.6666666667 Fast time integration at level 0 from 714 to 714.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 714 to 714.6666666667 with dt = 0.6666666666666 using RHS created at 714 Making slow rhs at time 714.6666666667 for fast variables advancing from 714 to 715 Fast time integration at level 0 from 714 to 714.5 with dt = 0.5 Fast time integration at level 0 from 714.5 to 715 with dt = 0.5 Time integration of scalars at level 0 from 714 to 715 with dt = 1 using RHS created at 714.6666666667 Making slow rhs at time 715 for fast variables advancing from 714 to 716 Fast time integration at level 0 from 714 to 714.5 with dt = 0.5 Fast time integration at level 0 from 714.5 to 715 with dt = 0.5 Fast time integration at level 0 from 715 to 715.5 with dt = 0.5 Fast time integration at level 0 from 715.5 to 716 with dt = 0.5 Time integration of scalars at level 0 from 714 to 716 with dt = 2 using RHS created at 715 Done with advance_dycore at level 0 [Level 0 step 358] Advanced 4096 cells [Level 1 step 358] ADVANCE from elapsed time = 714 to 716 with dt = 2 Making slow rhs at time 714 for fast variables advancing from 714 to 716 No-substepping time integration at level 1 to 716 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004393760602 0.002234743533 and volume-weighted sum -40771.85752 Subtracting -6.924568193e-06 from rhs in subdomain 0 Sum after subtraction -1.266348137e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004463006284 MLMG: Initial residual (resid0) = 0.0004463006284 MLMG: Final Iter. 7 resid, resid/bnorm = 1.759507451e-11, 3.942426561e-08 MLMG: Timers: Solve = 0.004588126 Iter = 0.003962301 Bottom = 0.001997431 Time in solve 0.004942152 Max/L2 norm of divergence after solve at level 1 : 6.924585788e-06 0.0005313449988 and volume-weighted sum -40771.85752 Time integration of scalars at level 1 from 714 to 716 with dt = 2 using RHS created at 714 Making slow rhs at time 716 for fast variables advancing from 714 to 716 No-substepping time integration at level 1 to 716 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004530646189 0.002209805278 and volume-weighted sum -40771.85752 Subtracting -6.924568193e-06 from rhs in subdomain 0 Sum after subtraction -2.081668171e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004599891871 MLMG: Initial residual (resid0) = 0.0004599891871 MLMG: Final Iter. 5 resid, resid/bnorm = 6.057945917e-11, 1.316975722e-07 MLMG: Timers: Solve = 0.003246014 Iter = 0.002931757 Bottom = 0.001498981 Time in solve 0.003603166 Max/L2 norm of divergence after solve at level 1 : 6.924627864e-06 0.0005313449988 and volume-weighted sum -40771.85752 Time integration of scalars at level 1 from 714 to 716 with dt = 2 using RHS created at 716 Done with advance_dycore at level 1 [Level 1 step 358] Advanced 5888 cells Coarse STEP 358 ends. TIME = 716 DT = 2 Timestep time = 0.036641351 seconds. Coarse STEP 359 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371584214 (terrain aware) 1.371584214 (terrain unaware) Anelastic dt at level 0 would be: 6.358144167 (terrain aware) 6.358144167 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660646968 (terrain aware) 0.2660646968 (terrain unaware) Anelastic dt at level 1 would be: 3.095801014 (terrain aware) 3.095801014 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 359] ADVANCE from elapsed time = 716 to 718 with dt = 2 Making slow rhs at time 716 for fast variables advancing from 716 to 716.6666666667 Fast time integration at level 0 from 716 to 716.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 716 to 716.6666666667 with dt = 0.6666666666666 using RHS created at 716 Making slow rhs at time 716.6666666667 for fast variables advancing from 716 to 717 Fast time integration at level 0 from 716 to 716.5 with dt = 0.5 Fast time integration at level 0 from 716.5 to 717 with dt = 0.5 Time integration of scalars at level 0 from 716 to 717 with dt = 1 using RHS created at 716.6666666667 Making slow rhs at time 717 for fast variables advancing from 716 to 718 Fast time integration at level 0 from 716 to 716.5 with dt = 0.5 Fast time integration at level 0 from 716.5 to 717 with dt = 0.5 Fast time integration at level 0 from 717 to 717.5 with dt = 0.5 Fast time integration at level 0 from 717.5 to 718 with dt = 0.5 Time integration of scalars at level 0 from 716 to 718 with dt = 2 using RHS created at 717 Done with advance_dycore at level 0 [Level 0 step 359] Advanced 4096 cells [Level 1 step 359] ADVANCE from elapsed time = 716 to 718 with dt = 2 Making slow rhs at time 716 for fast variables advancing from 716 to 718 No-substepping time integration at level 1 to 718 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004662387932 0.002251901531 and volume-weighted sum -40266.63525 Subtracting -6.838762779e-06 from rhs in subdomain 0 Sum after subtraction 9.107298249e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004730775559 MLMG: Initial residual (resid0) = 0.0004730775559 MLMG: Final Iter. 7 resid, resid/bnorm = 2.129044442e-11, 4.500413126e-08 MLMG: Timers: Solve = 0.004307892 Iter = 0.003988328 Bottom = 0.002031046 Time in solve 0.004660222 Max/L2 norm of divergence after solve at level 1 : 6.83878407e-06 0.0005247608659 and volume-weighted sum -40266.63525 Time integration of scalars at level 1 from 716 to 718 with dt = 2 using RHS created at 716 Making slow rhs at time 718 for fast variables advancing from 716 to 718 No-substepping time integration at level 1 to 718 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004554689377 0.002204100485 and volume-weighted sum -40266.63525 Subtracting -6.838762779e-06 from rhs in subdomain 0 Sum after subtraction 2.18575158e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004623077005 MLMG: Initial residual (resid0) = 0.0004623077005 MLMG: Final Iter. 5 resid, resid/bnorm = 6.036297949e-11, 1.305688385e-07 MLMG: Timers: Solve = 0.00358365 Iter = 0.003265036 Bottom = 0.001615575 Time in solve 0.003935808 Max/L2 norm of divergence after solve at level 1 : 6.838822253e-06 0.0005247608659 and volume-weighted sum -40266.63525 Time integration of scalars at level 1 from 716 to 718 with dt = 2 using RHS created at 718 Done with advance_dycore at level 1 [Level 1 step 359] Advanced 5888 cells Coarse STEP 359 ends. TIME = 718 DT = 2 Timestep time = 0.036342529 seconds. Coarse STEP 360 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371799408 (terrain aware) 1.371799408 (terrain unaware) Anelastic dt at level 0 would be: 6.363723251 (terrain aware) 6.363723251 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2660164616 (terrain aware) 0.2660164616 (terrain unaware) Anelastic dt at level 1 would be: 3.095465705 (terrain aware) 3.095465705 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 360] ADVANCE from elapsed time = 718 to 720 with dt = 2 Making slow rhs at time 718 for fast variables advancing from 718 to 718.6666666667 Fast time integration at level 0 from 718 to 718.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 718 to 718.6666666667 with dt = 0.6666666666666 using RHS created at 718 Making slow rhs at time 718.6666666667 for fast variables advancing from 718 to 719 Fast time integration at level 0 from 718 to 718.5 with dt = 0.5 Fast time integration at level 0 from 718.5 to 719 with dt = 0.5 Time integration of scalars at level 0 from 718 to 719 with dt = 1 using RHS created at 718.6666666667 Making slow rhs at time 719 for fast variables advancing from 718 to 720 Fast time integration at level 0 from 718 to 718.5 with dt = 0.5 Fast time integration at level 0 from 718.5 to 719 with dt = 0.5 Fast time integration at level 0 from 719 to 719.5 with dt = 0.5 Fast time integration at level 0 from 719.5 to 720 with dt = 0.5 Time integration of scalars at level 0 from 718 to 720 with dt = 2 using RHS created at 719 Done with advance_dycore at level 0 [Level 0 step 360] Advanced 4096 cells [Level 1 step 360] ADVANCE from elapsed time = 718 to 720 with dt = 2 Making slow rhs at time 718 for fast variables advancing from 718 to 720 No-substepping time integration at level 1 to 720 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004037351335 0.002236944882 and volume-weighted sum -34606.96361 Subtracting -5.877541375e-06 from rhs in subdomain 0 Sum after subtraction 1.183948772e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004096126749 MLMG: Initial residual (resid0) = 0.0004096126749 MLMG: Final Iter. 7 resid, resid/bnorm = 1.719737993e-11, 4.198449165e-08 MLMG: Timers: Solve = 0.004328506 Iter = 0.004010513 Bottom = 0.002055154 Time in solve 0.004687378 Max/L2 norm of divergence after solve at level 1 : 5.877558572e-06 0.0004510031713 and volume-weighted sum -34606.96361 Time integration of scalars at level 1 from 718 to 720 with dt = 2 using RHS created at 718 Making slow rhs at time 720 for fast variables advancing from 718 to 720 No-substepping time integration at level 1 to 720 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003742528207 0.002183665856 and volume-weighted sum -34606.96361 Subtracting -5.877541375e-06 from rhs in subdomain 0 Sum after subtraction 2.55004351e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000380130362 MLMG: Initial residual (resid0) = 0.000380130362 MLMG: Final Iter. 5 resid, resid/bnorm = 6.278620486e-11, 1.65170192e-07 MLMG: Timers: Solve = 0.003208283 Iter = 0.002884436 Bottom = 0.001466289 Time in solve 0.003567831 Max/L2 norm of divergence after solve at level 1 : 5.877603252e-06 0.0004510031713 and volume-weighted sum -34606.96361 Time integration of scalars at level 1 from 718 to 720 with dt = 2 using RHS created at 720 Done with advance_dycore at level 1 [Level 1 step 360] Advanced 5888 cells Coarse STEP 360 ends. TIME = 720 DT = 2 Timestep time = 0.036106924 seconds. Coarse STEP 361 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372106558 (terrain aware) 1.372106558 (terrain unaware) Anelastic dt at level 0 would be: 6.371305933 (terrain aware) 6.371305933 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659697404 (terrain aware) 0.2659697404 (terrain unaware) Anelastic dt at level 1 would be: 3.096326186 (terrain aware) 3.096326186 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 361] ADVANCE from elapsed time = 720 to 722 with dt = 2 Making slow rhs at time 720 for fast variables advancing from 720 to 720.6666666667 Fast time integration at level 0 from 720 to 720.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 720 to 720.6666666667 with dt = 0.6666666666666 using RHS created at 720 Making slow rhs at time 720.6666666667 for fast variables advancing from 720 to 721 Fast time integration at level 0 from 720 to 720.5 with dt = 0.5 Fast time integration at level 0 from 720.5 to 721 with dt = 0.5 Time integration of scalars at level 0 from 720 to 721 with dt = 1 using RHS created at 720.6666666667 Making slow rhs at time 721 for fast variables advancing from 720 to 722 Fast time integration at level 0 from 720 to 720.5 with dt = 0.5 Fast time integration at level 0 from 720.5 to 721 with dt = 0.5 Fast time integration at level 0 from 721 to 721.5 with dt = 0.5 Fast time integration at level 0 from 721.5 to 722 with dt = 0.5 Time integration of scalars at level 0 from 720 to 722 with dt = 2 using RHS created at 721 Done with advance_dycore at level 0 [Level 0 step 361] Advanced 4096 cells [Level 1 step 361] ADVANCE from elapsed time = 720 to 722 with dt = 2 Making slow rhs at time 720 for fast variables advancing from 720 to 722 No-substepping time integration at level 1 to 722 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004347549249 0.002190481881 and volume-weighted sum -24150.88625 Subtracting -4.101713017e-06 from rhs in subdomain 0 Sum after subtraction 1.908195824e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004388566379 MLMG: Initial residual (resid0) = 0.0004388566379 MLMG: Final Iter. 6 resid, resid/bnorm = 6.88012278e-11, 1.567738114e-07 MLMG: Timers: Solve = 0.003758219 Iter = 0.003448507 Bottom = 0.001761565 Time in solve 0.00410699 Max/L2 norm of divergence after solve at level 1 : 4.101780524e-06 0.0003147379934 and volume-weighted sum -24150.88625 Time integration of scalars at level 1 from 720 to 722 with dt = 2 using RHS created at 720 Making slow rhs at time 722 for fast variables advancing from 720 to 722 No-substepping time integration at level 1 to 722 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004497761885 0.002155508025 and volume-weighted sum -24150.88625 Subtracting -4.101713017e-06 from rhs in subdomain 0 Sum after subtraction 7.849623729e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004538779016 MLMG: Initial residual (resid0) = 0.0004538779016 MLMG: Final Iter. 5 resid, resid/bnorm = 6.117722501e-11, 1.347878467e-07 MLMG: Timers: Solve = 0.003142831 Iter = 0.002816477 Bottom = 0.001381399 Time in solve 0.003490712 Max/L2 norm of divergence after solve at level 1 : 4.101773308e-06 0.0003147379934 and volume-weighted sum -24150.88625 Time integration of scalars at level 1 from 720 to 722 with dt = 2 using RHS created at 722 Done with advance_dycore at level 1 [Level 1 step 361] Advanced 5888 cells Coarse STEP 361 ends. TIME = 722 DT = 2 Timestep time = 0.03681793 seconds. Coarse STEP 362 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372499186 (terrain aware) 1.372499186 (terrain unaware) Anelastic dt at level 0 would be: 6.380754732 (terrain aware) 6.380754732 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2659302115 (terrain aware) 0.2659302115 (terrain unaware) Anelastic dt at level 1 would be: 3.095520759 (terrain aware) 3.095520759 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 362] ADVANCE from elapsed time = 722 to 724 with dt = 2 Making slow rhs at time 722 for fast variables advancing from 722 to 722.6666666667 Fast time integration at level 0 from 722 to 722.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 722 to 722.6666666667 with dt = 0.6666666666666 using RHS created at 722 Making slow rhs at time 722.6666666667 for fast variables advancing from 722 to 723 Fast time integration at level 0 from 722 to 722.5 with dt = 0.5 Fast time integration at level 0 from 722.5 to 723 with dt = 0.5 Time integration of scalars at level 0 from 722 to 723 with dt = 1 using RHS created at 722.6666666667 Making slow rhs at time 723 for fast variables advancing from 722 to 724 Fast time integration at level 0 from 722 to 722.5 with dt = 0.5 Fast time integration at level 0 from 722.5 to 723 with dt = 0.5 Fast time integration at level 0 from 723 to 723.5 with dt = 0.5 Fast time integration at level 0 from 723.5 to 724 with dt = 0.5 Time integration of scalars at level 0 from 722 to 724 with dt = 2 using RHS created at 723 Done with advance_dycore at level 0 [Level 0 step 362] Advanced 4096 cells [Level 1 step 362] ADVANCE from elapsed time = 722 to 724 with dt = 2 Making slow rhs at time 722 for fast variables advancing from 722 to 724 No-substepping time integration at level 1 to 724 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004685780379 0.002144525834 and volume-weighted sum -10371.9719 Subtracting -1.761544141e-06 from rhs in subdomain 0 Sum after subtraction -9.497611031e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004703395821 MLMG: Initial residual (resid0) = 0.0004703395821 MLMG: Final Iter. 6 resid, resid/bnorm = 3.805258956e-11, 8.090450178e-08 MLMG: Timers: Solve = 0.004107884 Iter = 0.003788953 Bottom = 0.00184769 Time in solve 0.004457024 Max/L2 norm of divergence after solve at level 1 : 1.761582194e-06 0.0001351691028 and volume-weighted sum -10371.9719 Time integration of scalars at level 1 from 722 to 724 with dt = 2 using RHS created at 722 Making slow rhs at time 724 for fast variables advancing from 722 to 724 No-substepping time integration at level 1 to 724 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000459122334 0.00213327636 and volume-weighted sum -10371.9719 Subtracting -1.761544141e-06 from rhs in subdomain 0 Sum after subtraction -1.465841337e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004608838782 MLMG: Initial residual (resid0) = 0.0004608838782 MLMG: Final Iter. 5 resid, resid/bnorm = 6.057801471e-11, 1.314387801e-07 MLMG: Timers: Solve = 0.003156527 Iter = 0.002829754 Bottom = 0.001402396 Time in solve 0.003521292 Max/L2 norm of divergence after solve at level 1 : 1.76160385e-06 0.0001351691028 and volume-weighted sum -10371.9719 Time integration of scalars at level 1 from 722 to 724 with dt = 2 using RHS created at 724 Done with advance_dycore at level 1 [Level 1 step 362] Advanced 5888 cells Coarse STEP 362 ends. TIME = 724 DT = 2 Timestep time = 0.035781786 seconds. Coarse STEP 363 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372970135 (terrain aware) 1.372970135 (terrain unaware) Anelastic dt at level 0 would be: 6.391921634 (terrain aware) 6.391921634 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658991835 (terrain aware) 0.2658991835 (terrain unaware) Anelastic dt at level 1 would be: 3.093777489 (terrain aware) 3.093777489 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 363] ADVANCE from elapsed time = 724 to 726 with dt = 2 Making slow rhs at time 724 for fast variables advancing from 724 to 724.6666666667 Fast time integration at level 0 from 724 to 724.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 724 to 724.6666666667 with dt = 0.6666666666666 using RHS created at 724 Making slow rhs at time 724.6666666667 for fast variables advancing from 724 to 725 Fast time integration at level 0 from 724 to 724.5 with dt = 0.5 Fast time integration at level 0 from 724.5 to 725 with dt = 0.5 Time integration of scalars at level 0 from 724 to 725 with dt = 1 using RHS created at 724.6666666667 Making slow rhs at time 725 for fast variables advancing from 724 to 726 Fast time integration at level 0 from 724 to 724.5 with dt = 0.5 Fast time integration at level 0 from 724.5 to 725 with dt = 0.5 Fast time integration at level 0 from 725 to 725.5 with dt = 0.5 Fast time integration at level 0 from 725.5 to 726 with dt = 0.5 Time integration of scalars at level 0 from 724 to 726 with dt = 2 using RHS created at 725 Done with advance_dycore at level 0 [Level 0 step 363] Advanced 4096 cells [Level 1 step 363] ADVANCE from elapsed time = 724 to 726 with dt = 2 Making slow rhs at time 724 for fast variables advancing from 724 to 726 No-substepping time integration at level 1 to 726 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004138981261 0.002131363962 and volume-weighted sum 4715.436421 Subtracting 8.008553704e-07 from rhs in subdomain 0 Sum after subtraction 2.255140519e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004130972707 MLMG: Initial residual (resid0) = 0.0004130972707 MLMG: Final Iter. 7 resid, resid/bnorm = 1.410889275e-11, 3.41539239e-08 MLMG: Timers: Solve = 0.004614083 Iter = 0.003936702 Bottom = 0.001984702 Time in solve 0.004961124 Max/L2 norm of divergence after solve at level 1 : 8.008694793e-07 6.145227889e-05 and volume-weighted sum 4715.436421 Time integration of scalars at level 1 from 724 to 726 with dt = 2 using RHS created at 724 Making slow rhs at time 726 for fast variables advancing from 724 to 726 No-substepping time integration at level 1 to 726 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003841742534 0.002126997855 and volume-weighted sum 4715.436421 Subtracting 8.008553704e-07 from rhs in subdomain 0 Sum after subtraction 4.293440603e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000383373398 MLMG: Initial residual (resid0) = 0.000383373398 MLMG: Final Iter. 5 resid, resid/bnorm = 6.552074439e-11, 1.709058185e-07 MLMG: Timers: Solve = 0.003247629 Iter = 0.002927345 Bottom = 0.001504524 Time in solve 0.003608624 Max/L2 norm of divergence after solve at level 1 : 8.009208911e-07 6.145227889e-05 and volume-weighted sum 4715.436421 Time integration of scalars at level 1 from 724 to 726 with dt = 2 using RHS created at 726 Done with advance_dycore at level 1 [Level 1 step 363] Advanced 5888 cells Coarse STEP 363 ends. TIME = 726 DT = 2 Timestep time = 0.036455683 seconds. Coarse STEP 364 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373513159 (terrain aware) 1.373513159 (terrain unaware) Anelastic dt at level 0 would be: 6.404677297 (terrain aware) 6.404677297 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658657879 (terrain aware) 0.2658657879 (terrain unaware) Anelastic dt at level 1 would be: 3.093456299 (terrain aware) 3.093456299 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 364] ADVANCE from elapsed time = 726 to 728 with dt = 2 Making slow rhs at time 726 for fast variables advancing from 726 to 726.6666666667 Fast time integration at level 0 from 726 to 726.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 726 to 726.6666666667 with dt = 0.6666666666666 using RHS created at 726 Making slow rhs at time 726.6666666667 for fast variables advancing from 726 to 727 Fast time integration at level 0 from 726 to 726.5 with dt = 0.5 Fast time integration at level 0 from 726.5 to 727 with dt = 0.5 Time integration of scalars at level 0 from 726 to 727 with dt = 1 using RHS created at 726.6666666667 Making slow rhs at time 727 for fast variables advancing from 726 to 728 Fast time integration at level 0 from 726 to 726.5 with dt = 0.5 Fast time integration at level 0 from 726.5 to 727 with dt = 0.5 Fast time integration at level 0 from 727 to 727.5 with dt = 0.5 Fast time integration at level 0 from 727.5 to 728 with dt = 0.5 Time integration of scalars at level 0 from 726 to 728 with dt = 2 using RHS created at 727 Done with advance_dycore at level 0 [Level 0 step 364] Advanced 4096 cells [Level 1 step 364] ADVANCE from elapsed time = 726 to 728 with dt = 2 Making slow rhs at time 726 for fast variables advancing from 726 to 728 No-substepping time integration at level 1 to 728 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004353901266 0.002152008379 and volume-weighted sum 19166.48909 Subtracting 3.255178175e-06 from rhs in subdomain 0 Sum after subtraction 1.006139616e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004321349484 MLMG: Initial residual (resid0) = 0.0004321349484 MLMG: Final Iter. 7 resid, resid/bnorm = 1.983040091e-11, 4.588937087e-08 MLMG: Timers: Solve = 0.004297379 Iter = 0.003983464 Bottom = 0.002016923 Time in solve 0.004651319 Max/L2 norm of divergence after solve at level 1 : 3.255198005e-06 0.0002497805777 and volume-weighted sum 19166.48909 Time integration of scalars at level 1 from 726 to 728 with dt = 2 using RHS created at 726 Making slow rhs at time 728 for fast variables advancing from 726 to 728 No-substepping time integration at level 1 to 728 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004510612807 0.002136974399 and volume-weighted sum 19166.48909 Subtracting 3.255178175e-06 from rhs in subdomain 0 Sum after subtraction 3.599551213e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004478061025 MLMG: Initial residual (resid0) = 0.0004478061025 MLMG: Final Iter. 5 resid, resid/bnorm = 7.109852389e-11, 1.587707794e-07 MLMG: Timers: Solve = 0.003564098 Iter = 0.00323766 Bottom = 0.001649086 Time in solve 0.00392848 Max/L2 norm of divergence after solve at level 1 : 3.255249273e-06 0.0002497805777 and volume-weighted sum 19166.48909 Time integration of scalars at level 1 from 726 to 728 with dt = 2 using RHS created at 728 Done with advance_dycore at level 1 [Level 1 step 364] Advanced 5888 cells Coarse STEP 364 ends. TIME = 728 DT = 2 Timestep time = 0.03620221 seconds. Coarse STEP 365 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373789216 (terrain aware) 1.373789216 (terrain unaware) Anelastic dt at level 0 would be: 6.409418244 (terrain aware) 6.409418244 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2658194735 (terrain aware) 0.2658194735 (terrain unaware) Anelastic dt at level 1 would be: 3.094596149 (terrain aware) 3.094596149 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 365] ADVANCE from elapsed time = 728 to 730 with dt = 2 Making slow rhs at time 728 for fast variables advancing from 728 to 728.6666666667 Fast time integration at level 0 from 728 to 728.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 728 to 728.6666666667 with dt = 0.6666666666666 using RHS created at 728 Making slow rhs at time 728.6666666667 for fast variables advancing from 728 to 729 Fast time integration at level 0 from 728 to 728.5 with dt = 0.5 Fast time integration at level 0 from 728.5 to 729 with dt = 0.5 Time integration of scalars at level 0 from 728 to 729 with dt = 1 using RHS created at 728.6666666667 Making slow rhs at time 729 for fast variables advancing from 728 to 730 Fast time integration at level 0 from 728 to 728.5 with dt = 0.5 Fast time integration at level 0 from 728.5 to 729 with dt = 0.5 Fast time integration at level 0 from 729 to 729.5 with dt = 0.5 Fast time integration at level 0 from 729.5 to 730 with dt = 0.5 Time integration of scalars at level 0 from 728 to 730 with dt = 2 using RHS created at 729 Done with advance_dycore at level 0 [Level 0 step 365] Advanced 4096 cells [Level 1 step 365] ADVANCE from elapsed time = 728 to 730 with dt = 2 Making slow rhs at time 728 for fast variables advancing from 728 to 730 No-substepping time integration at level 1 to 730 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004745216058 0.002186694611 and volume-weighted sum 31384.48597 Subtracting 5.330245579e-06 from rhs in subdomain 0 Sum after subtraction 1.251169307e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004691913602 MLMG: Initial residual (resid0) = 0.0004691913602 MLMG: Final Iter. 7 resid, resid/bnorm = 1.963245621e-11, 4.184317504e-08 MLMG: Timers: Solve = 0.004311428 Iter = 0.003996269 Bottom = 0.002045225 Time in solve 0.004675116 Max/L2 norm of divergence after solve at level 1 : 5.330265212e-06 0.0004090073564 and volume-weighted sum 31384.48597 Time integration of scalars at level 1 from 728 to 730 with dt = 2 using RHS created at 728 Making slow rhs at time 730 for fast variables advancing from 728 to 730 No-substepping time integration at level 1 to 730 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004661532447 0.002157891872 and volume-weighted sum 31384.48597 Subtracting 5.330245579e-06 from rhs in subdomain 0 Sum after subtraction 6.2883726e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004608229991 MLMG: Initial residual (resid0) = 0.0004608229991 MLMG: Final Iter. 5 resid, resid/bnorm = 7.192475045e-11, 1.560789079e-07 MLMG: Timers: Solve = 0.003291298 Iter = 0.0029657 Bottom = 0.001533629 Time in solve 0.003646003 Max/L2 norm of divergence after solve at level 1 : 5.330317504e-06 0.0004090073564 and volume-weighted sum 31384.48597 Time integration of scalars at level 1 from 728 to 730 with dt = 2 using RHS created at 730 Done with advance_dycore at level 1 [Level 1 step 365] Advanced 5888 cells Coarse STEP 365 ends. TIME = 730 DT = 2 Timestep time = 0.036082028 seconds. Coarse STEP 366 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373685445 (terrain aware) 1.373685445 (terrain unaware) Anelastic dt at level 0 would be: 6.407772559 (terrain aware) 6.407772559 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.265783226 (terrain aware) 0.265783226 (terrain unaware) Anelastic dt at level 1 would be: 3.09641636 (terrain aware) 3.09641636 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 366] ADVANCE from elapsed time = 730 to 732 with dt = 2 Making slow rhs at time 730 for fast variables advancing from 730 to 730.6666666667 Fast time integration at level 0 from 730 to 730.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 730 to 730.6666666667 with dt = 0.6666666666666 using RHS created at 730 Making slow rhs at time 730.6666666667 for fast variables advancing from 730 to 731 Fast time integration at level 0 from 730 to 730.5 with dt = 0.5 Fast time integration at level 0 from 730.5 to 731 with dt = 0.5 Time integration of scalars at level 0 from 730 to 731 with dt = 1 using RHS created at 730.6666666667 Making slow rhs at time 731 for fast variables advancing from 730 to 732 Fast time integration at level 0 from 730 to 730.5 with dt = 0.5 Fast time integration at level 0 from 730.5 to 731 with dt = 0.5 Fast time integration at level 0 from 731 to 731.5 with dt = 0.5 Fast time integration at level 0 from 731.5 to 732 with dt = 0.5 Time integration of scalars at level 0 from 730 to 732 with dt = 2 using RHS created at 731 Done with advance_dycore at level 0 [Level 0 step 366] Advanced 4096 cells [Level 1 step 366] ADVANCE from elapsed time = 730 to 732 with dt = 2 Making slow rhs at time 730 for fast variables advancing from 730 to 732 No-substepping time integration at level 1 to 732 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000425640927 0.002220857633 and volume-weighted sum 40137.14908 Subtracting 6.816771243e-06 from rhs in subdomain 0 Sum after subtraction -1.808449224e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004188241557 MLMG: Initial residual (resid0) = 0.0004188241557 MLMG: Final Iter. 7 resid, resid/bnorm = 1.331554722e-11, 3.179269161e-08 MLMG: Timers: Solve = 0.004422904 Iter = 0.004110554 Bottom = 0.002119341 Time in solve 0.004781413 Max/L2 norm of divergence after solve at level 1 : 6.816784559e-06 0.0005230733826 and volume-weighted sum 40137.14908 Time integration of scalars at level 1 from 730 to 732 with dt = 2 using RHS created at 730 Making slow rhs at time 732 for fast variables advancing from 730 to 732 No-substepping time integration at level 1 to 732 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003967997365 0.002179280172 and volume-weighted sum 40137.14908 Subtracting 6.816771243e-06 from rhs in subdomain 0 Sum after subtraction -1.582935172e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003899829653 MLMG: Initial residual (resid0) = 0.0003899829653 MLMG: Final Iter. 5 resid, resid/bnorm = 7.950727702e-11, 2.038737178e-07 MLMG: Timers: Solve = 0.003255253 Iter = 0.002944715 Bottom = 0.001512214 Time in solve 0.003613071 Max/L2 norm of divergence after solve at level 1 : 6.81685075e-06 0.0005230733826 and volume-weighted sum 40137.14908 Time integration of scalars at level 1 from 730 to 732 with dt = 2 using RHS created at 732 Done with advance_dycore at level 1 [Level 1 step 366] Advanced 5888 cells Coarse STEP 366 ends. TIME = 732 DT = 2 Timestep time = 0.036292172 seconds. Coarse STEP 367 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373658585 (terrain aware) 1.373658585 (terrain unaware) Anelastic dt at level 0 would be: 6.407765917 (terrain aware) 6.407765917 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.265757297 (terrain aware) 0.265757297 (terrain unaware) Anelastic dt at level 1 would be: 3.095236403 (terrain aware) 3.095236403 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 367] ADVANCE from elapsed time = 732 to 734 with dt = 2 Making slow rhs at time 732 for fast variables advancing from 732 to 732.6666666667 Fast time integration at level 0 from 732 to 732.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 732 to 732.6666666667 with dt = 0.6666666666666 using RHS created at 732 Making slow rhs at time 732.6666666667 for fast variables advancing from 732 to 733 Fast time integration at level 0 from 732 to 732.5 with dt = 0.5 Fast time integration at level 0 from 732.5 to 733 with dt = 0.5 Time integration of scalars at level 0 from 732 to 733 with dt = 1 using RHS created at 732.6666666667 Making slow rhs at time 733 for fast variables advancing from 732 to 734 Fast time integration at level 0 from 732 to 732.5 with dt = 0.5 Fast time integration at level 0 from 732.5 to 733 with dt = 0.5 Fast time integration at level 0 from 733 to 733.5 with dt = 0.5 Fast time integration at level 0 from 733.5 to 734 with dt = 0.5 Time integration of scalars at level 0 from 732 to 734 with dt = 2 using RHS created at 733 Done with advance_dycore at level 0 [Level 0 step 367] Advanced 4096 cells [Level 1 step 367] ADVANCE from elapsed time = 732 to 734 with dt = 2 Making slow rhs at time 732 for fast variables advancing from 732 to 734 No-substepping time integration at level 1 to 734 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004304441706 0.002244591268 and volume-weighted sum 44521.70625 Subtracting 7.561431089e-06 from rhs in subdomain 0 Sum after subtraction 1.435483676e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004228827395 MLMG: Initial residual (resid0) = 0.0004228827395 MLMG: Final Iter. 6 resid, resid/bnorm = 2.148223896e-11, 5.079951711e-08 MLMG: Timers: Solve = 0.004134594 Iter = 0.003821343 Bottom = 0.001980638 Time in solve 0.004486137 Max/L2 norm of divergence after solve at level 1 : 7.561452157e-06 0.0005802135932 and volume-weighted sum 44521.70625 Time integration of scalars at level 1 from 732 to 734 with dt = 2 using RHS created at 732 Making slow rhs at time 734 for fast variables advancing from 732 to 734 No-substepping time integration at level 1 to 734 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004473346544 0.002190444779 and volume-weighted sum 44521.70625 Subtracting 7.561431089e-06 from rhs in subdomain 0 Sum after subtraction 1.658829324e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004397732233 MLMG: Initial residual (resid0) = 0.0004397732233 MLMG: Final Iter. 5 resid, resid/bnorm = 8.173004637e-11, 1.858458906e-07 MLMG: Timers: Solve = 0.003246743 Iter = 0.002929274 Bottom = 0.001497048 Time in solve 0.003597659 Max/L2 norm of divergence after solve at level 1 : 7.561512819e-06 0.0005802135932 and volume-weighted sum 44521.70625 Time integration of scalars at level 1 from 732 to 734 with dt = 2 using RHS created at 734 Done with advance_dycore at level 1 [Level 1 step 367] Advanced 5888 cells Coarse STEP 367 ends. TIME = 734 DT = 2 Timestep time = 0.035953824 seconds. Coarse STEP 368 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373708299 (terrain aware) 1.373708299 (terrain unaware) Anelastic dt at level 0 would be: 6.409379623 (terrain aware) 6.409379623 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2657414897 (terrain aware) 0.2657414897 (terrain unaware) Anelastic dt at level 1 would be: 3.095554834 (terrain aware) 3.095554834 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 368] ADVANCE from elapsed time = 734 to 736 with dt = 2 Making slow rhs at time 734 for fast variables advancing from 734 to 734.6666666667 Fast time integration at level 0 from 734 to 734.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 734 to 734.6666666667 with dt = 0.6666666666666 using RHS created at 734 Making slow rhs at time 734.6666666667 for fast variables advancing from 734 to 735 Fast time integration at level 0 from 734 to 734.5 with dt = 0.5 Fast time integration at level 0 from 734.5 to 735 with dt = 0.5 Time integration of scalars at level 0 from 734 to 735 with dt = 1 using RHS created at 734.6666666667 Making slow rhs at time 735 for fast variables advancing from 734 to 736 Fast time integration at level 0 from 734 to 734.5 with dt = 0.5 Fast time integration at level 0 from 734.5 to 735 with dt = 0.5 Fast time integration at level 0 from 735 to 735.5 with dt = 0.5 Fast time integration at level 0 from 735.5 to 736 with dt = 0.5 Time integration of scalars at level 0 from 734 to 736 with dt = 2 using RHS created at 735 Done with advance_dycore at level 0 [Level 0 step 368] Advanced 4096 cells [Level 1 step 368] ADVANCE from elapsed time = 734 to 736 with dt = 2 Making slow rhs at time 734 for fast variables advancing from 734 to 736 No-substepping time integration at level 1 to 736 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004736716039 0.002247639508 and volume-weighted sum 44051.22038 Subtracting 7.4815252e-06 from rhs in subdomain 0 Sum after subtraction 5.312590645e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004661900787 MLMG: Initial residual (resid0) = 0.0004661900787 MLMG: Final Iter. 6 resid, resid/bnorm = 8.527582543e-11, 1.829207212e-07 MLMG: Timers: Solve = 0.004028328 Iter = 0.003673305 Bottom = 0.001799256 Time in solve 0.00437722 Max/L2 norm of divergence after solve at level 1 : 7.481610476e-06 0.0005740821503 and volume-weighted sum 44051.22038 Time integration of scalars at level 1 from 734 to 736 with dt = 2 using RHS created at 734 Making slow rhs at time 736 for fast variables advancing from 734 to 736 No-substepping time integration at level 1 to 736 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004671587052 0.002185017863 and volume-weighted sum 44051.22038 Subtracting 7.4815252e-06 from rhs in subdomain 0 Sum after subtraction -2.905661822e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00045967718 MLMG: Initial residual (resid0) = 0.00045967718 MLMG: Final Iter. 5 resid, resid/bnorm = 8.209653088e-11, 1.785960549e-07 MLMG: Timers: Solve = 0.00326861 Iter = 0.002953995 Bottom = 0.001515395 Time in solve 0.0036267 Max/L2 norm of divergence after solve at level 1 : 7.481607297e-06 0.0005740821503 and volume-weighted sum 44051.22038 Time integration of scalars at level 1 from 734 to 736 with dt = 2 using RHS created at 736 Done with advance_dycore at level 1 [Level 1 step 368] Advanced 5888 cells Coarse STEP 368 ends. TIME = 736 DT = 2 Timestep time = 0.036103522 seconds. Coarse STEP 369 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373833598 (terrain aware) 1.373833598 (terrain unaware) Anelastic dt at level 0 would be: 6.41259849 (terrain aware) 6.41259849 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2657023454 (terrain aware) 0.2657023454 (terrain unaware) Anelastic dt at level 1 would be: 3.09730815 (terrain aware) 3.09730815 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 369] ADVANCE from elapsed time = 736 to 738 with dt = 2 Making slow rhs at time 736 for fast variables advancing from 736 to 736.6666666667 Fast time integration at level 0 from 736 to 736.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 736 to 736.6666666667 with dt = 0.6666666666666 using RHS created at 736 Making slow rhs at time 736.6666666667 for fast variables advancing from 736 to 737 Fast time integration at level 0 from 736 to 736.5 with dt = 0.5 Fast time integration at level 0 from 736.5 to 737 with dt = 0.5 Time integration of scalars at level 0 from 736 to 737 with dt = 1 using RHS created at 736.6666666667 Making slow rhs at time 737 for fast variables advancing from 736 to 738 Fast time integration at level 0 from 736 to 736.5 with dt = 0.5 Fast time integration at level 0 from 736.5 to 737 with dt = 0.5 Fast time integration at level 0 from 737 to 737.5 with dt = 0.5 Fast time integration at level 0 from 737.5 to 738 with dt = 0.5 Time integration of scalars at level 0 from 736 to 738 with dt = 2 using RHS created at 737 Done with advance_dycore at level 0 [Level 0 step 369] Advanced 4096 cells [Level 1 step 369] ADVANCE from elapsed time = 736 to 738 with dt = 2 Making slow rhs at time 736 for fast variables advancing from 736 to 738 No-substepping time integration at level 1 to 738 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004301080605 0.002220569059 and volume-weighted sum 38883.23266 Subtracting 6.603809895e-06 from rhs in subdomain 0 Sum after subtraction -1.361757929e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004235042506 MLMG: Initial residual (resid0) = 0.0004235042506 MLMG: Final Iter. 7 resid, resid/bnorm = 1.742776736e-11, 4.11513399e-08 MLMG: Timers: Solve = 0.004275226 Iter = 0.003952704 Bottom = 0.001985781 Time in solve 0.00463634 Max/L2 norm of divergence after solve at level 1 : 6.603826981e-06 0.0005067321547 and volume-weighted sum 38883.23266 Time integration of scalars at level 1 from 736 to 738 with dt = 2 using RHS created at 736 Making slow rhs at time 738 for fast variables advancing from 736 to 738 No-substepping time integration at level 1 to 738 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004029393016 0.002164877919 and volume-weighted sum 38883.23266 Subtracting 6.603809895e-06 from rhs in subdomain 0 Sum after subtraction 8.131516294e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003963354917 MLMG: Initial residual (resid0) = 0.0003963354917 MLMG: Final Iter. 5 resid, resid/bnorm = 8.208543796e-11, 2.071109948e-07 MLMG: Timers: Solve = 0.003636506 Iter = 0.003314501 Bottom = 0.001871423 Time in solve 0.003994682 Max/L2 norm of divergence after solve at level 1 : 6.603891981e-06 0.0005067321547 and volume-weighted sum 38883.23266 Time integration of scalars at level 1 from 736 to 738 with dt = 2 using RHS created at 738 Done with advance_dycore at level 1 [Level 1 step 369] Advanced 5888 cells Coarse STEP 369 ends. TIME = 738 DT = 2 Timestep time = 0.036434788 seconds. Coarse STEP 370 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374032599 (terrain aware) 1.374032599 (terrain unaware) Anelastic dt at level 0 would be: 6.417405318 (terrain aware) 6.417405318 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2656689038 (terrain aware) 0.2656689038 (terrain unaware) Anelastic dt at level 1 would be: 3.100404093 (terrain aware) 3.100404093 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 370] ADVANCE from elapsed time = 738 to 740 with dt = 2 Making slow rhs at time 738 for fast variables advancing from 738 to 738.6666666667 Fast time integration at level 0 from 738 to 738.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 738 to 738.6666666667 with dt = 0.6666666666666 using RHS created at 738 Making slow rhs at time 738.6666666667 for fast variables advancing from 738 to 739 Fast time integration at level 0 from 738 to 738.5 with dt = 0.5 Fast time integration at level 0 from 738.5 to 739 with dt = 0.5 Time integration of scalars at level 0 from 738 to 739 with dt = 1 using RHS created at 738.6666666667 Making slow rhs at time 739 for fast variables advancing from 738 to 740 Fast time integration at level 0 from 738 to 738.5 with dt = 0.5 Fast time integration at level 0 from 738.5 to 739 with dt = 0.5 Fast time integration at level 0 from 739 to 739.5 with dt = 0.5 Fast time integration at level 0 from 739.5 to 740 with dt = 0.5 Time integration of scalars at level 0 from 738 to 740 with dt = 2 using RHS created at 739 Done with advance_dycore at level 0 [Level 0 step 370] Advanced 4096 cells [Level 1 step 370] ADVANCE from elapsed time = 738 to 740 with dt = 2 Making slow rhs at time 738 for fast variables advancing from 738 to 740 No-substepping time integration at level 1 to 740 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004167427139 0.002169853633 and volume-weighted sum 29911.1141 Subtracting 5.080012585e-06 from rhs in subdomain 0 Sum after subtraction 1.175275155e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004116627013 MLMG: Initial residual (resid0) = 0.0004116627013 MLMG: Final Iter. 7 resid, resid/bnorm = 1.825915259e-11, 4.435464406e-08 MLMG: Timers: Solve = 0.004273846 Iter = 0.003952067 Bottom = 0.001978701 Time in solve 0.004630893 Max/L2 norm of divergence after solve at level 1 : 5.080030486e-06 0.0003898061519 and volume-weighted sum 29911.1141 Time integration of scalars at level 1 from 738 to 740 with dt = 2 using RHS created at 738 Making slow rhs at time 740 for fast variables advancing from 738 to 740 No-substepping time integration at level 1 to 740 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004356906656 0.002136817178 and volume-weighted sum 29911.1141 Subtracting 5.080012585e-06 from rhs in subdomain 0 Sum after subtraction 1.056012916e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000430610653 MLMG: Initial residual (resid0) = 0.000430610653 MLMG: Final Iter. 5 resid, resid/bnorm = 8.3881182e-11, 1.947958821e-07 MLMG: Timers: Solve = 0.00324507 Iter = 0.002917276 Bottom = 0.001491825 Time in solve 0.003601739 Max/L2 norm of divergence after solve at level 1 : 5.080096466e-06 0.0003898061519 and volume-weighted sum 29911.1141 Time integration of scalars at level 1 from 738 to 740 with dt = 2 using RHS created at 740 Done with advance_dycore at level 1 [Level 1 step 370] Advanced 5888 cells Coarse STEP 370 ends. TIME = 740 DT = 2 Timestep time = 0.036185991 seconds. Coarse STEP 371 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374302297 (terrain aware) 1.374302297 (terrain unaware) Anelastic dt at level 0 would be: 6.423790777 (terrain aware) 6.423790777 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2656437717 (terrain aware) 0.2656437717 (terrain unaware) Anelastic dt at level 1 would be: 3.100516287 (terrain aware) 3.100516287 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(5) m_ref->m_hash_sig(0) ((0,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (79,0,47) (0,0,0)) ((80,0,0) (111,0,47) (0,0,0)) ((112,0,0) (143,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(5) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (63,0,47) (0,0,0)) ((64,0,0) (95,0,47) (0,0,0)) ((96,0,0) (127,0,47) (0,0,0)) ((128,0,0) (143,0,47) (0,0,0)) ) Building the 3D FFT solver to be used on domain ((0,0,0) (143,0,47) (0,0,0)) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003609205101 0.001491696069 and volume-weighted sum 29250.62583 Subtracting 4.231861376e-06 from rhs in subdomain 0 Sum after subtraction 6.071532166e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003566886488 MLMG: Initial residual (resid0) = 0.0003566886488 MLMG: Final Iter. 6 resid, resid/bnorm = 1.484604266e-11, 4.162185344e-08 MLMG: Timers: Solve = 0.00257832 Iter = 0.002337368 Bottom = 0.000253627 Time in solve 0.003096486 Max/L2 norm of divergence after solve at level 1 : 4.231866705e-06 0.0003518303479 and volume-weighted sum 29250.62583 [Level 0 step 371] ADVANCE from elapsed time = 740 to 742 with dt = 2 Making slow rhs at time 740 for fast variables advancing from 740 to 740.6666666667 Fast time integration at level 0 from 740 to 740.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 740 to 740.6666666667 with dt = 0.6666666666666 using RHS created at 740 Making slow rhs at time 740.6666666667 for fast variables advancing from 740 to 741 Fast time integration at level 0 from 740 to 740.5 with dt = 0.5 Fast time integration at level 0 from 740.5 to 741 with dt = 0.5 Time integration of scalars at level 0 from 740 to 741 with dt = 1 using RHS created at 740.6666666667 Making slow rhs at time 741 for fast variables advancing from 740 to 742 Fast time integration at level 0 from 740 to 740.5 with dt = 0.5 Fast time integration at level 0 from 740.5 to 741 with dt = 0.5 Fast time integration at level 0 from 741 to 741.5 with dt = 0.5 Fast time integration at level 0 from 741.5 to 742 with dt = 0.5 Time integration of scalars at level 0 from 740 to 742 with dt = 2 using RHS created at 741 Done with advance_dycore at level 0 [Level 0 step 371] Advanced 4096 cells [Level 1 step 371] ADVANCE from elapsed time = 740 to 742 with dt = 2 Making slow rhs at time 740 for fast variables advancing from 740 to 742 No-substepping time integration at level 1 to 742 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.008154132719 0.08055949805 and volume-weighted sum 20442.66018 Subtracting 2.95756079e-06 from rhs in subdomain 0 Sum after subtraction -1.165734176e-09 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00815709028 MLMG: Initial residual (resid0) = 0.00815709028 MLMG: Final Iter. 7 resid, resid/bnorm = 1.926413087e-11, 2.361642474e-09 MLMG: Timers: Solve = 0.003017733 Iter = 0.002711036 Bottom = 0.00029925 Time in solve 0.00355466 Max/L2 norm of divergence after solve at level 1 : 2.957575865e-06 0.0002458869866 and volume-weighted sum 20442.66018 Time integration of scalars at level 1 from 740 to 742 with dt = 2 using RHS created at 740 Making slow rhs at time 742 for fast variables advancing from 740 to 742 No-substepping time integration at level 1 to 742 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004613939291 0.002112018929 and volume-weighted sum 20442.66018 Subtracting 2.95756079e-06 from rhs in subdomain 0 Sum after subtraction 5.648693319e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004584363683 MLMG: Initial residual (resid0) = 0.0004584363683 MLMG: Final Iter. 5 resid, resid/bnorm = 3.437771112e-11, 7.498905737e-08 MLMG: Timers: Solve = 0.002196892 Iter = 0.001949166 Bottom = 0.000214467 Time in solve 0.002729505 Max/L2 norm of divergence after solve at level 1 : 2.957579379e-06 0.0002458869866 and volume-weighted sum 20442.66018 Time integration of scalars at level 1 from 740 to 742 with dt = 2 using RHS created at 742 Done with advance_dycore at level 1 [Level 1 step 371] Advanced 6912 cells Coarse STEP 371 ends. TIME = 742 DT = 2 Timestep time = 0.056070665 seconds. Coarse STEP 372 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374641484 (terrain aware) 1.374641484 (terrain unaware) Anelastic dt at level 0 would be: 6.43175703 (terrain aware) 6.43175703 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2656260863 (terrain aware) 0.2656260863 (terrain unaware) Anelastic dt at level 1 would be: 3.100843534 (terrain aware) 3.100843534 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 372] ADVANCE from elapsed time = 742 to 744 with dt = 2 Making slow rhs at time 742 for fast variables advancing from 742 to 742.6666666667 Fast time integration at level 0 from 742 to 742.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 742 to 742.6666666667 with dt = 0.6666666666666 using RHS created at 742 Making slow rhs at time 742.6666666667 for fast variables advancing from 742 to 743 Fast time integration at level 0 from 742 to 742.5 with dt = 0.5 Fast time integration at level 0 from 742.5 to 743 with dt = 0.5 Time integration of scalars at level 0 from 742 to 743 with dt = 1 using RHS created at 742.6666666667 Making slow rhs at time 743 for fast variables advancing from 742 to 744 Fast time integration at level 0 from 742 to 742.5 with dt = 0.5 Fast time integration at level 0 from 742.5 to 743 with dt = 0.5 Fast time integration at level 0 from 743 to 743.5 with dt = 0.5 Fast time integration at level 0 from 743.5 to 744 with dt = 0.5 Time integration of scalars at level 0 from 742 to 744 with dt = 2 using RHS created at 743 Done with advance_dycore at level 0 [Level 0 step 372] Advanced 4096 cells [Level 1 step 372] ADVANCE from elapsed time = 742 to 744 with dt = 2 Making slow rhs at time 742 for fast variables advancing from 742 to 744 No-substepping time integration at level 1 to 744 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004295840018 0.002106084071 and volume-weighted sum 9740.006411 Subtracting 1.409144446e-06 from rhs in subdomain 0 Sum after subtraction -5.767955558e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004281748573 MLMG: Initial residual (resid0) = 0.0004281748573 MLMG: Final Iter. 5 resid, resid/bnorm = 4.374329443e-11, 1.021622211e-07 MLMG: Timers: Solve = 0.002206918 Iter = 0.001952227 Bottom = 0.000216248 Time in solve 0.002729966 Max/L2 norm of divergence after solve at level 1 : 1.409175663e-06 0.0001171540692 and volume-weighted sum 9740.006411 Time integration of scalars at level 1 from 742 to 744 with dt = 2 using RHS created at 742 Making slow rhs at time 744 for fast variables advancing from 742 to 744 No-substepping time integration at level 1 to 744 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004051548634 0.002096945571 and volume-weighted sum 9740.006411 Subtracting 1.409144446e-06 from rhs in subdomain 0 Sum after subtraction -4.770489559e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000403745719 MLMG: Initial residual (resid0) = 0.000403745719 MLMG: Final Iter. 5 resid, resid/bnorm = 3.383136794e-11, 8.379375026e-08 MLMG: Timers: Solve = 0.002246747 Iter = 0.001990229 Bottom = 0.000221077 Time in solve 0.002758244 Max/L2 norm of divergence after solve at level 1 : 1.409162906e-06 0.0001171540692 and volume-weighted sum 9740.006411 Time integration of scalars at level 1 from 742 to 744 with dt = 2 using RHS created at 744 Done with advance_dycore at level 1 [Level 1 step 372] Advanced 6912 cells Coarse STEP 372 ends. TIME = 744 DT = 2 Timestep time = 0.038379576 seconds. Coarse STEP 373 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375050629 (terrain aware) 1.375050629 (terrain unaware) Anelastic dt at level 0 would be: 6.441328699 (terrain aware) 6.441328699 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2656005553 (terrain aware) 0.2656005553 (terrain unaware) Anelastic dt at level 1 would be: 3.102870547 (terrain aware) 3.102870547 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 373] ADVANCE from elapsed time = 744 to 746 with dt = 2 Making slow rhs at time 744 for fast variables advancing from 744 to 744.6666666667 Fast time integration at level 0 from 744 to 744.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 744 to 744.6666666667 with dt = 0.6666666666666 using RHS created at 744 Making slow rhs at time 744.6666666667 for fast variables advancing from 744 to 745 Fast time integration at level 0 from 744 to 744.5 with dt = 0.5 Fast time integration at level 0 from 744.5 to 745 with dt = 0.5 Time integration of scalars at level 0 from 744 to 745 with dt = 1 using RHS created at 744.6666666667 Making slow rhs at time 745 for fast variables advancing from 744 to 746 Fast time integration at level 0 from 744 to 744.5 with dt = 0.5 Fast time integration at level 0 from 744.5 to 745 with dt = 0.5 Fast time integration at level 0 from 745 to 745.5 with dt = 0.5 Fast time integration at level 0 from 745.5 to 746 with dt = 0.5 Time integration of scalars at level 0 from 744 to 746 with dt = 2 using RHS created at 745 Done with advance_dycore at level 0 [Level 0 step 373] Advanced 4096 cells [Level 1 step 373] ADVANCE from elapsed time = 744 to 746 with dt = 2 Making slow rhs at time 744 for fast variables advancing from 744 to 746 No-substepping time integration at level 1 to 746 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003982532089 0.00211301931 and volume-weighted sum -2649.443925 Subtracting -3.833107531e-07 from rhs in subdomain 0 Sum after subtraction 6.66242235e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003986365196 MLMG: Initial residual (resid0) = 0.0003986365196 MLMG: Final Iter. 5 resid, resid/bnorm = 5.402401362e-11, 1.35521988e-07 MLMG: Timers: Solve = 0.002262499 Iter = 0.002007936 Bottom = 0.00021375 Time in solve 0.002788366 Max/L2 norm of divergence after solve at level 1 : 3.833647771e-07 3.186785757e-05 and volume-weighted sum -2649.443925 Time integration of scalars at level 1 from 744 to 746 with dt = 2 using RHS created at 744 Making slow rhs at time 746 for fast variables advancing from 744 to 746 No-substepping time integration at level 1 to 746 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004195987394 0.002090303996 and volume-weighted sum -2649.443925 Subtracting -3.833107531e-07 from rhs in subdomain 0 Sum after subtraction 2.157562323e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004199820501 MLMG: Initial residual (resid0) = 0.0004199820501 MLMG: Final Iter. 5 resid, resid/bnorm = 3.357392168e-11, 7.994132527e-08 MLMG: Timers: Solve = 0.002241144 Iter = 0.001997069 Bottom = 0.000224208 Time in solve 0.002761249 Max/L2 norm of divergence after solve at level 1 : 3.83344327e-07 3.186785757e-05 and volume-weighted sum -2649.443925 Time integration of scalars at level 1 from 744 to 746 with dt = 2 using RHS created at 746 Done with advance_dycore at level 1 [Level 1 step 373] Advanced 6912 cells Coarse STEP 373 ends. TIME = 746 DT = 2 Timestep time = 0.038187521 seconds. Coarse STEP 374 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375532121 (terrain aware) 1.375532121 (terrain unaware) Anelastic dt at level 0 would be: 6.452379483 (terrain aware) 6.452379483 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2655644281 (terrain aware) 0.2655644281 (terrain unaware) Anelastic dt at level 1 would be: 3.105974887 (terrain aware) 3.105974887 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 374] ADVANCE from elapsed time = 746 to 748 with dt = 2 Making slow rhs at time 746 for fast variables advancing from 746 to 746.6666666667 Fast time integration at level 0 from 746 to 746.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 746 to 746.6666666667 with dt = 0.6666666666666 using RHS created at 746 Making slow rhs at time 746.6666666667 for fast variables advancing from 746 to 747 Fast time integration at level 0 from 746 to 746.5 with dt = 0.5 Fast time integration at level 0 from 746.5 to 747 with dt = 0.5 Time integration of scalars at level 0 from 746 to 747 with dt = 1 using RHS created at 746.6666666667 Making slow rhs at time 747 for fast variables advancing from 746 to 748 Fast time integration at level 0 from 746 to 746.5 with dt = 0.5 Fast time integration at level 0 from 746.5 to 747 with dt = 0.5 Fast time integration at level 0 from 747 to 747.5 with dt = 0.5 Fast time integration at level 0 from 747.5 to 748 with dt = 0.5 Time integration of scalars at level 0 from 746 to 748 with dt = 2 using RHS created at 747 Done with advance_dycore at level 0 [Level 0 step 374] Advanced 4096 cells [Level 1 step 374] ADVANCE from elapsed time = 746 to 748 with dt = 2 Making slow rhs at time 746 for fast variables advancing from 746 to 748 No-substepping time integration at level 1 to 748 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004544917562 0.002127107317 and volume-weighted sum -16386.29653 Subtracting -2.370702622e-06 from rhs in subdomain 0 Sum after subtraction 8.810497904e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004568624588 MLMG: Initial residual (resid0) = 0.0004568624588 MLMG: Final Iter. 5 resid, resid/bnorm = 6.236113326e-11, 1.364987034e-07 MLMG: Timers: Solve = 0.00223231 Iter = 0.001971366 Bottom = 0.000212285 Time in solve 0.002747586 Max/L2 norm of divergence after solve at level 1 : 2.370764983e-06 0.0001970965148 and volume-weighted sum -16386.29653 Time integration of scalars at level 1 from 746 to 748 with dt = 2 using RHS created at 746 Making slow rhs at time 748 for fast variables advancing from 746 to 748 No-substepping time integration at level 1 to 748 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004539885606 0.002096037505 and volume-weighted sum -16386.29653 Subtracting -2.370702622e-06 from rhs in subdomain 0 Sum after subtraction 8.73866951e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004563592632 MLMG: Initial residual (resid0) = 0.0004563592632 MLMG: Final Iter. 5 resid, resid/bnorm = 3.360923673e-11, 7.364644357e-08 MLMG: Timers: Solve = 0.0022326 Iter = 0.001990426 Bottom = 0.000218785 Time in solve 0.002765252 Max/L2 norm of divergence after solve at level 1 : 2.370736231e-06 0.0001970965148 and volume-weighted sum -16386.29653 Time integration of scalars at level 1 from 746 to 748 with dt = 2 using RHS created at 748 Done with advance_dycore at level 1 [Level 1 step 374] Advanced 6912 cells Coarse STEP 374 ends. TIME = 748 DT = 2 Timestep time = 0.037944631 seconds. Coarse STEP 375 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375343424 (terrain aware) 1.375343424 (terrain unaware) Anelastic dt at level 0 would be: 6.447740004 (terrain aware) 6.447740004 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2655347921 (terrain aware) 0.2655347921 (terrain unaware) Anelastic dt at level 1 would be: 3.107561692 (terrain aware) 3.107561692 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 375] ADVANCE from elapsed time = 748 to 750 with dt = 2 Making slow rhs at time 748 for fast variables advancing from 748 to 748.6666666667 Fast time integration at level 0 from 748 to 748.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 748 to 748.6666666667 with dt = 0.6666666666666 using RHS created at 748 Making slow rhs at time 748.6666666667 for fast variables advancing from 748 to 749 Fast time integration at level 0 from 748 to 748.5 with dt = 0.5 Fast time integration at level 0 from 748.5 to 749 with dt = 0.5 Time integration of scalars at level 0 from 748 to 749 with dt = 1 using RHS created at 748.6666666667 Making slow rhs at time 749 for fast variables advancing from 748 to 750 Fast time integration at level 0 from 748 to 748.5 with dt = 0.5 Fast time integration at level 0 from 748.5 to 749 with dt = 0.5 Fast time integration at level 0 from 749 to 749.5 with dt = 0.5 Fast time integration at level 0 from 749.5 to 750 with dt = 0.5 Time integration of scalars at level 0 from 748 to 750 with dt = 2 using RHS created at 749 Done with advance_dycore at level 0 [Level 0 step 375] Advanced 4096 cells [Level 1 step 375] ADVANCE from elapsed time = 748 to 750 with dt = 2 Making slow rhs at time 748 for fast variables advancing from 748 to 750 No-substepping time integration at level 1 to 750 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004286215618 0.002142413637 and volume-weighted sum -30566.48795 Subtracting -4.422234947e-06 from rhs in subdomain 0 Sum after subtraction 6.104058231e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004330437967 MLMG: Initial residual (resid0) = 0.0004330437967 MLMG: Final Iter. 5 resid, resid/bnorm = 5.876262417e-11, 1.356967231e-07 MLMG: Timers: Solve = 0.002221377 Iter = 0.001976051 Bottom = 0.000211983 Time in solve 0.002736734 Max/L2 norm of divergence after solve at level 1 : 4.42229371e-06 0.0003676577094 and volume-weighted sum -30566.48795 Time integration of scalars at level 1 from 748 to 750 with dt = 2 using RHS created at 748 Making slow rhs at time 750 for fast variables advancing from 748 to 750 No-substepping time integration at level 1 to 750 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004070498847 0.002115875763 and volume-weighted sum -30566.48795 Subtracting -4.422234947e-06 from rhs in subdomain 0 Sum after subtraction 5.800481623e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004114721196 MLMG: Initial residual (resid0) = 0.0004114721196 MLMG: Final Iter. 5 resid, resid/bnorm = 3.352697636e-11, 8.148055423e-08 MLMG: Timers: Solve = 0.002275668 Iter = 0.002027451 Bottom = 0.000225451 Time in solve 0.002788181 Max/L2 norm of divergence after solve at level 1 : 4.422268474e-06 0.0003676577094 and volume-weighted sum -30566.48795 Time integration of scalars at level 1 from 748 to 750 with dt = 2 using RHS created at 750 Done with advance_dycore at level 1 [Level 1 step 375] Advanced 6912 cells Coarse STEP 375 ends. TIME = 750 DT = 2 Timestep time = 0.038519715 seconds. Coarse STEP 376 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375202058 (terrain aware) 1.375202058 (terrain unaware) Anelastic dt at level 0 would be: 6.445103672 (terrain aware) 6.445103672 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2655116987 (terrain aware) 0.2655116987 (terrain unaware) Anelastic dt at level 1 would be: 3.107505104 (terrain aware) 3.107505104 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 376] ADVANCE from elapsed time = 750 to 752 with dt = 2 Making slow rhs at time 750 for fast variables advancing from 750 to 750.6666666667 Fast time integration at level 0 from 750 to 750.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 750 to 750.6666666667 with dt = 0.6666666666666 using RHS created at 750 Making slow rhs at time 750.6666666667 for fast variables advancing from 750 to 751 Fast time integration at level 0 from 750 to 750.5 with dt = 0.5 Fast time integration at level 0 from 750.5 to 751 with dt = 0.5 Time integration of scalars at level 0 from 750 to 751 with dt = 1 using RHS created at 750.6666666667 Making slow rhs at time 751 for fast variables advancing from 750 to 752 Fast time integration at level 0 from 750 to 750.5 with dt = 0.5 Fast time integration at level 0 from 750.5 to 751 with dt = 0.5 Fast time integration at level 0 from 751 to 751.5 with dt = 0.5 Fast time integration at level 0 from 751.5 to 752 with dt = 0.5 Time integration of scalars at level 0 from 750 to 752 with dt = 2 using RHS created at 751 Done with advance_dycore at level 0 [Level 0 step 376] Advanced 4096 cells [Level 1 step 376] ADVANCE from elapsed time = 750 to 752 with dt = 2 Making slow rhs at time 750 for fast variables advancing from 750 to 752 No-substepping time integration at level 1 to 752 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003757403501 0.002165152484 and volume-weighted sum -43439.3966 Subtracting -6.284634925e-06 from rhs in subdomain 0 Sum after subtraction -7.047314121e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000382024985 MLMG: Initial residual (resid0) = 0.000382024985 MLMG: Final Iter. 5 resid, resid/bnorm = 5.566345984e-11, 1.457063334e-07 MLMG: Timers: Solve = 0.002213873 Iter = 0.001967751 Bottom = 0.000223013 Time in solve 0.002731114 Max/L2 norm of divergence after solve at level 1 : 6.284690589e-06 0.0005224947359 and volume-weighted sum -43439.3966 Time integration of scalars at level 1 from 750 to 752 with dt = 2 using RHS created at 750 Making slow rhs at time 752 for fast variables advancing from 750 to 752 No-substepping time integration at level 1 to 752 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003996078939 0.002145420087 and volume-weighted sum -43439.3966 Subtracting -6.284634925e-06 from rhs in subdomain 0 Sum after subtraction 1.778091563e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004058925289 MLMG: Initial residual (resid0) = 0.0004058925289 MLMG: Final Iter. 5 resid, resid/bnorm = 3.342618323e-11, 8.235229981e-08 MLMG: Timers: Solve = 0.002230689 Iter = 0.001986887 Bottom = 0.000225043 Time in solve 0.002766632 Max/L2 norm of divergence after solve at level 1 : 6.284668351e-06 0.0005224947359 and volume-weighted sum -43439.3966 Time integration of scalars at level 1 from 750 to 752 with dt = 2 using RHS created at 752 Done with advance_dycore at level 1 [Level 1 step 376] Advanced 6912 cells Coarse STEP 376 ends. TIME = 752 DT = 2 Timestep time = 0.03856784 seconds. Coarse STEP 377 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375155138 (terrain aware) 1.375155138 (terrain unaware) Anelastic dt at level 0 would be: 6.444556733 (terrain aware) 6.444556733 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.265490451 (terrain aware) 0.265490451 (terrain unaware) Anelastic dt at level 1 would be: 3.108533108 (terrain aware) 3.108533108 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 377] ADVANCE from elapsed time = 752 to 754 with dt = 2 Making slow rhs at time 752 for fast variables advancing from 752 to 752.6666666667 Fast time integration at level 0 from 752 to 752.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 752 to 752.6666666667 with dt = 0.6666666666666 using RHS created at 752 Making slow rhs at time 752.6666666667 for fast variables advancing from 752 to 753 Fast time integration at level 0 from 752 to 752.5 with dt = 0.5 Fast time integration at level 0 from 752.5 to 753 with dt = 0.5 Time integration of scalars at level 0 from 752 to 753 with dt = 1 using RHS created at 752.6666666667 Making slow rhs at time 753 for fast variables advancing from 752 to 754 Fast time integration at level 0 from 752 to 752.5 with dt = 0.5 Fast time integration at level 0 from 752.5 to 753 with dt = 0.5 Fast time integration at level 0 from 753 to 753.5 with dt = 0.5 Fast time integration at level 0 from 753.5 to 754 with dt = 0.5 Time integration of scalars at level 0 from 752 to 754 with dt = 2 using RHS created at 753 Done with advance_dycore at level 0 [Level 0 step 377] Advanced 4096 cells [Level 1 step 377] ADVANCE from elapsed time = 752 to 754 with dt = 2 Making slow rhs at time 752 for fast variables advancing from 752 to 754 No-substepping time integration at level 1 to 754 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004406991907 0.002201415261 and volume-weighted sum -52612.27957 Subtracting -7.611730262e-06 from rhs in subdomain 0 Sum after subtraction 1.290200585e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004483109209 MLMG: Initial residual (resid0) = 0.0004483109209 MLMG: Final Iter. 5 resid, resid/bnorm = 9.003544122e-11, 2.008325852e-07 MLMG: Timers: Solve = 0.00223272 Iter = 0.001980953 Bottom = 0.000212601 Time in solve 0.002749613 Max/L2 norm of divergence after solve at level 1 : 7.6118054e-06 0.0006328273703 and volume-weighted sum -52612.27957 Time integration of scalars at level 1 from 752 to 754 with dt = 2 using RHS created at 752 Making slow rhs at time 754 for fast variables advancing from 752 to 754 No-substepping time integration at level 1 to 754 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004440671681 0.002172205089 and volume-weighted sum -52612.27957 Subtracting -7.611730262e-06 from rhs in subdomain 0 Sum after subtraction 6.104058231e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004516788984 MLMG: Initial residual (resid0) = 0.0004516788984 MLMG: Final Iter. 5 resid, resid/bnorm = 3.348989438e-11, 7.414535968e-08 MLMG: Timers: Solve = 0.002234638 Iter = 0.001987854 Bottom = 0.000218515 Time in solve 0.002763849 Max/L2 norm of divergence after solve at level 1 : 7.611763752e-06 0.0006328273703 and volume-weighted sum -52612.27957 Time integration of scalars at level 1 from 752 to 754 with dt = 2 using RHS created at 754 Done with advance_dycore at level 1 [Level 1 step 377] Advanced 6912 cells Coarse STEP 377 ends. TIME = 754 DT = 2 Timestep time = 0.038567162 seconds. Coarse STEP 378 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375205403 (terrain aware) 1.375205403 (terrain unaware) Anelastic dt at level 0 would be: 6.446141915 (terrain aware) 6.446141915 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2654452559 (terrain aware) 0.2654452559 (terrain unaware) Anelastic dt at level 1 would be: 3.110667381 (terrain aware) 3.110667381 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 378] ADVANCE from elapsed time = 754 to 756 with dt = 2 Making slow rhs at time 754 for fast variables advancing from 754 to 754.6666666667 Fast time integration at level 0 from 754 to 754.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 754 to 754.6666666667 with dt = 0.6666666666666 using RHS created at 754 Making slow rhs at time 754.6666666667 for fast variables advancing from 754 to 755 Fast time integration at level 0 from 754 to 754.5 with dt = 0.5 Fast time integration at level 0 from 754.5 to 755 with dt = 0.5 Time integration of scalars at level 0 from 754 to 755 with dt = 1 using RHS created at 754.6666666667 Making slow rhs at time 755 for fast variables advancing from 754 to 756 Fast time integration at level 0 from 754 to 754.5 with dt = 0.5 Fast time integration at level 0 from 754.5 to 755 with dt = 0.5 Fast time integration at level 0 from 755 to 755.5 with dt = 0.5 Fast time integration at level 0 from 755.5 to 756 with dt = 0.5 Time integration of scalars at level 0 from 754 to 756 with dt = 2 using RHS created at 755 Done with advance_dycore at level 0 [Level 0 step 378] Advanced 4096 cells [Level 1 step 378] ADVANCE from elapsed time = 754 to 756 with dt = 2 Making slow rhs at time 754 for fast variables advancing from 754 to 756 No-substepping time integration at level 1 to 756 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004272884698 0.002238332113 and volume-weighted sum -55772.52816 Subtracting -8.068942152e-06 from rhs in subdomain 0 Sum after subtraction 1.213222231e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004353574119 MLMG: Initial residual (resid0) = 0.0004353574119 MLMG: Final Iter. 6 resid, resid/bnorm = 8.009954268e-12, 1.839857103e-08 MLMG: Timers: Solve = 0.002592725 Iter = 0.00233976 Bottom = 0.000249984 Time in solve 0.00311244 Max/L2 norm of divergence after solve at level 1 : 8.068950162e-06 0.000670839253 and volume-weighted sum -55772.52816 Time integration of scalars at level 1 from 754 to 756 with dt = 2 using RHS created at 754 Making slow rhs at time 756 for fast variables advancing from 754 to 756 No-substepping time integration at level 1 to 756 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004097298925 0.002181137406 and volume-weighted sum -55772.52816 Subtracting -8.068942152e-06 from rhs in subdomain 0 Sum after subtraction 9.324138683e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004177988346 MLMG: Initial residual (resid0) = 0.0004177988346 MLMG: Final Iter. 5 resid, resid/bnorm = 3.345917482e-11, 8.008441395e-08 MLMG: Timers: Solve = 0.002216612 Iter = 0.001971014 Bottom = 0.000206162 Time in solve 0.002750111 Max/L2 norm of divergence after solve at level 1 : 8.068975611e-06 0.000670839253 and volume-weighted sum -55772.52816 Time integration of scalars at level 1 from 754 to 756 with dt = 2 using RHS created at 756 Done with advance_dycore at level 1 [Level 1 step 378] Advanced 6912 cells Coarse STEP 378 ends. TIME = 756 DT = 2 Timestep time = 0.039121717 seconds. Coarse STEP 379 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375352531 (terrain aware) 1.375352531 (terrain unaware) Anelastic dt at level 0 would be: 6.449840226 (terrain aware) 6.449840226 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2654080829 (terrain aware) 0.2654080829 (terrain unaware) Anelastic dt at level 1 would be: 3.108004976 (terrain aware) 3.108004976 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 379] ADVANCE from elapsed time = 756 to 758 with dt = 2 Making slow rhs at time 756 for fast variables advancing from 756 to 756.6666666667 Fast time integration at level 0 from 756 to 756.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 756 to 756.6666666667 with dt = 0.6666666666666 using RHS created at 756 Making slow rhs at time 756.6666666667 for fast variables advancing from 756 to 757 Fast time integration at level 0 from 756 to 756.5 with dt = 0.5 Fast time integration at level 0 from 756.5 to 757 with dt = 0.5 Time integration of scalars at level 0 from 756 to 757 with dt = 1 using RHS created at 756.6666666667 Making slow rhs at time 757 for fast variables advancing from 756 to 758 Fast time integration at level 0 from 756 to 756.5 with dt = 0.5 Fast time integration at level 0 from 756.5 to 757 with dt = 0.5 Fast time integration at level 0 from 757 to 757.5 with dt = 0.5 Fast time integration at level 0 from 757.5 to 758 with dt = 0.5 Time integration of scalars at level 0 from 756 to 758 with dt = 2 using RHS created at 757 Done with advance_dycore at level 0 [Level 0 step 379] Advanced 4096 cells [Level 1 step 379] ADVANCE from elapsed time = 756 to 758 with dt = 2 Making slow rhs at time 756 for fast variables advancing from 756 to 758 No-substepping time integration at level 1 to 758 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003553524644 0.002244300015 and volume-weighted sum -51600.83969 Subtracting -7.465399261e-06 from rhs in subdomain 0 Sum after subtraction -1.754239115e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003628178637 MLMG: Initial residual (resid0) = 0.0003628178637 MLMG: Final Iter. 6 resid, resid/bnorm = 9.174837915e-12, 2.528772377e-08 MLMG: Timers: Solve = 0.002585515 Iter = 0.002334355 Bottom = 0.000244294 Time in solve 0.003112777 Max/L2 norm of divergence after solve at level 1 : 7.465408436e-06 0.0006206616393 and volume-weighted sum -51600.83969 Time integration of scalars at level 1 from 756 to 758 with dt = 2 using RHS created at 756 Making slow rhs at time 758 for fast variables advancing from 756 to 758 No-substepping time integration at level 1 to 758 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003822189336 0.002163772316 and volume-weighted sum -51600.83969 Subtracting -7.465399261e-06 from rhs in subdomain 0 Sum after subtraction -3.1441863e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003896843329 MLMG: Initial residual (resid0) = 0.0003896843329 MLMG: Final Iter. 5 resid, resid/bnorm = 3.33782666e-11, 8.565462809e-08 MLMG: Timers: Solve = 0.002251661 Iter = 0.001994228 Bottom = 0.000223773 Time in solve 0.002770803 Max/L2 norm of divergence after solve at level 1 : 7.46543264e-06 0.0006206616393 and volume-weighted sum -51600.83969 Time integration of scalars at level 1 from 756 to 758 with dt = 2 using RHS created at 758 Done with advance_dycore at level 1 [Level 1 step 379] Advanced 6912 cells Coarse STEP 379 ends. TIME = 758 DT = 2 Timestep time = 0.03891062 seconds. Coarse STEP 380 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375592957 (terrain aware) 1.375592957 (terrain unaware) Anelastic dt at level 0 would be: 6.45556863 (terrain aware) 6.45556863 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2653794545 (terrain aware) 0.2653794545 (terrain unaware) Anelastic dt at level 1 would be: 3.106664017 (terrain aware) 3.106664017 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 380] ADVANCE from elapsed time = 758 to 760 with dt = 2 Making slow rhs at time 758 for fast variables advancing from 758 to 758.6666666667 Fast time integration at level 0 from 758 to 758.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 758 to 758.6666666667 with dt = 0.6666666666666 using RHS created at 758 Making slow rhs at time 758.6666666667 for fast variables advancing from 758 to 759 Fast time integration at level 0 from 758 to 758.5 with dt = 0.5 Fast time integration at level 0 from 758.5 to 759 with dt = 0.5 Time integration of scalars at level 0 from 758 to 759 with dt = 1 using RHS created at 758.6666666667 Making slow rhs at time 759 for fast variables advancing from 758 to 760 Fast time integration at level 0 from 758 to 758.5 with dt = 0.5 Fast time integration at level 0 from 758.5 to 759 with dt = 0.5 Fast time integration at level 0 from 759 to 759.5 with dt = 0.5 Fast time integration at level 0 from 759.5 to 760 with dt = 0.5 Time integration of scalars at level 0 from 758 to 760 with dt = 2 using RHS created at 759 Done with advance_dycore at level 0 [Level 0 step 380] Advanced 4096 cells [Level 1 step 380] ADVANCE from elapsed time = 758 to 760 with dt = 2 Making slow rhs at time 758 for fast variables advancing from 758 to 760 No-substepping time integration at level 1 to 760 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004321906292 0.002200026281 and volume-weighted sum -40391.39498 Subtracting -5.843662467e-06 from rhs in subdomain 0 Sum after subtraction -1.076070656e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004380342916 MLMG: Initial residual (resid0) = 0.0004380342916 MLMG: Final Iter. 6 resid, resid/bnorm = 8.706928503e-12, 1.987727598e-08 MLMG: Timers: Solve = 0.002587832 Iter = 0.002342883 Bottom = 0.000249036 Time in solve 0.003109579 Max/L2 norm of divergence after solve at level 1 : 5.843671174e-06 0.0004858329742 and volume-weighted sum -40391.39498 Time integration of scalars at level 1 from 758 to 760 with dt = 2 using RHS created at 758 Making slow rhs at time 760 for fast variables advancing from 758 to 760 No-substepping time integration at level 1 to 760 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004393849728 0.002126122353 and volume-weighted sum -40391.39498 Subtracting -5.843662467e-06 from rhs in subdomain 0 Sum after subtraction -1.024028952e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004452286353 MLMG: Initial residual (resid0) = 0.0004452286353 MLMG: Final Iter. 5 resid, resid/bnorm = 3.327254722e-11, 7.473137302e-08 MLMG: Timers: Solve = 0.002223171 Iter = 0.001978928 Bottom = 0.000217162 Time in solve 0.002757584 Max/L2 norm of divergence after solve at level 1 : 5.84369574e-06 0.0004858329742 and volume-weighted sum -40391.39498 Time integration of scalars at level 1 from 758 to 760 with dt = 2 using RHS created at 760 Done with advance_dycore at level 1 [Level 1 step 380] Advanced 6912 cells Coarse STEP 380 ends. TIME = 760 DT = 2 Timestep time = 0.038763491 seconds. Coarse STEP 381 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375919827 (terrain aware) 1.375919827 (terrain unaware) Anelastic dt at level 0 would be: 6.463195429 (terrain aware) 6.463195429 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2653596623 (terrain aware) 0.2653596623 (terrain unaware) Anelastic dt at level 1 would be: 3.105205486 (terrain aware) 3.105205486 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (63,0,15) (0,0,0)) ((64,0,0) (143,0,47) (0,0,0)) ((32,0,16) (63,0,31) (0,0,0)) ((48,0,32) (63,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(5) m_ref->m_hash_sig(0) ((0,0,0) (31,0,47) (0,0,0)) ((32,0,0) (47,0,47) (0,0,0)) ((48,0,0) (79,0,47) (0,0,0)) ((80,0,0) (111,0,47) (0,0,0)) ((112,0,0) (143,0,47) (0,0,0)) ) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.005045852376 0.01862719789 and volume-weighted sum -38068.98479 Subtracting -6.759407811e-06 from rhs in subdomain 0 Sum after subtraction -4.857225733e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.005039092968 MLMG: Initial residual (resid0) = 0.005039092968 MLMG: Final Iter. 9 resid, resid/bnorm = 2.151221574e-11, 4.269065064e-09 MLMG: Timers: Solve = 0.005158251 Iter = 0.004732278 Bottom = 0.002180224 Time in solve 0.005465394 Max/L2 norm of divergence after solve at level 1 : 6.75942916e-06 0.0005072709268 and volume-weighted sum -38068.98479 [Level 0 step 381] ADVANCE from elapsed time = 760 to 762 with dt = 2 Making slow rhs at time 760 for fast variables advancing from 760 to 760.6666666667 Fast time integration at level 0 from 760 to 760.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 760 to 760.6666666667 with dt = 0.6666666666666 using RHS created at 760 Making slow rhs at time 760.6666666667 for fast variables advancing from 760 to 761 Fast time integration at level 0 from 760 to 760.5 with dt = 0.5 Fast time integration at level 0 from 760.5 to 761 with dt = 0.5 Time integration of scalars at level 0 from 760 to 761 with dt = 1 using RHS created at 760.6666666667 Making slow rhs at time 761 for fast variables advancing from 760 to 762 Fast time integration at level 0 from 760 to 760.5 with dt = 0.5 Fast time integration at level 0 from 760.5 to 761 with dt = 0.5 Fast time integration at level 0 from 761 to 761.5 with dt = 0.5 Fast time integration at level 0 from 761.5 to 762 with dt = 0.5 Time integration of scalars at level 0 from 760 to 762 with dt = 2 using RHS created at 761 Done with advance_dycore at level 0 [Level 0 step 381] Advanced 4096 cells [Level 1 step 381] ADVANCE from elapsed time = 760 to 762 with dt = 2 Making slow rhs at time 760 for fast variables advancing from 760 to 762 No-substepping time integration at level 1 to 762 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.01699518026 0.09426394301 and volume-weighted sum -24621.11658 Subtracting -4.371647119e-06 from rhs in subdomain 0 Sum after subtraction 1.471045508e-09 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.01699955191 MLMG: Initial residual (resid0) = 0.01699955191 MLMG: Final Iter. 9 resid, resid/bnorm = 3.621489567e-11, 2.130344132e-09 MLMG: Timers: Solve = 0.005132693 Iter = 0.004708358 Bottom = 0.002181124 Time in solve 0.005422539 Max/L2 norm of divergence after solve at level 1 : 4.371682987e-06 0.0003280774807 and volume-weighted sum -24621.11658 Time integration of scalars at level 1 from 760 to 762 with dt = 2 using RHS created at 760 Making slow rhs at time 762 for fast variables advancing from 760 to 762 No-substepping time integration at level 1 to 762 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.003507983221 0.006086898526 and volume-weighted sum -24621.11658 Subtracting -4.371647119e-06 from rhs in subdomain 0 Sum after subtraction -1.127570259e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.003512354869 MLMG: Initial residual (resid0) = 0.003512354869 MLMG: Final Iter. 7 resid, resid/bnorm = 2.522824907e-11, 7.182716443e-09 MLMG: Timers: Solve = 0.004145752 Iter = 0.003716462 Bottom = 0.001738693 Time in solve 0.004449066 Max/L2 norm of divergence after solve at level 1 : 4.371672347e-06 0.0003280774807 and volume-weighted sum -24621.11658 Time integration of scalars at level 1 from 760 to 762 with dt = 2 using RHS created at 762 Done with advance_dycore at level 1 [Level 1 step 381] Advanced 5632 cells Coarse STEP 381 ends. TIME = 762 DT = 2 Timestep time = 0.059740417 seconds. Coarse STEP 382 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376325966 (terrain aware) 1.376325966 (terrain unaware) Anelastic dt at level 0 would be: 6.472561886 (terrain aware) 6.472561886 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2653337717 (terrain aware) 0.2653337717 (terrain unaware) Anelastic dt at level 1 would be: 3.10285294 (terrain aware) 3.10285294 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 382] ADVANCE from elapsed time = 762 to 764 with dt = 2 Making slow rhs at time 762 for fast variables advancing from 762 to 762.6666666667 Fast time integration at level 0 from 762 to 762.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 762 to 762.6666666667 with dt = 0.6666666666666 using RHS created at 762 Making slow rhs at time 762.6666666667 for fast variables advancing from 762 to 763 Fast time integration at level 0 from 762 to 762.5 with dt = 0.5 Fast time integration at level 0 from 762.5 to 763 with dt = 0.5 Time integration of scalars at level 0 from 762 to 763 with dt = 1 using RHS created at 762.6666666667 Making slow rhs at time 763 for fast variables advancing from 762 to 764 Fast time integration at level 0 from 762 to 762.5 with dt = 0.5 Fast time integration at level 0 from 762.5 to 763 with dt = 0.5 Fast time integration at level 0 from 763 to 763.5 with dt = 0.5 Fast time integration at level 0 from 763.5 to 764 with dt = 0.5 Time integration of scalars at level 0 from 762 to 764 with dt = 2 using RHS created at 763 Done with advance_dycore at level 0 [Level 0 step 382] Advanced 4096 cells [Level 1 step 382] ADVANCE from elapsed time = 762 to 764 with dt = 2 Making slow rhs at time 762 for fast variables advancing from 762 to 764 No-substepping time integration at level 1 to 764 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.002164483191 0.004422154388 and volume-weighted sum -7841.411945 Subtracting -1.392296155e-06 from rhs in subdomain 0 Sum after subtraction -7.329206686e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.002163090895 MLMG: Initial residual (resid0) = 0.002163090895 MLMG: Final Iter. 7 resid, resid/bnorm = 1.682979575e-11, 7.780438531e-09 MLMG: Timers: Solve = 0.004186664 Iter = 0.003765371 Bottom = 0.001710878 Time in solve 0.004477892 Max/L2 norm of divergence after solve at level 1 : 1.392312985e-06 0.0001044871652 and volume-weighted sum -7841.411945 Time integration of scalars at level 1 from 762 to 764 with dt = 2 using RHS created at 762 Making slow rhs at time 764 for fast variables advancing from 762 to 764 No-substepping time integration at level 1 to 764 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.001353667003 0.003444056868 and volume-weighted sum -7841.411945 Subtracting -1.392296155e-06 from rhs in subdomain 0 Sum after subtraction -6.505213035e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001352274707 MLMG: Initial residual (resid0) = 0.001352274707 MLMG: Final Iter. 7 resid, resid/bnorm = 1.342581011e-11, 9.928315628e-09 MLMG: Timers: Solve = 0.004145166 Iter = 0.003717232 Bottom = 0.001698287 Time in solve 0.004433976 Max/L2 norm of divergence after solve at level 1 : 1.392309581e-06 0.0001044871652 and volume-weighted sum -7841.411945 Time integration of scalars at level 1 from 762 to 764 with dt = 2 using RHS created at 764 Done with advance_dycore at level 1 [Level 1 step 382] Advanced 5632 cells Coarse STEP 382 ends. TIME = 764 DT = 2 Timestep time = 0.039790778 seconds. Coarse STEP 383 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376805166 (terrain aware) 1.376805166 (terrain unaware) Anelastic dt at level 0 would be: 6.483524057 (terrain aware) 6.483524057 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2652984557 (terrain aware) 0.2652984557 (terrain unaware) Anelastic dt at level 1 would be: 3.100683858 (terrain aware) 3.100683858 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 383] ADVANCE from elapsed time = 764 to 766 with dt = 2 Making slow rhs at time 764 for fast variables advancing from 764 to 764.6666666667 Fast time integration at level 0 from 764 to 764.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 764 to 764.6666666667 with dt = 0.6666666666666 using RHS created at 764 Making slow rhs at time 764.6666666667 for fast variables advancing from 764 to 765 Fast time integration at level 0 from 764 to 764.5 with dt = 0.5 Fast time integration at level 0 from 764.5 to 765 with dt = 0.5 Time integration of scalars at level 0 from 764 to 765 with dt = 1 using RHS created at 764.6666666667 Making slow rhs at time 765 for fast variables advancing from 764 to 766 Fast time integration at level 0 from 764 to 764.5 with dt = 0.5 Fast time integration at level 0 from 764.5 to 765 with dt = 0.5 Fast time integration at level 0 from 765 to 765.5 with dt = 0.5 Fast time integration at level 0 from 765.5 to 766 with dt = 0.5 Time integration of scalars at level 0 from 764 to 766 with dt = 2 using RHS created at 765 Done with advance_dycore at level 0 [Level 0 step 383] Advanced 4096 cells [Level 1 step 383] ADVANCE from elapsed time = 764 to 766 with dt = 2 Making slow rhs at time 764 for fast variables advancing from 764 to 766 No-substepping time integration at level 1 to 766 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0009314532691 0.002981943445 and volume-weighted sum 10229.18709 Subtracting 1.816261912e-06 from rhs in subdomain 0 Sum after subtraction 4.813857646e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000933269531 MLMG: Initial residual (resid0) = 0.000933269531 MLMG: Final Iter. 7 resid, resid/bnorm = 1.474260605e-11, 1.57967292e-08 MLMG: Timers: Solve = 0.004111963 Iter = 0.003686011 Bottom = 0.001689596 Time in solve 0.004404964 Max/L2 norm of divergence after solve at level 1 : 1.816276654e-06 0.0001363043759 and volume-weighted sum 10229.18709 Time integration of scalars at level 1 from 764 to 766 with dt = 2 using RHS created at 764 Making slow rhs at time 766 for fast variables advancing from 764 to 766 No-substepping time integration at level 1 to 766 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0006079268295 0.002650184459 and volume-weighted sum 10229.18709 Subtracting 1.816261912e-06 from rhs in subdomain 0 Sum after subtraction 6.873841774e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006097430914 MLMG: Initial residual (resid0) = 0.0006097430914 MLMG: Final Iter. 6 resid, resid/bnorm = 7.148752434e-11, 1.172420407e-07 MLMG: Timers: Solve = 0.003859823 Iter = 0.003436102 Bottom = 0.001492437 Time in solve 0.004147269 Max/L2 norm of divergence after solve at level 1 : 1.816333399e-06 0.0001363043759 and volume-weighted sum 10229.18709 Time integration of scalars at level 1 from 764 to 766 with dt = 2 using RHS created at 766 Done with advance_dycore at level 1 [Level 1 step 383] Advanced 5632 cells Coarse STEP 383 ends. TIME = 766 DT = 2 Timestep time = 0.039544103 seconds. Coarse STEP 384 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376904555 (terrain aware) 1.376904555 (terrain unaware) Anelastic dt at level 0 would be: 6.486113839 (terrain aware) 6.486113839 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2652739687 (terrain aware) 0.2652739687 (terrain unaware) Anelastic dt at level 1 would be: 3.100104834 (terrain aware) 3.100104834 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 384] ADVANCE from elapsed time = 766 to 768 with dt = 2 Making slow rhs at time 766 for fast variables advancing from 766 to 766.6666666667 Fast time integration at level 0 from 766 to 766.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 766 to 766.6666666667 with dt = 0.6666666666666 using RHS created at 766 Making slow rhs at time 766.6666666667 for fast variables advancing from 766 to 767 Fast time integration at level 0 from 766 to 766.5 with dt = 0.5 Fast time integration at level 0 from 766.5 to 767 with dt = 0.5 Time integration of scalars at level 0 from 766 to 767 with dt = 1 using RHS created at 766.6666666667 Making slow rhs at time 767 for fast variables advancing from 766 to 768 Fast time integration at level 0 from 766 to 766.5 with dt = 0.5 Fast time integration at level 0 from 766.5 to 767 with dt = 0.5 Fast time integration at level 0 from 767 to 767.5 with dt = 0.5 Fast time integration at level 0 from 767.5 to 768 with dt = 0.5 Time integration of scalars at level 0 from 766 to 768 with dt = 2 using RHS created at 767 Done with advance_dycore at level 0 [Level 0 step 384] Advanced 4096 cells [Level 1 step 384] ADVANCE from elapsed time = 766 to 768 with dt = 2 Making slow rhs at time 766 for fast variables advancing from 766 to 768 No-substepping time integration at level 1 to 768 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004513525886 0.002511624146 and volume-weighted sum 27460.79767 Subtracting 4.875851859e-06 from rhs in subdomain 0 Sum after subtraction 6.028164079e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004480273153 MLMG: Initial residual (resid0) = 0.0004480273153 MLMG: Final Iter. 7 resid, resid/bnorm = 1.710754957e-11, 3.818416642e-08 MLMG: Timers: Solve = 0.004120536 Iter = 0.003697536 Bottom = 0.001669046 Time in solve 0.004406643 Max/L2 norm of divergence after solve at level 1 : 4.875868966e-06 0.0003659163584 and volume-weighted sum 27460.79767 Time integration of scalars at level 1 from 766 to 768 with dt = 2 using RHS created at 766 Making slow rhs at time 768 for fast variables advancing from 766 to 768 No-substepping time integration at level 1 to 768 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004326235635 0.002375111552 and volume-weighted sum 27460.79767 Subtracting 4.875851859e-06 from rhs in subdomain 0 Sum after subtraction 1.387778781e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004277477116 MLMG: Initial residual (resid0) = 0.0004277477116 MLMG: Final Iter. 6 resid, resid/bnorm = 5.52604489e-11, 1.291893502e-07 MLMG: Timers: Solve = 0.003619544 Iter = 0.003190681 Bottom = 0.001468855 Time in solve 0.00390136 Max/L2 norm of divergence after solve at level 1 : 4.87590651e-06 0.0003659163584 and volume-weighted sum 27460.79767 Time integration of scalars at level 1 from 766 to 768 with dt = 2 using RHS created at 768 Done with advance_dycore at level 1 [Level 1 step 384] Advanced 5632 cells Coarse STEP 384 ends. TIME = 768 DT = 2 Timestep time = 0.039355848 seconds. Coarse STEP 385 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37672695 (terrain aware) 1.37672695 (terrain unaware) Anelastic dt at level 0 would be: 6.48218396 (terrain aware) 6.48218396 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2652607457 (terrain aware) 0.2652607457 (terrain unaware) Anelastic dt at level 1 would be: 3.101111809 (terrain aware) 3.101111809 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 385] ADVANCE from elapsed time = 768 to 770 with dt = 2 Making slow rhs at time 768 for fast variables advancing from 768 to 768.6666666667 Fast time integration at level 0 from 768 to 768.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 768 to 768.6666666667 with dt = 0.6666666666666 using RHS created at 768 Making slow rhs at time 768.6666666667 for fast variables advancing from 768 to 769 Fast time integration at level 0 from 768 to 768.5 with dt = 0.5 Fast time integration at level 0 from 768.5 to 769 with dt = 0.5 Time integration of scalars at level 0 from 768 to 769 with dt = 1 using RHS created at 768.6666666667 Making slow rhs at time 769 for fast variables advancing from 768 to 770 Fast time integration at level 0 from 768 to 768.5 with dt = 0.5 Fast time integration at level 0 from 768.5 to 769 with dt = 0.5 Fast time integration at level 0 from 769 to 769.5 with dt = 0.5 Fast time integration at level 0 from 769.5 to 770 with dt = 0.5 Time integration of scalars at level 0 from 768 to 770 with dt = 2 using RHS created at 769 Done with advance_dycore at level 0 [Level 0 step 385] Advanced 4096 cells [Level 1 step 385] ADVANCE from elapsed time = 768 to 770 with dt = 2 Making slow rhs at time 768 for fast variables advancing from 768 to 770 No-substepping time integration at level 1 to 770 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000382384691 0.002393102572 and volume-weighted sum 41877.97879 Subtracting 7.435720667e-06 from rhs in subdomain 0 Sum after subtraction -5.421010862e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003749489703 MLMG: Initial residual (resid0) = 0.0003749489703 MLMG: Final Iter. 7 resid, resid/bnorm = 1.848390463e-11, 4.929712067e-08 MLMG: Timers: Solve = 0.004367724 Iter = 0.003938918 Bottom = 0.001680875 Time in solve 0.004653177 Max/L2 norm of divergence after solve at level 1 : 7.435739151e-06 0.0005580259424 and volume-weighted sum 41877.97879 Time integration of scalars at level 1 from 768 to 770 with dt = 2 using RHS created at 768 Making slow rhs at time 770 for fast variables advancing from 768 to 770 No-substepping time integration at level 1 to 770 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003588019673 0.002336236326 and volume-weighted sum 41877.97879 Subtracting 7.435720667e-06 from rhs in subdomain 0 Sum after subtraction -3.252606517e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003513662466 MLMG: Initial residual (resid0) = 0.0003513662466 MLMG: Final Iter. 6 resid, resid/bnorm = 6.858425931e-11, 1.951930784e-07 MLMG: Timers: Solve = 0.003565737 Iter = 0.00314125 Bottom = 0.001424279 Time in solve 0.003860403 Max/L2 norm of divergence after solve at level 1 : 7.435788288e-06 0.0005580259424 and volume-weighted sum 41877.97879 Time integration of scalars at level 1 from 768 to 770 with dt = 2 using RHS created at 770 Done with advance_dycore at level 1 [Level 1 step 385] Advanced 5632 cells Coarse STEP 385 ends. TIME = 770 DT = 2 Timestep time = 0.039603633 seconds. Coarse STEP 386 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37662225 (terrain aware) 1.37662225 (terrain unaware) Anelastic dt at level 0 would be: 6.47977974 (terrain aware) 6.47977974 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2652463448 (terrain aware) 0.2652463448 (terrain unaware) Anelastic dt at level 1 would be: 3.098378437 (terrain aware) 3.098378437 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 386] ADVANCE from elapsed time = 770 to 772 with dt = 2 Making slow rhs at time 770 for fast variables advancing from 770 to 770.6666666667 Fast time integration at level 0 from 770 to 770.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 770 to 770.6666666667 with dt = 0.6666666666666 using RHS created at 770 Making slow rhs at time 770.6666666667 for fast variables advancing from 770 to 771 Fast time integration at level 0 from 770 to 770.5 with dt = 0.5 Fast time integration at level 0 from 770.5 to 771 with dt = 0.5 Time integration of scalars at level 0 from 770 to 771 with dt = 1 using RHS created at 770.6666666667 Making slow rhs at time 771 for fast variables advancing from 770 to 772 Fast time integration at level 0 from 770 to 770.5 with dt = 0.5 Fast time integration at level 0 from 770.5 to 771 with dt = 0.5 Fast time integration at level 0 from 771 to 771.5 with dt = 0.5 Fast time integration at level 0 from 771.5 to 772 with dt = 0.5 Time integration of scalars at level 0 from 770 to 772 with dt = 2 using RHS created at 771 Done with advance_dycore at level 0 [Level 0 step 386] Advanced 4096 cells [Level 1 step 386] ADVANCE from elapsed time = 770 to 772 with dt = 2 Making slow rhs at time 770 for fast variables advancing from 770 to 772 No-substepping time integration at level 1 to 772 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004235937624 0.002398689932 and volume-weighted sum 51827.07636 Subtracting 9.202250775e-06 from rhs in subdomain 0 Sum after subtraction -4.250072516e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004143915116 MLMG: Initial residual (resid0) = 0.0004143915116 MLMG: Final Iter. 7 resid, resid/bnorm = 1.591464292e-11, 3.840484777e-08 MLMG: Timers: Solve = 0.004095029 Iter = 0.003670597 Bottom = 0.001670742 Time in solve 0.004382911 Max/L2 norm of divergence after solve at level 1 : 9.202266689e-06 0.0006905981129 and volume-weighted sum 51827.07636 Time integration of scalars at level 1 from 770 to 772 with dt = 2 using RHS created at 770 Making slow rhs at time 772 for fast variables advancing from 770 to 772 No-substepping time integration at level 1 to 772 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004360392563 0.002348093719 and volume-weighted sum 51827.07636 Subtracting 9.202250775e-06 from rhs in subdomain 0 Sum after subtraction 1.301042607e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004268370055 MLMG: Initial residual (resid0) = 0.0004268370055 MLMG: Final Iter. 6 resid, resid/bnorm = 7.377260844e-11, 1.728355496e-07 MLMG: Timers: Solve = 0.00355481 Iter = 0.00313422 Bottom = 0.001416707 Time in solve 0.003847252 Max/L2 norm of divergence after solve at level 1 : 9.202323463e-06 0.0006905981129 and volume-weighted sum 51827.07636 Time integration of scalars at level 1 from 770 to 772 with dt = 2 using RHS created at 772 Done with advance_dycore at level 1 [Level 1 step 386] Advanced 5632 cells Coarse STEP 386 ends. TIME = 772 DT = 2 Timestep time = 0.039289323 seconds. Coarse STEP 387 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376591695 (terrain aware) 1.376591695 (terrain unaware) Anelastic dt at level 0 would be: 6.478915919 (terrain aware) 6.478915919 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.265218575 (terrain aware) 0.265218575 (terrain unaware) Anelastic dt at level 1 would be: 3.097256168 (terrain aware) 3.097256168 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 387] ADVANCE from elapsed time = 772 to 774 with dt = 2 Making slow rhs at time 772 for fast variables advancing from 772 to 772.6666666667 Fast time integration at level 0 from 772 to 772.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 772 to 772.6666666667 with dt = 0.6666666666666 using RHS created at 772 Making slow rhs at time 772.6666666667 for fast variables advancing from 772 to 773 Fast time integration at level 0 from 772 to 772.5 with dt = 0.5 Fast time integration at level 0 from 772.5 to 773 with dt = 0.5 Time integration of scalars at level 0 from 772 to 773 with dt = 1 using RHS created at 772.6666666667 Making slow rhs at time 773 for fast variables advancing from 772 to 774 Fast time integration at level 0 from 772 to 772.5 with dt = 0.5 Fast time integration at level 0 from 772.5 to 773 with dt = 0.5 Fast time integration at level 0 from 773 to 773.5 with dt = 0.5 Fast time integration at level 0 from 773.5 to 774 with dt = 0.5 Time integration of scalars at level 0 from 772 to 774 with dt = 2 using RHS created at 773 Done with advance_dycore at level 0 [Level 0 step 387] Advanced 4096 cells [Level 1 step 387] ADVANCE from elapsed time = 772 to 774 with dt = 2 Making slow rhs at time 772 for fast variables advancing from 772 to 774 No-substepping time integration at level 1 to 774 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004490413073 0.002402000083 and volume-weighted sum 56161.36498 Subtracting 9.971833271e-06 from rhs in subdomain 0 Sum after subtraction 9.454242944e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004390694741 MLMG: Initial residual (resid0) = 0.0004390694741 MLMG: Final Iter. 6 resid, resid/bnorm = 7.318165288e-11, 1.666744267e-07 MLMG: Timers: Solve = 0.003588361 Iter = 0.003161257 Bottom = 0.001422161 Time in solve 0.00387972 Max/L2 norm of divergence after solve at level 1 : 9.971905382e-06 0.0007483527029 and volume-weighted sum 56161.36498 Time integration of scalars at level 1 from 772 to 774 with dt = 2 using RHS created at 772 Making slow rhs at time 774 for fast variables advancing from 772 to 774 No-substepping time integration at level 1 to 774 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004407333903 0.002320827164 and volume-weighted sum 56161.36498 Subtracting 9.971833271e-06 from rhs in subdomain 0 Sum after subtraction 1.199127603e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004307615571 MLMG: Initial residual (resid0) = 0.0004307615571 MLMG: Final Iter. 6 resid, resid/bnorm = 6.429187383e-11, 1.492516516e-07 MLMG: Timers: Solve = 0.003584617 Iter = 0.00316175 Bottom = 0.00142777 Time in solve 0.00387223 Max/L2 norm of divergence after solve at level 1 : 9.971896661e-06 0.0007483527029 and volume-weighted sum 56161.36498 Time integration of scalars at level 1 from 772 to 774 with dt = 2 using RHS created at 774 Done with advance_dycore at level 1 [Level 1 step 387] Advanced 5632 cells Coarse STEP 387 ends. TIME = 774 DT = 2 Timestep time = 0.038876652 seconds. Coarse STEP 388 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376635857 (terrain aware) 1.376635857 (terrain unaware) Anelastic dt at level 0 would be: 6.47960757 (terrain aware) 6.47960757 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2652007138 (terrain aware) 0.2652007138 (terrain unaware) Anelastic dt at level 1 would be: 3.097618991 (terrain aware) 3.097618991 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 388] ADVANCE from elapsed time = 774 to 776 with dt = 2 Making slow rhs at time 774 for fast variables advancing from 774 to 774.6666666667 Fast time integration at level 0 from 774 to 774.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 774 to 774.6666666667 with dt = 0.6666666666666 using RHS created at 774 Making slow rhs at time 774.6666666667 for fast variables advancing from 774 to 775 Fast time integration at level 0 from 774 to 774.5 with dt = 0.5 Fast time integration at level 0 from 774.5 to 775 with dt = 0.5 Time integration of scalars at level 0 from 774 to 775 with dt = 1 using RHS created at 774.6666666667 Making slow rhs at time 775 for fast variables advancing from 774 to 776 Fast time integration at level 0 from 774 to 774.5 with dt = 0.5 Fast time integration at level 0 from 774.5 to 775 with dt = 0.5 Fast time integration at level 0 from 775 to 775.5 with dt = 0.5 Fast time integration at level 0 from 775.5 to 776 with dt = 0.5 Time integration of scalars at level 0 from 774 to 776 with dt = 2 using RHS created at 775 Done with advance_dycore at level 0 [Level 0 step 388] Advanced 4096 cells [Level 1 step 388] ADVANCE from elapsed time = 774 to 776 with dt = 2 Making slow rhs at time 774 for fast variables advancing from 774 to 776 No-substepping time integration at level 1 to 776 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003976971342 0.002375656253 and volume-weighted sum 54430.81604 Subtracting 9.664562506e-06 from rhs in subdomain 0 Sum after subtraction 1.919037845e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003880325717 MLMG: Initial residual (resid0) = 0.0003880325717 MLMG: Final Iter. 6 resid, resid/bnorm = 3.476026995e-11, 8.95808045e-08 MLMG: Timers: Solve = 0.003625112 Iter = 0.003195155 Bottom = 0.001475256 Time in solve 0.003911348 Max/L2 norm of divergence after solve at level 1 : 9.664597193e-06 0.0007252930607 and volume-weighted sum 54430.81604 Time integration of scalars at level 1 from 774 to 776 with dt = 2 using RHS created at 774 Making slow rhs at time 776 for fast variables advancing from 774 to 776 No-substepping time integration at level 1 to 776 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000371950806 0.002283560387 and volume-weighted sum 54430.81604 Subtracting 9.664562506e-06 from rhs in subdomain 0 Sum after subtraction -1.474514955e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003622862435 MLMG: Initial residual (resid0) = 0.0003622862435 MLMG: Final Iter. 6 resid, resid/bnorm = 4.051687072e-11, 1.118366249e-07 MLMG: Timers: Solve = 0.003608706 Iter = 0.003179289 Bottom = 0.001464988 Time in solve 0.003893403 Max/L2 norm of divergence after solve at level 1 : 9.66460257e-06 0.0007252930607 and volume-weighted sum 54430.81604 Time integration of scalars at level 1 from 774 to 776 with dt = 2 using RHS created at 776 Done with advance_dycore at level 1 [Level 1 step 388] Advanced 5632 cells Coarse STEP 388 ends. TIME = 776 DT = 2 Timestep time = 0.039058091 seconds. Coarse STEP 389 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376754687 (terrain aware) 1.376754687 (terrain unaware) Anelastic dt at level 0 would be: 6.481872257 (terrain aware) 6.481872257 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651916884 (terrain aware) 0.2651916884 (terrain unaware) Anelastic dt at level 1 would be: 3.099304228 (terrain aware) 3.099304228 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 389] ADVANCE from elapsed time = 776 to 778 with dt = 2 Making slow rhs at time 776 for fast variables advancing from 776 to 776.6666666667 Fast time integration at level 0 from 776 to 776.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 776 to 776.6666666667 with dt = 0.6666666666666 using RHS created at 776 Making slow rhs at time 776.6666666667 for fast variables advancing from 776 to 777 Fast time integration at level 0 from 776 to 776.5 with dt = 0.5 Fast time integration at level 0 from 776.5 to 777 with dt = 0.5 Time integration of scalars at level 0 from 776 to 777 with dt = 1 using RHS created at 776.6666666667 Making slow rhs at time 777 for fast variables advancing from 776 to 778 Fast time integration at level 0 from 776 to 776.5 with dt = 0.5 Fast time integration at level 0 from 776.5 to 777 with dt = 0.5 Fast time integration at level 0 from 777 to 777.5 with dt = 0.5 Fast time integration at level 0 from 777.5 to 778 with dt = 0.5 Time integration of scalars at level 0 from 776 to 778 with dt = 2 using RHS created at 777 Done with advance_dycore at level 0 [Level 0 step 389] Advanced 4096 cells [Level 1 step 389] ADVANCE from elapsed time = 776 to 778 with dt = 2 Making slow rhs at time 776 for fast variables advancing from 776 to 778 No-substepping time integration at level 1 to 778 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004067460301 0.002371882354 and volume-weighted sum 47034.22911 Subtracting 8.351248067e-06 from rhs in subdomain 0 Sum after subtraction 7.134050295e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000398394782 MLMG: Initial residual (resid0) = 0.000398394782 MLMG: Final Iter. 6 resid, resid/bnorm = 8.451646127e-11, 2.121424905e-07 MLMG: Timers: Solve = 0.003586429 Iter = 0.003158081 Bottom = 0.001419652 Time in solve 0.003874833 Max/L2 norm of divergence after solve at level 1 : 8.351332584e-06 0.0006267332088 and volume-weighted sum 47034.22911 Time integration of scalars at level 1 from 776 to 778 with dt = 2 using RHS created at 776 Making slow rhs at time 778 for fast variables advancing from 776 to 778 No-substepping time integration at level 1 to 778 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004223331893 0.002310332289 and volume-weighted sum 47034.22911 Subtracting 8.351248067e-06 from rhs in subdomain 0 Sum after subtraction 1.756407519e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004139819412 MLMG: Initial residual (resid0) = 0.0004139819412 MLMG: Final Iter. 6 resid, resid/bnorm = 3.143081548e-11, 7.592315595e-08 MLMG: Timers: Solve = 0.003617687 Iter = 0.003190868 Bottom = 0.001478989 Time in solve 0.003911629 Max/L2 norm of divergence after solve at level 1 : 8.351279498e-06 0.0006267332088 and volume-weighted sum 47034.22911 Time integration of scalars at level 1 from 776 to 778 with dt = 2 using RHS created at 778 Done with advance_dycore at level 1 [Level 1 step 389] Advanced 5632 cells Coarse STEP 389 ends. TIME = 778 DT = 2 Timestep time = 0.038866075 seconds. Coarse STEP 390 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376714143 (terrain aware) 1.376714143 (terrain unaware) Anelastic dt at level 0 would be: 6.485738512 (terrain aware) 6.485738512 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651903393 (terrain aware) 0.2651903393 (terrain unaware) Anelastic dt at level 1 would be: 3.098463321 (terrain aware) 3.098463321 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 390] ADVANCE from elapsed time = 778 to 780 with dt = 2 Making slow rhs at time 778 for fast variables advancing from 778 to 778.6666666667 Fast time integration at level 0 from 778 to 778.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 778 to 778.6666666667 with dt = 0.6666666666666 using RHS created at 778 Making slow rhs at time 778.6666666667 for fast variables advancing from 778 to 779 Fast time integration at level 0 from 778 to 778.5 with dt = 0.5 Fast time integration at level 0 from 778.5 to 779 with dt = 0.5 Time integration of scalars at level 0 from 778 to 779 with dt = 1 using RHS created at 778.6666666667 Making slow rhs at time 779 for fast variables advancing from 778 to 780 Fast time integration at level 0 from 778 to 778.5 with dt = 0.5 Fast time integration at level 0 from 778.5 to 779 with dt = 0.5 Fast time integration at level 0 from 779 to 779.5 with dt = 0.5 Fast time integration at level 0 from 779.5 to 780 with dt = 0.5 Time integration of scalars at level 0 from 778 to 780 with dt = 2 using RHS created at 779 Done with advance_dycore at level 0 [Level 0 step 390] Advanced 4096 cells [Level 1 step 390] ADVANCE from elapsed time = 778 to 780 with dt = 2 Making slow rhs at time 778 for fast variables advancing from 778 to 780 No-substepping time integration at level 1 to 780 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004416158414 0.00243002343 and volume-weighted sum 35122.04025 Subtracting 6.236157714e-06 from rhs in subdomain 0 Sum after subtraction 5.290906602e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004353796837 MLMG: Initial residual (resid0) = 0.0004353796837 MLMG: Final Iter. 7 resid, resid/bnorm = 1.070020393e-11, 2.457671852e-08 MLMG: Timers: Solve = 0.004079122 Iter = 0.003658472 Bottom = 0.001649987 Time in solve 0.004374155 Max/L2 norm of divergence after solve at level 1 : 6.236168162e-06 0.0004680027588 and volume-weighted sum 35122.04025 Time integration of scalars at level 1 from 778 to 780 with dt = 2 using RHS created at 778 Making slow rhs at time 780 for fast variables advancing from 778 to 780 No-substepping time integration at level 1 to 780 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004374954277 0.002399133081 and volume-weighted sum 35122.04025 Subtracting 6.236157714e-06 from rhs in subdomain 0 Sum after subtraction -8.586881206e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00043125927 MLMG: Initial residual (resid0) = 0.00043125927 MLMG: Final Iter. 6 resid, resid/bnorm = 3.277548733e-11, 7.599949638e-08 MLMG: Timers: Solve = 0.00357865 Iter = 0.003145707 Bottom = 0.001430145 Time in solve 0.003865751 Max/L2 norm of divergence after solve at level 1 : 6.23619038e-06 0.0004680027588 and volume-weighted sum 35122.04025 Time integration of scalars at level 1 from 778 to 780 with dt = 2 using RHS created at 780 Done with advance_dycore at level 1 [Level 1 step 390] Advanced 5632 cells Coarse STEP 390 ends. TIME = 780 DT = 2 Timestep time = 0.039162437 seconds. Coarse STEP 391 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376575655 (terrain aware) 1.376575655 (terrain unaware) Anelastic dt at level 0 would be: 6.491250947 (terrain aware) 6.491250947 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651613583 (terrain aware) 0.2651613583 (terrain unaware) Anelastic dt at level 1 would be: 3.09718467 (terrain aware) 3.09718467 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (47,0,15) (0,0,0)) ((48,0,0) (111,0,47) (0,0,0)) ((112,0,0) (159,0,31) (0,0,0)) ((32,0,16) (47,0,31) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (63,0,15) (0,0,0)) ((64,0,0) (143,0,47) (0,0,0)) ((32,0,16) (63,0,31) (0,0,0)) ((48,0,32) (63,0,47) (0,0,0)) ) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.003823165819 0.01171591256 and volume-weighted sum 38386.54795 Subtracting 6.815793316e-06 from rhs in subdomain 0 Sum after subtraction -9.714451465e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.003829981613 MLMG: Initial residual (resid0) = 0.003829981613 MLMG: Final Iter. 8 resid, resid/bnorm = 2.387328302e-11, 6.233263089e-09 MLMG: Timers: Solve = 0.00465913 Iter = 0.004362128 Bottom = 0.002070872 Time in solve 0.005037593 Max/L2 norm of divergence after solve at level 1 : 6.8158166e-06 0.0005115024701 and volume-weighted sum 38386.54795 [Level 0 step 391] ADVANCE from elapsed time = 780 to 782 with dt = 2 Making slow rhs at time 780 for fast variables advancing from 780 to 780.6666666667 Fast time integration at level 0 from 780 to 780.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 780 to 780.6666666667 with dt = 0.6666666666666 using RHS created at 780 Making slow rhs at time 780.6666666667 for fast variables advancing from 780 to 781 Fast time integration at level 0 from 780 to 780.5 with dt = 0.5 Fast time integration at level 0 from 780.5 to 781 with dt = 0.5 Time integration of scalars at level 0 from 780 to 781 with dt = 1 using RHS created at 780.6666666667 Making slow rhs at time 781 for fast variables advancing from 780 to 782 Fast time integration at level 0 from 780 to 780.5 with dt = 0.5 Fast time integration at level 0 from 780.5 to 781 with dt = 0.5 Fast time integration at level 0 from 781 to 781.5 with dt = 0.5 Fast time integration at level 0 from 781.5 to 782 with dt = 0.5 Time integration of scalars at level 0 from 780 to 782 with dt = 2 using RHS created at 781 Done with advance_dycore at level 0 [Level 0 step 391] Advanced 4096 cells [Level 1 step 391] ADVANCE from elapsed time = 780 to 782 with dt = 2 Making slow rhs at time 780 for fast variables advancing from 780 to 782 No-substepping time integration at level 1 to 782 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.007789099253 0.08223450108 and volume-weighted sum 15960.94365 Subtracting 2.833974369e-06 from rhs in subdomain 0 Sum after subtraction -2.220446049e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.007791933227 MLMG: Initial residual (resid0) = 0.007791933227 MLMG: Final Iter. 9 resid, resid/bnorm = 1.424049767e-11, 1.827594931e-09 MLMG: Timers: Solve = 0.0051432 Iter = 0.004846322 Bottom = 0.002333623 Time in solve 0.005505342 Max/L2 norm of divergence after solve at level 1 : 2.833988293e-06 0.0002126802887 and volume-weighted sum 15960.94365 Time integration of scalars at level 1 from 780 to 782 with dt = 2 using RHS created at 780 Making slow rhs at time 782 for fast variables advancing from 780 to 782 No-substepping time integration at level 1 to 782 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003883436961 0.002260128394 and volume-weighted sum 15960.94365 Subtracting 2.833974369e-06 from rhs in subdomain 0 Sum after subtraction -3.426078865e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003855097217 MLMG: Initial residual (resid0) = 0.0003855097217 MLMG: Final Iter. 6 resid, resid/bnorm = 3.273227187e-11, 8.490647584e-08 MLMG: Timers: Solve = 0.003658038 Iter = 0.003366501 Bottom = 0.001588839 Time in solve 0.004019247 Max/L2 norm of divergence after solve at level 1 : 2.834006061e-06 0.0002126802887 and volume-weighted sum 15960.94365 Time integration of scalars at level 1 from 780 to 782 with dt = 2 using RHS created at 782 Done with advance_dycore at level 1 [Level 1 step 391] Advanced 5632 cells Coarse STEP 391 ends. TIME = 782 DT = 2 Timestep time = 0.054943678 seconds. Coarse STEP 392 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376517448 (terrain aware) 1.376517448 (terrain unaware) Anelastic dt at level 0 would be: 6.498466264 (terrain aware) 6.498466264 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651356762 (terrain aware) 0.2651356762 (terrain unaware) Anelastic dt at level 1 would be: 3.096822858 (terrain aware) 3.096822858 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 392] ADVANCE from elapsed time = 782 to 784 with dt = 2 Making slow rhs at time 782 for fast variables advancing from 782 to 782.6666666667 Fast time integration at level 0 from 782 to 782.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 782 to 782.6666666667 with dt = 0.6666666666666 using RHS created at 782 Making slow rhs at time 782.6666666667 for fast variables advancing from 782 to 783 Fast time integration at level 0 from 782 to 782.5 with dt = 0.5 Fast time integration at level 0 from 782.5 to 783 with dt = 0.5 Time integration of scalars at level 0 from 782 to 783 with dt = 1 using RHS created at 782.6666666667 Making slow rhs at time 783 for fast variables advancing from 782 to 784 Fast time integration at level 0 from 782 to 782.5 with dt = 0.5 Fast time integration at level 0 from 782.5 to 783 with dt = 0.5 Fast time integration at level 0 from 783 to 783.5 with dt = 0.5 Fast time integration at level 0 from 783.5 to 784 with dt = 0.5 Time integration of scalars at level 0 from 782 to 784 with dt = 2 using RHS created at 783 Done with advance_dycore at level 0 [Level 0 step 392] Advanced 4096 cells [Level 1 step 392] ADVANCE from elapsed time = 782 to 784 with dt = 2 Making slow rhs at time 782 for fast variables advancing from 782 to 784 No-substepping time integration at level 1 to 784 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003790231875 0.002236140214 and volume-weighted sum -8229.097398 Subtracting -1.461132351e-06 from rhs in subdomain 0 Sum after subtraction -1.396452398e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003804843199 MLMG: Initial residual (resid0) = 0.0003804843199 MLMG: Final Iter. 7 resid, resid/bnorm = 1.347840147e-11, 3.542432834e-08 MLMG: Timers: Solve = 0.00416389 Iter = 0.003876001 Bottom = 0.001873345 Time in solve 0.004523892 Max/L2 norm of divergence after solve at level 1 : 1.461145471e-06 0.0001096530913 and volume-weighted sum -8229.097398 Time integration of scalars at level 1 from 782 to 784 with dt = 2 using RHS created at 782 Making slow rhs at time 784 for fast variables advancing from 782 to 784 No-substepping time integration at level 1 to 784 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003985301428 0.002152134538 and volume-weighted sum -8229.097398 Subtracting -1.461132351e-06 from rhs in subdomain 0 Sum after subtraction -1.873501354e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003999912752 MLMG: Initial residual (resid0) = 0.0003999912752 MLMG: Final Iter. 6 resid, resid/bnorm = 3.759039426e-11, 9.39780355e-08 MLMG: Timers: Solve = 0.00361254 Iter = 0.003316316 Bottom = 0.001589936 Time in solve 0.003973182 Max/L2 norm of divergence after solve at level 1 : 1.461169941e-06 0.0001096530913 and volume-weighted sum -8229.097398 Time integration of scalars at level 1 from 782 to 784 with dt = 2 using RHS created at 784 Done with advance_dycore at level 1 [Level 1 step 392] Advanced 5632 cells Coarse STEP 392 ends. TIME = 784 DT = 2 Timestep time = 0.03740913 seconds. Coarse STEP 393 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376543789 (terrain aware) 1.376543789 (terrain unaware) Anelastic dt at level 0 would be: 6.505391459 (terrain aware) 6.505391459 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651211644 (terrain aware) 0.2651211644 (terrain unaware) Anelastic dt at level 1 would be: 3.098159038 (terrain aware) 3.098159038 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 393] ADVANCE from elapsed time = 784 to 786 with dt = 2 Making slow rhs at time 784 for fast variables advancing from 784 to 784.6666666667 Fast time integration at level 0 from 784 to 784.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 784 to 784.6666666667 with dt = 0.6666666666666 using RHS created at 784 Making slow rhs at time 784.6666666667 for fast variables advancing from 784 to 785 Fast time integration at level 0 from 784 to 784.5 with dt = 0.5 Fast time integration at level 0 from 784.5 to 785 with dt = 0.5 Time integration of scalars at level 0 from 784 to 785 with dt = 1 using RHS created at 784.6666666667 Making slow rhs at time 785 for fast variables advancing from 784 to 786 Fast time integration at level 0 from 784 to 784.5 with dt = 0.5 Fast time integration at level 0 from 784.5 to 785 with dt = 0.5 Fast time integration at level 0 from 785 to 785.5 with dt = 0.5 Fast time integration at level 0 from 785.5 to 786 with dt = 0.5 Time integration of scalars at level 0 from 784 to 786 with dt = 2 using RHS created at 785 Done with advance_dycore at level 0 [Level 0 step 393] Advanced 4096 cells [Level 1 step 393] ADVANCE from elapsed time = 784 to 786 with dt = 2 Making slow rhs at time 784 for fast variables advancing from 784 to 786 No-substepping time integration at level 1 to 786 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004243742945 0.002198514459 and volume-weighted sum -31883.62707 Subtracting -5.661155375e-06 from rhs in subdomain 0 Sum after subtraction 1.149254303e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004300354499 MLMG: Initial residual (resid0) = 0.0004300354499 MLMG: Final Iter. 7 resid, resid/bnorm = 2.866296148e-11, 6.6652555e-08 MLMG: Timers: Solve = 0.00416362 Iter = 0.003866248 Bottom = 0.00186162 Time in solve 0.004532482 Max/L2 norm of divergence after solve at level 1 : 5.661183301e-06 0.0004248507582 and volume-weighted sum -31883.62707 Time integration of scalars at level 1 from 784 to 786 with dt = 2 using RHS created at 784 Making slow rhs at time 786 for fast variables advancing from 784 to 786 No-substepping time integration at level 1 to 786 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004251481028 0.002128230897 and volume-weighted sum -31883.62707 Subtracting -5.661155375e-06 from rhs in subdomain 0 Sum after subtraction 3.339342691e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004308092582 MLMG: Initial residual (resid0) = 0.0004308092582 MLMG: Final Iter. 6 resid, resid/bnorm = 4.347325725e-11, 1.009106848e-07 MLMG: Timers: Solve = 0.003569434 Iter = 0.003270365 Bottom = 0.001522814 Time in solve 0.003936938 Max/L2 norm of divergence after solve at level 1 : 5.661198848e-06 0.0004248507582 and volume-weighted sum -31883.62707 Time integration of scalars at level 1 from 784 to 786 with dt = 2 using RHS created at 786 Done with advance_dycore at level 1 [Level 1 step 393] Advanced 5632 cells Coarse STEP 393 ends. TIME = 786 DT = 2 Timestep time = 0.037167115 seconds. Coarse STEP 394 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376660032 (terrain aware) 1.376660032 (terrain unaware) Anelastic dt at level 0 would be: 6.498169131 (terrain aware) 6.498169131 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2651125407 (terrain aware) 0.2651125407 (terrain unaware) Anelastic dt at level 1 would be: 3.098811048 (terrain aware) 3.098811048 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 394] ADVANCE from elapsed time = 786 to 788 with dt = 2 Making slow rhs at time 786 for fast variables advancing from 786 to 786.6666666667 Fast time integration at level 0 from 786 to 786.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 786 to 786.6666666667 with dt = 0.6666666666666 using RHS created at 786 Making slow rhs at time 786.6666666667 for fast variables advancing from 786 to 787 Fast time integration at level 0 from 786 to 786.5 with dt = 0.5 Fast time integration at level 0 from 786.5 to 787 with dt = 0.5 Time integration of scalars at level 0 from 786 to 787 with dt = 1 using RHS created at 786.6666666667 Making slow rhs at time 787 for fast variables advancing from 786 to 788 Fast time integration at level 0 from 786 to 786.5 with dt = 0.5 Fast time integration at level 0 from 786.5 to 787 with dt = 0.5 Fast time integration at level 0 from 787 to 787.5 with dt = 0.5 Fast time integration at level 0 from 787.5 to 788 with dt = 0.5 Time integration of scalars at level 0 from 786 to 788 with dt = 2 using RHS created at 787 Done with advance_dycore at level 0 [Level 0 step 394] Advanced 4096 cells [Level 1 step 394] ADVANCE from elapsed time = 786 to 788 with dt = 2 Making slow rhs at time 786 for fast variables advancing from 786 to 788 No-substepping time integration at level 1 to 788 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003978540578 0.002238674992 and volume-weighted sum -52756.77439 Subtracting -9.367324998e-06 from rhs in subdomain 0 Sum after subtraction -5.789639601e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004072213828 MLMG: Initial residual (resid0) = 0.0004072213828 MLMG: Final Iter. 7 resid, resid/bnorm = 4.160409479e-11, 1.021657913e-07 MLMG: Timers: Solve = 0.004224906 Iter = 0.003928217 Bottom = 0.001841298 Time in solve 0.004594031 Max/L2 norm of divergence after solve at level 1 : 9.367365531e-06 0.0007029863807 and volume-weighted sum -52756.77439 Time integration of scalars at level 1 from 786 to 788 with dt = 2 using RHS created at 786 Making slow rhs at time 788 for fast variables advancing from 786 to 788 No-substepping time integration at level 1 to 788 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003803811223 0.002166767469 and volume-weighted sum -52756.77439 Subtracting -9.367324998e-06 from rhs in subdomain 0 Sum after subtraction -1.645818898e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003897484473 MLMG: Initial residual (resid0) = 0.0003897484473 MLMG: Final Iter. 6 resid, resid/bnorm = 4.926968567e-11, 1.264140653e-07 MLMG: Timers: Solve = 0.003624178 Iter = 0.003334217 Bottom = 0.0015998 Time in solve 0.003986402 Max/L2 norm of divergence after solve at level 1 : 9.367374267e-06 0.0007029863807 and volume-weighted sum -52756.77439 Time integration of scalars at level 1 from 786 to 788 with dt = 2 using RHS created at 788 Done with advance_dycore at level 1 [Level 1 step 394] Advanced 5632 cells Coarse STEP 394 ends. TIME = 788 DT = 2 Timestep time = 0.037556538 seconds. Coarse STEP 395 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.376464021 (terrain aware) 1.376464021 (terrain unaware) Anelastic dt at level 0 would be: 6.492955394 (terrain aware) 6.492955394 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2650898649 (terrain aware) 0.2650898649 (terrain unaware) Anelastic dt at level 1 would be: 3.096864306 (terrain aware) 3.096864306 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 395] ADVANCE from elapsed time = 788 to 790 with dt = 2 Making slow rhs at time 788 for fast variables advancing from 788 to 788.6666666667 Fast time integration at level 0 from 788 to 788.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 788 to 788.6666666667 with dt = 0.6666666666666 using RHS created at 788 Making slow rhs at time 788.6666666667 for fast variables advancing from 788 to 789 Fast time integration at level 0 from 788 to 788.5 with dt = 0.5 Fast time integration at level 0 from 788.5 to 789 with dt = 0.5 Time integration of scalars at level 0 from 788 to 789 with dt = 1 using RHS created at 788.6666666667 Making slow rhs at time 789 for fast variables advancing from 788 to 790 Fast time integration at level 0 from 788 to 788.5 with dt = 0.5 Fast time integration at level 0 from 788.5 to 789 with dt = 0.5 Fast time integration at level 0 from 789 to 789.5 with dt = 0.5 Fast time integration at level 0 from 789.5 to 790 with dt = 0.5 Time integration of scalars at level 0 from 788 to 790 with dt = 2 using RHS created at 789 Done with advance_dycore at level 0 [Level 0 step 395] Advanced 4096 cells [Level 1 step 395] ADVANCE from elapsed time = 788 to 790 with dt = 2 Making slow rhs at time 788 for fast variables advancing from 788 to 790 No-substepping time integration at level 1 to 790 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003452590585 0.00231916159 and volume-weighted sum -68782.37093 Subtracting -1.221277893e-05 from rhs in subdomain 0 Sum after subtraction -5.637851297e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003574718374 MLMG: Initial residual (resid0) = 0.0003574718374 MLMG: Final Iter. 7 resid, resid/bnorm = 4.785518383e-11, 1.338712e-07 MLMG: Timers: Solve = 0.0041888 Iter = 0.003895877 Bottom = 0.001852433 Time in solve 0.004550621 Max/L2 norm of divergence after solve at level 1 : 1.221282553e-05 0.0009165281722 and volume-weighted sum -68782.37093 Time integration of scalars at level 1 from 788 to 790 with dt = 2 using RHS created at 788 Making slow rhs at time 790 for fast variables advancing from 788 to 790 No-substepping time integration at level 1 to 790 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003688486228 0.002240947358 and volume-weighted sum -68782.37093 Subtracting -1.221277893e-05 from rhs in subdomain 0 Sum after subtraction -2.097931204e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003810614018 MLMG: Initial residual (resid0) = 0.0003810614018 MLMG: Final Iter. 6 resid, resid/bnorm = 5.528671901e-11, 1.450861167e-07 MLMG: Timers: Solve = 0.00371048 Iter = 0.003420798 Bottom = 0.001620189 Time in solve 0.004080353 Max/L2 norm of divergence after solve at level 1 : 1.221283422e-05 0.0009165281722 and volume-weighted sum -68782.37093 Time integration of scalars at level 1 from 788 to 790 with dt = 2 using RHS created at 790 Done with advance_dycore at level 1 [Level 1 step 395] Advanced 5632 cells Coarse STEP 395 ends. TIME = 790 DT = 2 Timestep time = 0.037002123 seconds. Coarse STEP 396 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375915916 (terrain aware) 1.375915916 (terrain unaware) Anelastic dt at level 0 would be: 6.489849772 (terrain aware) 6.489849772 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2650551308 (terrain aware) 0.2650551308 (terrain unaware) Anelastic dt at level 1 would be: 3.09568519 (terrain aware) 3.09568519 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 396] ADVANCE from elapsed time = 790 to 792 with dt = 2 Making slow rhs at time 790 for fast variables advancing from 790 to 790.6666666667 Fast time integration at level 0 from 790 to 790.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 790 to 790.6666666667 with dt = 0.6666666666666 using RHS created at 790 Making slow rhs at time 790.6666666667 for fast variables advancing from 790 to 791 Fast time integration at level 0 from 790 to 790.5 with dt = 0.5 Fast time integration at level 0 from 790.5 to 791 with dt = 0.5 Time integration of scalars at level 0 from 790 to 791 with dt = 1 using RHS created at 790.6666666667 Making slow rhs at time 791 for fast variables advancing from 790 to 792 Fast time integration at level 0 from 790 to 790.5 with dt = 0.5 Fast time integration at level 0 from 790.5 to 791 with dt = 0.5 Fast time integration at level 0 from 791 to 791.5 with dt = 0.5 Fast time integration at level 0 from 791.5 to 792 with dt = 0.5 Time integration of scalars at level 0 from 790 to 792 with dt = 2 using RHS created at 791 Done with advance_dycore at level 0 [Level 0 step 396] Advanced 4096 cells [Level 1 step 396] ADVANCE from elapsed time = 790 to 792 with dt = 2 Making slow rhs at time 790 for fast variables advancing from 790 to 792 No-substepping time integration at level 1 to 792 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004055354727 0.002395681506 and volume-weighted sum -78197.62716 Subtracting -1.388452187e-05 from rhs in subdomain 0 Sum after subtraction -1.925543058e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004194199946 MLMG: Initial residual (resid0) = 0.0004194199946 MLMG: Final Iter. 7 resid, resid/bnorm = 4.576437505e-11, 1.091134796e-07 MLMG: Timers: Solve = 0.004078836 Iter = 0.003784286 Bottom = 0.001763813 Time in solve 0.00444743 Max/L2 norm of divergence after solve at level 1 : 1.388456641e-05 0.001041986883 and volume-weighted sum -78197.62716 Time integration of scalars at level 1 from 790 to 792 with dt = 2 using RHS created at 790 Making slow rhs at time 792 for fast variables advancing from 790 to 792 No-substepping time integration at level 1 to 792 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004115466731 0.002322032602 and volume-weighted sum -78197.62716 Subtracting -1.388452187e-05 from rhs in subdomain 0 Sum after subtraction 2.413434036e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000425431195 MLMG: Initial residual (resid0) = 0.000425431195 MLMG: Final Iter. 6 resid, resid/bnorm = 5.940141834e-11, 1.396263815e-07 MLMG: Timers: Solve = 0.003586096 Iter = 0.003288096 Bottom = 0.001547154 Time in solve 0.003952257 Max/L2 norm of divergence after solve at level 1 : 1.388458127e-05 0.001041986883 and volume-weighted sum -78197.62716 Time integration of scalars at level 1 from 790 to 792 with dt = 2 using RHS created at 792 Done with advance_dycore at level 1 [Level 1 step 396] Advanced 5632 cells Coarse STEP 396 ends. TIME = 792 DT = 2 Timestep time = 0.037161127 seconds. Coarse STEP 397 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37547117 (terrain aware) 1.37547117 (terrain unaware) Anelastic dt at level 0 would be: 6.488879372 (terrain aware) 6.488879372 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2650258311 (terrain aware) 0.2650258311 (terrain unaware) Anelastic dt at level 1 would be: 3.095195982 (terrain aware) 3.095195982 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 397] ADVANCE from elapsed time = 792 to 794 with dt = 2 Making slow rhs at time 792 for fast variables advancing from 792 to 792.6666666667 Fast time integration at level 0 from 792 to 792.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 792 to 792.6666666667 with dt = 0.6666666666666 using RHS created at 792 Making slow rhs at time 792.6666666667 for fast variables advancing from 792 to 793 Fast time integration at level 0 from 792 to 792.5 with dt = 0.5 Fast time integration at level 0 from 792.5 to 793 with dt = 0.5 Time integration of scalars at level 0 from 792 to 793 with dt = 1 using RHS created at 792.6666666667 Making slow rhs at time 793 for fast variables advancing from 792 to 794 Fast time integration at level 0 from 792 to 792.5 with dt = 0.5 Fast time integration at level 0 from 792.5 to 793 with dt = 0.5 Fast time integration at level 0 from 793 to 793.5 with dt = 0.5 Fast time integration at level 0 from 793.5 to 794 with dt = 0.5 Time integration of scalars at level 0 from 792 to 794 with dt = 2 using RHS created at 793 Done with advance_dycore at level 0 [Level 0 step 397] Advanced 4096 cells [Level 1 step 397] ADVANCE from elapsed time = 792 to 794 with dt = 2 Making slow rhs at time 792 for fast variables advancing from 792 to 794 No-substepping time integration at level 1 to 794 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003980063649 0.002437823143 and volume-weighted sum -79768.49108 Subtracting -1.416343947e-05 from rhs in subdomain 0 Sum after subtraction 1.366094737e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004121698044 MLMG: Initial residual (resid0) = 0.0004121698044 MLMG: Final Iter. 7 resid, resid/bnorm = 3.55371976e-11, 8.62197988e-08 MLMG: Timers: Solve = 0.004108432 Iter = 0.003819655 Bottom = 0.001804406 Time in solve 0.00447037 Max/L2 norm of divergence after solve at level 1 : 1.416347401e-05 0.001062918715 and volume-weighted sum -79768.49108 Time integration of scalars at level 1 from 792 to 794 with dt = 2 using RHS created at 792 Making slow rhs at time 794 for fast variables advancing from 792 to 794 No-substepping time integration at level 1 to 794 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003854374514 0.002384750315 and volume-weighted sum -79768.49108 Subtracting -1.416343947e-05 from rhs in subdomain 0 Sum after subtraction 4.987329993e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003996008908 MLMG: Initial residual (resid0) = 0.0003996008908 MLMG: Final Iter. 6 resid, resid/bnorm = 6.654065135e-11, 1.665177753e-07 MLMG: Timers: Solve = 0.003575005 Iter = 0.003288407 Bottom = 0.001555448 Time in solve 0.003942017 Max/L2 norm of divergence after solve at level 1 : 1.416350502e-05 0.001062918715 and volume-weighted sum -79768.49108 Time integration of scalars at level 1 from 792 to 794 with dt = 2 using RHS created at 794 Done with advance_dycore at level 1 [Level 1 step 397] Advanced 5632 cells Coarse STEP 397 ends. TIME = 794 DT = 2 Timestep time = 0.037242483 seconds. Coarse STEP 398 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.375132132 (terrain aware) 1.375132132 (terrain unaware) Anelastic dt at level 0 would be: 6.490015638 (terrain aware) 6.490015638 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2650027684 (terrain aware) 0.2650027684 (terrain unaware) Anelastic dt at level 1 would be: 3.095388085 (terrain aware) 3.095388085 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 398] ADVANCE from elapsed time = 794 to 796 with dt = 2 Making slow rhs at time 794 for fast variables advancing from 794 to 794.6666666667 Fast time integration at level 0 from 794 to 794.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 794 to 794.6666666667 with dt = 0.6666666666666 using RHS created at 794 Making slow rhs at time 794.6666666667 for fast variables advancing from 794 to 795 Fast time integration at level 0 from 794 to 794.5 with dt = 0.5 Fast time integration at level 0 from 794.5 to 795 with dt = 0.5 Time integration of scalars at level 0 from 794 to 795 with dt = 1 using RHS created at 794.6666666667 Making slow rhs at time 795 for fast variables advancing from 794 to 796 Fast time integration at level 0 from 794 to 794.5 with dt = 0.5 Fast time integration at level 0 from 794.5 to 795 with dt = 0.5 Fast time integration at level 0 from 795 to 795.5 with dt = 0.5 Fast time integration at level 0 from 795.5 to 796 with dt = 0.5 Time integration of scalars at level 0 from 794 to 796 with dt = 2 using RHS created at 795 Done with advance_dycore at level 0 [Level 0 step 398] Advanced 4096 cells [Level 1 step 398] ADVANCE from elapsed time = 794 to 796 with dt = 2 Making slow rhs at time 794 for fast variables advancing from 794 to 796 No-substepping time integration at level 1 to 796 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003264961866 0.00242840516 and volume-weighted sum -73029.65589 Subtracting -1.296691333e-05 from rhs in subdomain 0 Sum after subtraction 8.413408858e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003369938711 MLMG: Initial residual (resid0) = 0.0003369938711 MLMG: Final Iter. 7 resid, resid/bnorm = 2.19235944e-11, 6.505635942e-08 MLMG: Timers: Solve = 0.004135985 Iter = 0.003844415 Bottom = 0.00178329 Time in solve 0.004507444 Max/L2 norm of divergence after solve at level 1 : 1.296693461e-05 0.0009731234344 and volume-weighted sum -73029.65589 Time integration of scalars at level 1 from 794 to 796 with dt = 2 using RHS created at 794 Making slow rhs at time 796 for fast variables advancing from 794 to 796 No-substepping time integration at level 1 to 796 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003466702138 0.002393030242 and volume-weighted sum -73029.65589 Subtracting -1.296691333e-05 from rhs in subdomain 0 Sum after subtraction -1.979753167e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003596371271 MLMG: Initial residual (resid0) = 0.0003596371271 MLMG: Final Iter. 6 resid, resid/bnorm = 7.977774089e-11, 2.218284345e-07 MLMG: Timers: Solve = 0.003580532 Iter = 0.003278643 Bottom = 0.001549127 Time in solve 0.003942881 Max/L2 norm of divergence after solve at level 1 : 1.296699192e-05 0.0009731234344 and volume-weighted sum -73029.65589 Time integration of scalars at level 1 from 794 to 796 with dt = 2 using RHS created at 796 Done with advance_dycore at level 1 [Level 1 step 398] Advanced 5632 cells Coarse STEP 398 ends. TIME = 796 DT = 2 Timestep time = 0.037190342 seconds. Coarse STEP 399 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374897839 (terrain aware) 1.374897839 (terrain unaware) Anelastic dt at level 0 would be: 6.493166289 (terrain aware) 6.493166289 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2649814375 (terrain aware) 0.2649814375 (terrain unaware) Anelastic dt at level 1 would be: 3.092402599 (terrain aware) 3.092402599 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 399] ADVANCE from elapsed time = 796 to 798 with dt = 2 Making slow rhs at time 796 for fast variables advancing from 796 to 796.6666666667 Fast time integration at level 0 from 796 to 796.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 796 to 796.6666666667 with dt = 0.6666666666666 using RHS created at 796 Making slow rhs at time 796.6666666667 for fast variables advancing from 796 to 797 Fast time integration at level 0 from 796 to 796.5 with dt = 0.5 Fast time integration at level 0 from 796.5 to 797 with dt = 0.5 Time integration of scalars at level 0 from 796 to 797 with dt = 1 using RHS created at 796.6666666667 Making slow rhs at time 797 for fast variables advancing from 796 to 798 Fast time integration at level 0 from 796 to 796.5 with dt = 0.5 Fast time integration at level 0 from 796.5 to 797 with dt = 0.5 Fast time integration at level 0 from 797 to 797.5 with dt = 0.5 Fast time integration at level 0 from 797.5 to 798 with dt = 0.5 Time integration of scalars at level 0 from 796 to 798 with dt = 2 using RHS created at 797 Done with advance_dycore at level 0 [Level 0 step 399] Advanced 4096 cells [Level 1 step 399] ADVANCE from elapsed time = 796 to 798 with dt = 2 Making slow rhs at time 796 for fast variables advancing from 796 to 798 No-substepping time integration at level 1 to 798 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003966601295 0.00235414723 and volume-weighted sum -58467.08145 Subtracting -1.038122895e-05 from rhs in subdomain 0 Sum after subtraction -5.59448321e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004070413585 MLMG: Initial residual (resid0) = 0.0004070413585 MLMG: Final Iter. 7 resid, resid/bnorm = 1.269280845e-11, 3.118309278e-08 MLMG: Timers: Solve = 0.004098886 Iter = 0.003809775 Bottom = 0.001808293 Time in solve 0.004460037 Max/L2 norm of divergence after solve at level 1 : 1.038124164e-05 0.0007790764781 and volume-weighted sum -58467.08145 Time integration of scalars at level 1 from 796 to 798 with dt = 2 using RHS created at 796 Making slow rhs at time 798 for fast variables advancing from 796 to 798 No-substepping time integration at level 1 to 798 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004071598571 0.002318351508 and volume-weighted sum -58467.08145 Subtracting -1.038122895e-05 from rhs in subdomain 0 Sum after subtraction 1.387778781e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004175410861 MLMG: Initial residual (resid0) = 0.0004175410861 MLMG: Final Iter. 6 resid, resid/bnorm = 7.805852576e-11, 1.869481313e-07 MLMG: Timers: Solve = 0.003632244 Iter = 0.003337604 Bottom = 0.001554382 Time in solve 0.004005906 Max/L2 norm of divergence after solve at level 1 : 1.038130585e-05 0.0007790764781 and volume-weighted sum -58467.08145 Time integration of scalars at level 1 from 796 to 798 with dt = 2 using RHS created at 798 Done with advance_dycore at level 1 [Level 1 step 399] Advanced 5632 cells Coarse STEP 399 ends. TIME = 798 DT = 2 Timestep time = 0.036826014 seconds. Coarse STEP 400 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374764909 (terrain aware) 1.374764909 (terrain unaware) Anelastic dt at level 0 would be: 6.498187243 (terrain aware) 6.498187243 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2649376731 (terrain aware) 0.2649376731 (terrain unaware) Anelastic dt at level 1 would be: 3.089430361 (terrain aware) 3.089430361 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 400] ADVANCE from elapsed time = 798 to 800 with dt = 2 Making slow rhs at time 798 for fast variables advancing from 798 to 798.6666666667 Fast time integration at level 0 from 798 to 798.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 798 to 798.6666666667 with dt = 0.6666666666666 using RHS created at 798 Making slow rhs at time 798.6666666667 for fast variables advancing from 798 to 799 Fast time integration at level 0 from 798 to 798.5 with dt = 0.5 Fast time integration at level 0 from 798.5 to 799 with dt = 0.5 Time integration of scalars at level 0 from 798 to 799 with dt = 1 using RHS created at 798.6666666667 Making slow rhs at time 799 for fast variables advancing from 798 to 800 Fast time integration at level 0 from 798 to 798.5 with dt = 0.5 Fast time integration at level 0 from 798.5 to 799 with dt = 0.5 Fast time integration at level 0 from 799 to 799.5 with dt = 0.5 Fast time integration at level 0 from 799.5 to 800 with dt = 0.5 Time integration of scalars at level 0 from 798 to 800 with dt = 2 using RHS created at 799 Done with advance_dycore at level 0 [Level 0 step 400] Advanced 4096 cells [Level 1 step 400] ADVANCE from elapsed time = 798 to 800 with dt = 2 Making slow rhs at time 798 for fast variables advancing from 798 to 800 No-substepping time integration at level 1 to 800 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004092510023 0.002224446161 and volume-weighted sum -37529.57318 Subtracting -6.663631602e-06 from rhs in subdomain 0 Sum after subtraction -4.770489559e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004159146339 MLMG: Initial residual (resid0) = 0.0004159146339 MLMG: Final Iter. 6 resid, resid/bnorm = 4.598593465e-11, 1.10565801e-07 MLMG: Timers: Solve = 0.003584241 Iter = 0.003297953 Bottom = 0.001573809 Time in solve 0.003945771 Max/L2 norm of divergence after solve at level 1 : 6.663676654e-06 0.0005000832429 and volume-weighted sum -37529.57318 Time integration of scalars at level 1 from 798 to 800 with dt = 2 using RHS created at 798 Making slow rhs at time 800 for fast variables advancing from 798 to 800 No-substepping time integration at level 1 to 800 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004007124881 0.002177172569 and volume-weighted sum -37529.57318 Subtracting -6.663631602e-06 from rhs in subdomain 0 Sum after subtraction 6.938893904e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004073761197 MLMG: Initial residual (resid0) = 0.0004073761197 MLMG: Final Iter. 6 resid, resid/bnorm = 6.867838014e-11, 1.685871528e-07 MLMG: Timers: Solve = 0.003582647 Iter = 0.003291609 Bottom = 0.001559636 Time in solve 0.003950893 Max/L2 norm of divergence after solve at level 1 : 6.66370028e-06 0.0005000832429 and volume-weighted sum -37529.57318 Time integration of scalars at level 1 from 798 to 800 with dt = 2 using RHS created at 800 Done with advance_dycore at level 1 [Level 1 step 400] Advanced 5632 cells Coarse STEP 400 ends. TIME = 800 DT = 2 Timestep time = 0.036413927 seconds. 3DPlotfile write time = 0.007735942 seconds. Coarse STEP 401 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374728593 (terrain aware) 1.374728593 (terrain unaware) Anelastic dt at level 0 would be: 6.504909284 (terrain aware) 6.504909284 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2649046013 (terrain aware) 0.2649046013 (terrain unaware) Anelastic dt at level 1 would be: 3.08751458 (terrain aware) 3.08751458 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 401] ADVANCE from elapsed time = 800 to 802 with dt = 2 Making slow rhs at time 800 for fast variables advancing from 800 to 800.6666666667 Fast time integration at level 0 from 800 to 800.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 800 to 800.6666666667 with dt = 0.6666666666666 using RHS created at 800 Making slow rhs at time 800.6666666667 for fast variables advancing from 800 to 801 Fast time integration at level 0 from 800 to 800.5 with dt = 0.5 Fast time integration at level 0 from 800.5 to 801 with dt = 0.5 Time integration of scalars at level 0 from 800 to 801 with dt = 1 using RHS created at 800.6666666667 Making slow rhs at time 801 for fast variables advancing from 800 to 802 Fast time integration at level 0 from 800 to 800.5 with dt = 0.5 Fast time integration at level 0 from 800.5 to 801 with dt = 0.5 Fast time integration at level 0 from 801 to 801.5 with dt = 0.5 Fast time integration at level 0 from 801.5 to 802 with dt = 0.5 Time integration of scalars at level 0 from 800 to 802 with dt = 2 using RHS created at 801 Done with advance_dycore at level 0 [Level 0 step 401] Advanced 4096 cells [Level 1 step 401] ADVANCE from elapsed time = 800 to 802 with dt = 2 Making slow rhs at time 800 for fast variables advancing from 800 to 802 No-substepping time integration at level 1 to 802 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003536374478 0.002094062225 and volume-weighted sum -12457.3135 Subtracting -2.211880948e-06 from rhs in subdomain 0 Sum after subtraction 1.076612757e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003558493287 MLMG: Initial residual (resid0) = 0.0003558493287 MLMG: Final Iter. 6 resid, resid/bnorm = 9.162581576e-11, 2.574848633e-07 MLMG: Timers: Solve = 0.003600023 Iter = 0.003293983 Bottom = 0.001569165 Time in solve 0.003966247 Max/L2 norm of divergence after solve at level 1 : 2.211969859e-06 0.0001659942601 and volume-weighted sum -12457.3135 Time integration of scalars at level 1 from 800 to 802 with dt = 2 using RHS created at 800 Making slow rhs at time 802 for fast variables advancing from 800 to 802 No-substepping time integration at level 1 to 802 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003342353347 0.002040503083 and volume-weighted sum -12457.3135 Subtracting -2.211880948e-06 from rhs in subdomain 0 Sum after subtraction -2.13587828e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003364472156 MLMG: Initial residual (resid0) = 0.0003364472156 MLMG: Final Iter. 6 resid, resid/bnorm = 6.899075395e-11, 2.050566946e-07 MLMG: Timers: Solve = 0.003666269 Iter = 0.003369184 Bottom = 0.001576376 Time in solve 0.004033147 Max/L2 norm of divergence after solve at level 1 : 2.211949939e-06 0.0001659942601 and volume-weighted sum -12457.3135 Time integration of scalars at level 1 from 800 to 802 with dt = 2 using RHS created at 802 Done with advance_dycore at level 1 [Level 1 step 401] Advanced 5632 cells Coarse STEP 401 ends. TIME = 802 DT = 2 Timestep time = 0.037759782 seconds. Coarse STEP 402 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374783929 (terrain aware) 1.374783929 (terrain unaware) Anelastic dt at level 0 would be: 6.513173483 (terrain aware) 6.513173483 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648838482 (terrain aware) 0.2648838482 (terrain unaware) Anelastic dt at level 1 would be: 3.086779638 (terrain aware) 3.086779638 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 402] ADVANCE from elapsed time = 802 to 804 with dt = 2 Making slow rhs at time 802 for fast variables advancing from 802 to 802.6666666667 Fast time integration at level 0 from 802 to 802.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 802 to 802.6666666667 with dt = 0.6666666666666 using RHS created at 802 Making slow rhs at time 802.6666666667 for fast variables advancing from 802 to 803 Fast time integration at level 0 from 802 to 802.5 with dt = 0.5 Fast time integration at level 0 from 802.5 to 803 with dt = 0.5 Time integration of scalars at level 0 from 802 to 803 with dt = 1 using RHS created at 802.6666666667 Making slow rhs at time 803 for fast variables advancing from 802 to 804 Fast time integration at level 0 from 802 to 802.5 with dt = 0.5 Fast time integration at level 0 from 802.5 to 803 with dt = 0.5 Fast time integration at level 0 from 803 to 803.5 with dt = 0.5 Fast time integration at level 0 from 803.5 to 804 with dt = 0.5 Time integration of scalars at level 0 from 802 to 804 with dt = 2 using RHS created at 803 Done with advance_dycore at level 0 [Level 0 step 402] Advanced 4096 cells [Level 1 step 402] ADVANCE from elapsed time = 802 to 804 with dt = 2 Making slow rhs at time 802 for fast variables advancing from 802 to 804 No-substepping time integration at level 1 to 804 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003959986883 0.002045076003 and volume-weighted sum 14034.74073 Subtracting 2.491963909e-06 from rhs in subdomain 0 Sum after subtraction 2.818925648e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003935067244 MLMG: Initial residual (resid0) = 0.0003935067244 MLMG: Final Iter. 7 resid, resid/bnorm = 1.523945666e-11, 3.872730938e-08 MLMG: Timers: Solve = 0.004087226 Iter = 0.003789454 Bottom = 0.001778681 Time in solve 0.004458857 Max/L2 norm of divergence after solve at level 1 : 2.491978693e-06 0.0001870135487 and volume-weighted sum 14034.74073 Time integration of scalars at level 1 from 802 to 804 with dt = 2 using RHS created at 802 Making slow rhs at time 804 for fast variables advancing from 802 to 804 No-substepping time integration at level 1 to 804 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004095114535 0.001999059651 and volume-weighted sum 14034.74073 Subtracting 2.491963909e-06 from rhs in subdomain 0 Sum after subtraction 1.818749144e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004070194896 MLMG: Initial residual (resid0) = 0.0004070194896 MLMG: Final Iter. 6 resid, resid/bnorm = 6.798326893e-11, 1.670270606e-07 MLMG: Timers: Solve = 0.003611953 Iter = 0.003313116 Bottom = 0.001577648 Time in solve 0.003983626 Max/L2 norm of divergence after solve at level 1 : 2.492030192e-06 0.0001870135487 and volume-weighted sum 14034.74073 Time integration of scalars at level 1 from 802 to 804 with dt = 2 using RHS created at 804 Done with advance_dycore at level 1 [Level 1 step 402] Advanced 5632 cells Coarse STEP 402 ends. TIME = 804 DT = 2 Timestep time = 0.0374432 seconds. Coarse STEP 403 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374927056 (terrain aware) 1.374927056 (terrain unaware) Anelastic dt at level 0 would be: 6.512084713 (terrain aware) 6.512084713 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648765978 (terrain aware) 0.2648765978 (terrain unaware) Anelastic dt at level 1 would be: 3.08644309 (terrain aware) 3.08644309 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 403] ADVANCE from elapsed time = 804 to 806 with dt = 2 Making slow rhs at time 804 for fast variables advancing from 804 to 804.6666666667 Fast time integration at level 0 from 804 to 804.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 804 to 804.6666666667 with dt = 0.6666666666666 using RHS created at 804 Making slow rhs at time 804.6666666667 for fast variables advancing from 804 to 805 Fast time integration at level 0 from 804 to 804.5 with dt = 0.5 Fast time integration at level 0 from 804.5 to 805 with dt = 0.5 Time integration of scalars at level 0 from 804 to 805 with dt = 1 using RHS created at 804.6666666667 Making slow rhs at time 805 for fast variables advancing from 804 to 806 Fast time integration at level 0 from 804 to 804.5 with dt = 0.5 Fast time integration at level 0 from 804.5 to 805 with dt = 0.5 Fast time integration at level 0 from 805 to 805.5 with dt = 0.5 Fast time integration at level 0 from 805.5 to 806 with dt = 0.5 Time integration of scalars at level 0 from 804 to 806 with dt = 2 using RHS created at 805 Done with advance_dycore at level 0 [Level 0 step 403] Advanced 4096 cells [Level 1 step 403] ADVANCE from elapsed time = 804 to 806 with dt = 2 Making slow rhs at time 804 for fast variables advancing from 804 to 806 No-substepping time integration at level 1 to 806 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004248089077 0.002121455347 and volume-weighted sum 39130.98641 Subtracting 6.94797344e-06 from rhs in subdomain 0 Sum after subtraction -1.647987302e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004178609343 MLMG: Initial residual (resid0) = 0.0004178609343 MLMG: Final Iter. 7 resid, resid/bnorm = 2.116381657e-11, 5.064799036e-08 MLMG: Timers: Solve = 0.004098286 Iter = 0.003809175 Bottom = 0.001791338 Time in solve 0.004458779 Max/L2 norm of divergence after solve at level 1 : 6.94799397e-06 0.000521422146 and volume-weighted sum 39130.98641 Time integration of scalars at level 1 from 804 to 806 with dt = 2 using RHS created at 804 Making slow rhs at time 806 for fast variables advancing from 804 to 806 No-substepping time integration at level 1 to 806 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004192784036 0.002092355188 and volume-weighted sum 39130.98641 Subtracting 6.94797344e-06 from rhs in subdomain 0 Sum after subtraction -8.098990228e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004123304301 MLMG: Initial residual (resid0) = 0.0004123304301 MLMG: Final Iter. 6 resid, resid/bnorm = 6.654422207e-11, 1.613856684e-07 MLMG: Timers: Solve = 0.003602496 Iter = 0.003317117 Bottom = 0.001574587 Time in solve 0.003970952 Max/L2 norm of divergence after solve at level 1 : 6.948038328e-06 0.000521422146 and volume-weighted sum 39130.98641 Time integration of scalars at level 1 from 804 to 806 with dt = 2 using RHS created at 806 Done with advance_dycore at level 1 [Level 1 step 403] Advanced 5632 cells Coarse STEP 403 ends. TIME = 806 DT = 2 Timestep time = 0.037264082 seconds. Coarse STEP 404 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.374933757 (terrain aware) 1.374933757 (terrain unaware) Anelastic dt at level 0 would be: 6.505156314 (terrain aware) 6.505156314 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648521438 (terrain aware) 0.2648521438 (terrain unaware) Anelastic dt at level 1 would be: 3.083682413 (terrain aware) 3.083682413 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 404] ADVANCE from elapsed time = 806 to 808 with dt = 2 Making slow rhs at time 806 for fast variables advancing from 806 to 806.6666666667 Fast time integration at level 0 from 806 to 806.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 806 to 806.6666666667 with dt = 0.6666666666666 using RHS created at 806 Making slow rhs at time 806.6666666667 for fast variables advancing from 806 to 807 Fast time integration at level 0 from 806 to 806.5 with dt = 0.5 Fast time integration at level 0 from 806.5 to 807 with dt = 0.5 Time integration of scalars at level 0 from 806 to 807 with dt = 1 using RHS created at 806.6666666667 Making slow rhs at time 807 for fast variables advancing from 806 to 808 Fast time integration at level 0 from 806 to 806.5 with dt = 0.5 Fast time integration at level 0 from 806.5 to 807 with dt = 0.5 Fast time integration at level 0 from 807 to 807.5 with dt = 0.5 Fast time integration at level 0 from 807.5 to 808 with dt = 0.5 Time integration of scalars at level 0 from 806 to 808 with dt = 2 using RHS created at 807 Done with advance_dycore at level 0 [Level 0 step 404] Advanced 4096 cells [Level 1 step 404] ADVANCE from elapsed time = 806 to 808 with dt = 2 Making slow rhs at time 806 for fast variables advancing from 806 to 808 No-substepping time integration at level 1 to 808 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003836570673 0.002285766302 and volume-weighted sum 60218.69776 Subtracting 1.069224037e-05 from rhs in subdomain 0 Sum after subtraction 2.072994554e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003729648269 MLMG: Initial residual (resid0) = 0.0003729648269 MLMG: Final Iter. 7 resid, resid/bnorm = 2.648020707e-11, 7.099920733e-08 MLMG: Timers: Solve = 0.004124495 Iter = 0.003843969 Bottom = 0.001788869 Time in solve 0.004507885 Max/L2 norm of divergence after solve at level 1 : 1.069226607e-05 0.0008024168438 and volume-weighted sum 60218.69776 Time integration of scalars at level 1 from 806 to 808 with dt = 2 using RHS created at 806 Making slow rhs at time 808 for fast variables advancing from 806 to 808 No-substepping time integration at level 1 to 808 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003616859271 0.00226613715 and volume-weighted sum 60218.69776 Subtracting 1.069224037e-05 from rhs in subdomain 0 Sum after subtraction 1.186117177e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003509936867 MLMG: Initial residual (resid0) = 0.0003509936867 MLMG: Final Iter. 6 resid, resid/bnorm = 8.358061674e-11, 2.381256983e-07 MLMG: Timers: Solve = 0.003492586 Iter = 0.003196642 Bottom = 0.001461648 Time in solve 0.003857469 Max/L2 norm of divergence after solve at level 1 : 1.069232274e-05 0.0008024168438 and volume-weighted sum 60218.69776 Time integration of scalars at level 1 from 806 to 808 with dt = 2 using RHS created at 808 Done with advance_dycore at level 1 [Level 1 step 404] Advanced 5632 cells Coarse STEP 404 ends. TIME = 808 DT = 2 Timestep time = 0.037153903 seconds. Coarse STEP 405 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37435471 (terrain aware) 1.37435471 (terrain unaware) Anelastic dt at level 0 would be: 6.499589921 (terrain aware) 6.499589921 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648357741 (terrain aware) 0.2648357741 (terrain unaware) Anelastic dt at level 1 would be: 3.082298896 (terrain aware) 3.082298896 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 405] ADVANCE from elapsed time = 808 to 810 with dt = 2 Making slow rhs at time 808 for fast variables advancing from 808 to 808.6666666667 Fast time integration at level 0 from 808 to 808.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 808 to 808.6666666667 with dt = 0.6666666666666 using RHS created at 808 Making slow rhs at time 808.6666666667 for fast variables advancing from 808 to 809 Fast time integration at level 0 from 808 to 808.5 with dt = 0.5 Fast time integration at level 0 from 808.5 to 809 with dt = 0.5 Time integration of scalars at level 0 from 808 to 809 with dt = 1 using RHS created at 808.6666666667 Making slow rhs at time 809 for fast variables advancing from 808 to 810 Fast time integration at level 0 from 808 to 808.5 with dt = 0.5 Fast time integration at level 0 from 808.5 to 809 with dt = 0.5 Fast time integration at level 0 from 809 to 809.5 with dt = 0.5 Fast time integration at level 0 from 809.5 to 810 with dt = 0.5 Time integration of scalars at level 0 from 808 to 810 with dt = 2 using RHS created at 809 Done with advance_dycore at level 0 [Level 0 step 405] Advanced 4096 cells [Level 1 step 405] ADVANCE from elapsed time = 808 to 810 with dt = 2 Making slow rhs at time 808 for fast variables advancing from 808 to 810 No-substepping time integration at level 1 to 810 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003905830429 0.002448236066 and volume-weighted sum 75107.91277 Subtracting 1.333592201e-05 from rhs in subdomain 0 Sum after subtraction -5.204170428e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003772471209 MLMG: Initial residual (resid0) = 0.0003772471209 MLMG: Final Iter. 7 resid, resid/bnorm = 2.967601556e-11, 7.86646575e-08 MLMG: Timers: Solve = 0.004105979 Iter = 0.003815046 Bottom = 0.001819988 Time in solve 0.004472307 Max/L2 norm of divergence after solve at level 1 : 1.333595083e-05 0.0010008163 and volume-weighted sum 75107.91277 Time integration of scalars at level 1 from 808 to 810 with dt = 2 using RHS created at 808 Making slow rhs at time 810 for fast variables advancing from 808 to 810 No-substepping time integration at level 1 to 810 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000406574623 0.002415648672 and volume-weighted sum 75107.91277 Subtracting 1.333592201e-05 from rhs in subdomain 0 Sum after subtraction -5.247538515e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000393238701 MLMG: Initial residual (resid0) = 0.000393238701 MLMG: Final Iter. 7 resid, resid/bnorm = 1.182174831e-11, 3.006252506e-08 MLMG: Timers: Solve = 0.004175148 Iter = 0.003886493 Bottom = 0.001825201 Time in solve 0.004537108 Max/L2 norm of divergence after solve at level 1 : 1.333593383e-05 0.0010008163 and volume-weighted sum 75107.91277 Time integration of scalars at level 1 from 808 to 810 with dt = 2 using RHS created at 810 Done with advance_dycore at level 1 [Level 1 step 405] Advanced 5632 cells Coarse STEP 405 ends. TIME = 810 DT = 2 Timestep time = 0.037472934 seconds. Coarse STEP 406 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373863487 (terrain aware) 1.373863487 (terrain unaware) Anelastic dt at level 0 would be: 6.495391506 (terrain aware) 6.495391506 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648331899 (terrain aware) 0.2648331899 (terrain unaware) Anelastic dt at level 1 would be: 3.082228232 (terrain aware) 3.082228232 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 406] ADVANCE from elapsed time = 810 to 812 with dt = 2 Making slow rhs at time 810 for fast variables advancing from 810 to 810.6666666667 Fast time integration at level 0 from 810 to 810.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 810 to 810.6666666667 with dt = 0.6666666666666 using RHS created at 810 Making slow rhs at time 810.6666666667 for fast variables advancing from 810 to 811 Fast time integration at level 0 from 810 to 810.5 with dt = 0.5 Fast time integration at level 0 from 810.5 to 811 with dt = 0.5 Time integration of scalars at level 0 from 810 to 811 with dt = 1 using RHS created at 810.6666666667 Making slow rhs at time 811 for fast variables advancing from 810 to 812 Fast time integration at level 0 from 810 to 810.5 with dt = 0.5 Fast time integration at level 0 from 810.5 to 811 with dt = 0.5 Fast time integration at level 0 from 811 to 811.5 with dt = 0.5 Fast time integration at level 0 from 811.5 to 812 with dt = 0.5 Time integration of scalars at level 0 from 810 to 812 with dt = 2 using RHS created at 811 Done with advance_dycore at level 0 [Level 0 step 406] Advanced 4096 cells [Level 1 step 406] ADVANCE from elapsed time = 810 to 812 with dt = 2 Making slow rhs at time 810 for fast variables advancing from 810 to 812 No-substepping time integration at level 1 to 812 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004304948241 0.002525459917 and volume-weighted sum 82209.64997 Subtracting 1.459688387e-05 from rhs in subdomain 0 Sum after subtraction 1.301042607e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004158979402 MLMG: Initial residual (resid0) = 0.0004158979402 MLMG: Final Iter. 7 resid, resid/bnorm = 2.8746422e-11, 6.911893332e-08 MLMG: Timers: Solve = 0.004122305 Iter = 0.003833345 Bottom = 0.001833144 Time in solve 0.004484218 Max/L2 norm of divergence after solve at level 1 : 1.459691181e-05 0.001095447267 and volume-weighted sum 82209.64997 Time integration of scalars at level 1 from 810 to 812 with dt = 2 using RHS created at 810 Making slow rhs at time 812 for fast variables advancing from 810 to 812 No-substepping time integration at level 1 to 812 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004282033012 0.002457643298 and volume-weighted sum 82209.64997 Subtracting 1.459688387e-05 from rhs in subdomain 0 Sum after subtraction -3.165870344e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004136064173 MLMG: Initial residual (resid0) = 0.0004136064173 MLMG: Final Iter. 7 resid, resid/bnorm = 1.174542999e-11, 2.839760094e-08 MLMG: Timers: Solve = 0.004097878 Iter = 0.003811787 Bottom = 0.001814299 Time in solve 0.004463323 Max/L2 norm of divergence after solve at level 1 : 1.459689562e-05 0.001095447267 and volume-weighted sum 82209.64997 Time integration of scalars at level 1 from 810 to 812 with dt = 2 using RHS created at 812 Done with advance_dycore at level 1 [Level 1 step 406] Advanced 5632 cells Coarse STEP 406 ends. TIME = 812 DT = 2 Timestep time = 0.037623123 seconds. Coarse STEP 407 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373463303 (terrain aware) 1.373463303 (terrain unaware) Anelastic dt at level 0 would be: 6.492595834 (terrain aware) 6.492595834 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648432928 (terrain aware) 0.2648432928 (terrain unaware) Anelastic dt at level 1 would be: 3.083351434 (terrain aware) 3.083351434 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 407] ADVANCE from elapsed time = 812 to 814 with dt = 2 Making slow rhs at time 812 for fast variables advancing from 812 to 812.6666666667 Fast time integration at level 0 from 812 to 812.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 812 to 812.6666666667 with dt = 0.6666666666666 using RHS created at 812 Making slow rhs at time 812.6666666667 for fast variables advancing from 812 to 813 Fast time integration at level 0 from 812 to 812.5 with dt = 0.5 Fast time integration at level 0 from 812.5 to 813 with dt = 0.5 Time integration of scalars at level 0 from 812 to 813 with dt = 1 using RHS created at 812.6666666667 Making slow rhs at time 813 for fast variables advancing from 812 to 814 Fast time integration at level 0 from 812 to 812.5 with dt = 0.5 Fast time integration at level 0 from 812.5 to 813 with dt = 0.5 Fast time integration at level 0 from 813 to 813.5 with dt = 0.5 Fast time integration at level 0 from 813.5 to 814 with dt = 0.5 Time integration of scalars at level 0 from 812 to 814 with dt = 2 using RHS created at 813 Done with advance_dycore at level 0 [Level 0 step 407] Advanced 4096 cells [Level 1 step 407] ADVANCE from elapsed time = 812 to 814 with dt = 2 Making slow rhs at time 812 for fast variables advancing from 812 to 814 No-substepping time integration at level 1 to 814 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004005442816 0.002478506224 and volume-weighted sum 80702.35634 Subtracting 1.432925361e-05 from rhs in subdomain 0 Sum after subtraction 1.812786032e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000386215028 MLMG: Initial residual (resid0) = 0.000386215028 MLMG: Final Iter. 7 resid, resid/bnorm = 2.317947512e-11, 6.001702014e-08 MLMG: Timers: Solve = 0.004093671 Iter = 0.003794935 Bottom = 0.00180293 Time in solve 0.004457144 Max/L2 norm of divergence after solve at level 1 : 1.432927616e-05 0.001075362512 and volume-weighted sum 80702.35634 Time integration of scalars at level 1 from 812 to 814 with dt = 2 using RHS created at 812 Making slow rhs at time 814 for fast variables advancing from 812 to 814 No-substepping time integration at level 1 to 814 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003813021151 0.002374527611 and volume-weighted sum 80702.35634 Subtracting 1.432925361e-05 from rhs in subdomain 0 Sum after subtraction 9.259086553e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003669728615 MLMG: Initial residual (resid0) = 0.0003669728615 MLMG: Final Iter. 6 resid, resid/bnorm = 8.124343123e-11, 2.213881182e-07 MLMG: Timers: Solve = 0.00353098 Iter = 0.003241879 Bottom = 0.001500063 Time in solve 0.003893131 Max/L2 norm of divergence after solve at level 1 : 1.432933369e-05 0.001075362512 and volume-weighted sum 80702.35634 Time integration of scalars at level 1 from 812 to 814 with dt = 2 using RHS created at 814 Done with advance_dycore at level 1 [Level 1 step 407] Advanced 5632 cells Coarse STEP 407 ends. TIME = 814 DT = 2 Timestep time = 0.037093241 seconds. Coarse STEP 408 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.373157028 (terrain aware) 1.373157028 (terrain unaware) Anelastic dt at level 0 would be: 6.49125755 (terrain aware) 6.49125755 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648445072 (terrain aware) 0.2648445072 (terrain unaware) Anelastic dt at level 1 would be: 3.078891469 (terrain aware) 3.078891469 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 408] ADVANCE from elapsed time = 814 to 816 with dt = 2 Making slow rhs at time 814 for fast variables advancing from 814 to 814.6666666667 Fast time integration at level 0 from 814 to 814.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 814 to 814.6666666667 with dt = 0.6666666666666 using RHS created at 814 Making slow rhs at time 814.6666666667 for fast variables advancing from 814 to 815 Fast time integration at level 0 from 814 to 814.5 with dt = 0.5 Fast time integration at level 0 from 814.5 to 815 with dt = 0.5 Time integration of scalars at level 0 from 814 to 815 with dt = 1 using RHS created at 814.6666666667 Making slow rhs at time 815 for fast variables advancing from 814 to 816 Fast time integration at level 0 from 814 to 814.5 with dt = 0.5 Fast time integration at level 0 from 814.5 to 815 with dt = 0.5 Fast time integration at level 0 from 815 to 815.5 with dt = 0.5 Fast time integration at level 0 from 815.5 to 816 with dt = 0.5 Time integration of scalars at level 0 from 814 to 816 with dt = 2 using RHS created at 815 Done with advance_dycore at level 0 [Level 0 step 408] Advanced 4096 cells [Level 1 step 408] ADVANCE from elapsed time = 814 to 816 with dt = 2 Making slow rhs at time 814 for fast variables advancing from 814 to 816 No-substepping time integration at level 1 to 816 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003689502051 0.002332540472 and volume-weighted sum 70663.36926 Subtracting 1.254676301e-05 from rhs in subdomain 0 Sum after subtraction -1.678344963e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003564034421 MLMG: Initial residual (resid0) = 0.0003564034421 MLMG: Final Iter. 7 resid, resid/bnorm = 1.447849244e-11, 4.062388498e-08 MLMG: Timers: Solve = 0.004133569 Iter = 0.003843714 Bottom = 0.001776457 Time in solve 0.004509931 Max/L2 norm of divergence after solve at level 1 : 1.254677711e-05 0.0009415925592 and volume-weighted sum 70663.36926 Time integration of scalars at level 1 from 814 to 816 with dt = 2 using RHS created at 814 Making slow rhs at time 816 for fast variables advancing from 814 to 816 No-substepping time integration at level 1 to 816 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003879021671 0.002220946953 and volume-weighted sum 70663.36926 Subtracting 1.254676301e-05 from rhs in subdomain 0 Sum after subtraction -1.642566291e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003753554041 MLMG: Initial residual (resid0) = 0.0003753554041 MLMG: Final Iter. 6 resid, resid/bnorm = 6.170662741e-11, 1.643952018e-07 MLMG: Timers: Solve = 0.003591817 Iter = 0.003291959 Bottom = 0.001561328 Time in solve 0.003956733 Max/L2 norm of divergence after solve at level 1 : 1.254682315e-05 0.0009415925592 and volume-weighted sum 70663.36926 Time integration of scalars at level 1 from 814 to 816 with dt = 2 using RHS created at 816 Done with advance_dycore at level 1 [Level 1 step 408] Advanced 5632 cells Coarse STEP 408 ends. TIME = 816 DT = 2 Timestep time = 0.03737059 seconds. Coarse STEP 409 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37294724 (terrain aware) 1.37294724 (terrain unaware) Anelastic dt at level 0 would be: 6.491444426 (terrain aware) 6.491444426 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648379215 (terrain aware) 0.2648379215 (terrain unaware) Anelastic dt at level 1 would be: 3.073668262 (terrain aware) 3.073668262 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 409] ADVANCE from elapsed time = 816 to 818 with dt = 2 Making slow rhs at time 816 for fast variables advancing from 816 to 816.6666666667 Fast time integration at level 0 from 816 to 816.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 816 to 816.6666666667 with dt = 0.6666666666666 using RHS created at 816 Making slow rhs at time 816.6666666667 for fast variables advancing from 816 to 817 Fast time integration at level 0 from 816 to 816.5 with dt = 0.5 Fast time integration at level 0 from 816.5 to 817 with dt = 0.5 Time integration of scalars at level 0 from 816 to 817 with dt = 1 using RHS created at 816.6666666667 Making slow rhs at time 817 for fast variables advancing from 816 to 818 Fast time integration at level 0 from 816 to 816.5 with dt = 0.5 Fast time integration at level 0 from 816.5 to 817 with dt = 0.5 Fast time integration at level 0 from 817 to 817.5 with dt = 0.5 Fast time integration at level 0 from 817.5 to 818 with dt = 0.5 Time integration of scalars at level 0 from 816 to 818 with dt = 2 using RHS created at 817 Done with advance_dycore at level 0 [Level 0 step 409] Advanced 4096 cells [Level 1 step 409] ADVANCE from elapsed time = 816 to 818 with dt = 2 Making slow rhs at time 816 for fast variables advancing from 816 to 818 No-substepping time integration at level 1 to 818 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004177707131 0.00216388809 and volume-weighted sum 53109.83436 Subtracting 9.430013203e-06 from rhs in subdomain 0 Sum after subtraction 4.857225733e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004083406999 MLMG: Initial residual (resid0) = 0.0004083406999 MLMG: Final Iter. 6 resid, resid/bnorm = 9.069674294e-11, 2.221104655e-07 MLMG: Timers: Solve = 0.003601114 Iter = 0.003304216 Bottom = 0.001577049 Time in solve 0.003969807 Max/L2 norm of divergence after solve at level 1 : 9.4301039e-06 0.0007076909207 and volume-weighted sum 53109.83436 Time integration of scalars at level 1 from 816 to 818 with dt = 2 using RHS created at 816 Making slow rhs at time 818 for fast variables advancing from 816 to 818 No-substepping time integration at level 1 to 818 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0004198403197 0.002081495975 and volume-weighted sum 53109.83436 Subtracting 9.430013203e-06 from rhs in subdomain 0 Sum after subtraction -1.431146868e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004104103065 MLMG: Initial residual (resid0) = 0.0004104103065 MLMG: Final Iter. 6 resid, resid/bnorm = 6.269227311e-11, 1.527551139e-07 MLMG: Timers: Solve = 0.003752563 Iter = 0.00339853 Bottom = 0.001583941 Time in solve 0.004117335 Max/L2 norm of divergence after solve at level 1 : 9.430074293e-06 0.0007076909207 and volume-weighted sum 53109.83436 Time integration of scalars at level 1 from 816 to 818 with dt = 2 using RHS created at 818 Done with advance_dycore at level 1 [Level 1 step 409] Advanced 5632 cells Coarse STEP 409 ends. TIME = 818 DT = 2 Timestep time = 0.036504791 seconds. Coarse STEP 410 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372836822 (terrain aware) 1.372836822 (terrain unaware) Anelastic dt at level 0 would be: 6.493236593 (terrain aware) 6.493236593 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264839346 (terrain aware) 0.264839346 (terrain unaware) Anelastic dt at level 1 would be: 3.069917551 (terrain aware) 3.069917551 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 410] ADVANCE from elapsed time = 818 to 820 with dt = 2 Making slow rhs at time 818 for fast variables advancing from 818 to 818.6666666667 Fast time integration at level 0 from 818 to 818.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 818 to 818.6666666667 with dt = 0.6666666666666 using RHS created at 818 Making slow rhs at time 818.6666666667 for fast variables advancing from 818 to 819 Fast time integration at level 0 from 818 to 818.5 with dt = 0.5 Fast time integration at level 0 from 818.5 to 819 with dt = 0.5 Time integration of scalars at level 0 from 818 to 819 with dt = 1 using RHS created at 818.6666666667 Making slow rhs at time 819 for fast variables advancing from 818 to 820 Fast time integration at level 0 from 818 to 818.5 with dt = 0.5 Fast time integration at level 0 from 818.5 to 819 with dt = 0.5 Fast time integration at level 0 from 819 to 819.5 with dt = 0.5 Fast time integration at level 0 from 819.5 to 820 with dt = 0.5 Time integration of scalars at level 0 from 818 to 820 with dt = 2 using RHS created at 819 Done with advance_dycore at level 0 [Level 0 step 410] Advanced 4096 cells [Level 1 step 410] ADVANCE from elapsed time = 818 to 820 with dt = 2 Making slow rhs at time 818 for fast variables advancing from 818 to 820 No-substepping time integration at level 1 to 820 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003995595194 0.002048438769 and volume-weighted sum 29917.54653 Subtracting 5.312064371e-06 from rhs in subdomain 0 Sum after subtraction 8.10983225e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000394247455 MLMG: Initial residual (resid0) = 0.000394247455 MLMG: Final Iter. 7 resid, resid/bnorm = 1.135676036e-11, 2.880617292e-08 MLMG: Timers: Solve = 0.004074759 Iter = 0.00378813 Bottom = 0.00178322 Time in solve 0.00443754 Max/L2 norm of divergence after solve at level 1 : 5.312075491e-06 0.0003986526471 and volume-weighted sum 29917.54653 Time integration of scalars at level 1 from 818 to 820 with dt = 2 using RHS created at 818 Making slow rhs at time 820 for fast variables advancing from 818 to 820 No-substepping time integration at level 1 to 820 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003847310231 0.002003463683 and volume-weighted sum 29917.54653 Subtracting 5.312064371e-06 from rhs in subdomain 0 Sum after subtraction 3.07913417e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003794189587 MLMG: Initial residual (resid0) = 0.0003794189587 MLMG: Final Iter. 6 resid, resid/bnorm = 6.386571455e-11, 1.683250483e-07 MLMG: Timers: Solve = 0.003634302 Iter = 0.003349474 Bottom = 0.001601332 Time in solve 0.00399849 Max/L2 norm of divergence after solve at level 1 : 5.312126603e-06 0.0003986526471 and volume-weighted sum 29917.54653 Time integration of scalars at level 1 from 818 to 820 with dt = 2 using RHS created at 820 Done with advance_dycore at level 1 [Level 1 step 410] Advanced 5632 cells Coarse STEP 410 ends. TIME = 820 DT = 2 Timestep time = 0.037106338 seconds. Coarse STEP 411 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372827964 (terrain aware) 1.372827964 (terrain unaware) Anelastic dt at level 0 would be: 6.496713622 (terrain aware) 6.496713622 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648476227 (terrain aware) 0.2648476227 (terrain unaware) Anelastic dt at level 1 would be: 3.066563087 (terrain aware) 3.066563087 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(6) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (47,0,15) (0,0,0)) ((48,0,0) (79,0,47) (0,0,0)) ((80,0,0) (111,0,47) (0,0,0)) ((112,0,0) (143,0,47) (0,0,0)) ((144,0,0) (159,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (47,0,15) (0,0,0)) ((48,0,0) (111,0,47) (0,0,0)) ((112,0,0) (159,0,31) (0,0,0)) ((32,0,16) (47,0,31) (0,0,0)) ) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.009280643741 0.0254142396 and volume-weighted sum 26873.06071 Subtracting 4.373870559e-06 from rhs in subdomain 0 Sum after subtraction 1.977584763e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.009276269871 MLMG: Initial residual (resid0) = 0.009276269871 MLMG: Final Iter. 9 resid, resid/bnorm = 1.858645605e-11, 2.003656244e-09 MLMG: Timers: Solve = 0.006163075 Iter = 0.005829057 Bottom = 0.0032716 Time in solve 0.006587105 Max/L2 norm of divergence after solve at level 1 : 4.373889145e-06 0.0003428400342 and volume-weighted sum 26873.06071 [Level 0 step 411] ADVANCE from elapsed time = 820 to 822 with dt = 2 Making slow rhs at time 820 for fast variables advancing from 820 to 820.6666666667 Fast time integration at level 0 from 820 to 820.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 820 to 820.6666666667 with dt = 0.6666666666666 using RHS created at 820 Making slow rhs at time 820.6666666667 for fast variables advancing from 820 to 821 Fast time integration at level 0 from 820 to 820.5 with dt = 0.5 Fast time integration at level 0 from 820.5 to 821 with dt = 0.5 Time integration of scalars at level 0 from 820 to 821 with dt = 1 using RHS created at 820.6666666667 Making slow rhs at time 821 for fast variables advancing from 820 to 822 Fast time integration at level 0 from 820 to 820.5 with dt = 0.5 Fast time integration at level 0 from 820.5 to 821 with dt = 0.5 Fast time integration at level 0 from 821 to 821.5 with dt = 0.5 Fast time integration at level 0 from 821.5 to 822 with dt = 0.5 Time integration of scalars at level 0 from 820 to 822 with dt = 2 using RHS created at 821 Done with advance_dycore at level 0 [Level 0 step 411] Advanced 4096 cells [Level 1 step 411] ADVANCE from elapsed time = 820 to 822 with dt = 2 Making slow rhs at time 820 for fast variables advancing from 820 to 822 No-substepping time integration at level 1 to 822 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.01800666254 0.09074165007 and volume-weighted sum 4491.443643 Subtracting 7.310292388e-07 from rhs in subdomain 0 Sum after subtraction 0 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.01800739357 MLMG: Initial residual (resid0) = 0.01800739357 MLMG: Final Iter. 9 resid, resid/bnorm = 3.539898036e-11, 1.96580256e-09 MLMG: Timers: Solve = 0.006278493 Iter = 0.005907814 Bottom = 0.0032602 Time in solve 0.006705316 Max/L2 norm of divergence after solve at level 1 : 7.310639645e-07 5.730075591e-05 and volume-weighted sum 4491.443643 Time integration of scalars at level 1 from 820 to 822 with dt = 2 using RHS created at 820 Making slow rhs at time 822 for fast variables advancing from 820 to 822 No-substepping time integration at level 1 to 822 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003533665464 0.001939377614 and volume-weighted sum 4491.443643 Subtracting 7.310292388e-07 from rhs in subdomain 0 Sum after subtraction -1.734723476e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003526355172 MLMG: Initial residual (resid0) = 0.0003526355172 MLMG: Final Iter. 6 resid, resid/bnorm = 1.270611503e-11, 3.603186411e-08 MLMG: Timers: Solve = 0.004327553 Iter = 0.003911975 Bottom = 0.002159275 Time in solve 0.004744351 Max/L2 norm of divergence after solve at level 1 : 7.310416805e-07 5.730075591e-05 and volume-weighted sum 4491.443643 Time integration of scalars at level 1 from 820 to 822 with dt = 2 using RHS created at 822 Done with advance_dycore at level 1 [Level 1 step 411] Advanced 6144 cells Coarse STEP 411 ends. TIME = 822 DT = 2 Timestep time = 0.057919603 seconds. Coarse STEP 412 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372923065 (terrain aware) 1.372923065 (terrain unaware) Anelastic dt at level 0 would be: 6.501963522 (terrain aware) 6.501963522 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.26486268 (terrain aware) 0.26486268 (terrain unaware) Anelastic dt at level 1 would be: 3.060567811 (terrain aware) 3.060567811 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 412] ADVANCE from elapsed time = 822 to 824 with dt = 2 Making slow rhs at time 822 for fast variables advancing from 822 to 822.6666666667 Fast time integration at level 0 from 822 to 822.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 822 to 822.6666666667 with dt = 0.6666666666666 using RHS created at 822 Making slow rhs at time 822.6666666667 for fast variables advancing from 822 to 823 Fast time integration at level 0 from 822 to 822.5 with dt = 0.5 Fast time integration at level 0 from 822.5 to 823 with dt = 0.5 Time integration of scalars at level 0 from 822 to 823 with dt = 1 using RHS created at 822.6666666667 Making slow rhs at time 823 for fast variables advancing from 822 to 824 Fast time integration at level 0 from 822 to 822.5 with dt = 0.5 Fast time integration at level 0 from 822.5 to 823 with dt = 0.5 Fast time integration at level 0 from 823 to 823.5 with dt = 0.5 Fast time integration at level 0 from 823.5 to 824 with dt = 0.5 Time integration of scalars at level 0 from 822 to 824 with dt = 2 using RHS created at 823 Done with advance_dycore at level 0 [Level 0 step 412] Advanced 4096 cells [Level 1 step 412] ADVANCE from elapsed time = 822 to 824 with dt = 2 Making slow rhs at time 822 for fast variables advancing from 822 to 824 No-substepping time integration at level 1 to 824 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003916537014 0.001990973356 and volume-weighted sum -17200.41414 Subtracting -2.799546572e-06 from rhs in subdomain 0 Sum after subtraction -1.977584763e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003944532479 MLMG: Initial residual (resid0) = 0.0003944532479 MLMG: Final Iter. 7 resid, resid/bnorm = 1.45737592e-11, 3.694673394e-08 MLMG: Timers: Solve = 0.004865388 Iter = 0.004532422 Bottom = 0.002515259 Time in solve 0.00527755 Max/L2 norm of divergence after solve at level 1 : 2.799561146e-06 0.0002194387396 and volume-weighted sum -17200.41414 Time integration of scalars at level 1 from 822 to 824 with dt = 2 using RHS created at 822 Making slow rhs at time 824 for fast variables advancing from 822 to 824 No-substepping time integration at level 1 to 824 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003993744857 0.001947009298 and volume-weighted sum -17200.41414 Subtracting -2.799546572e-06 from rhs in subdomain 0 Sum after subtraction -1.405126016e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004021740322 MLMG: Initial residual (resid0) = 0.0004021740322 MLMG: Final Iter. 5 resid, resid/bnorm = 9.674251884e-11, 2.405488945e-07 MLMG: Timers: Solve = 0.00377652 Iter = 0.003439517 Bottom = 0.001751808 Time in solve 0.004195503 Max/L2 norm of divergence after solve at level 1 : 2.799641587e-06 0.0002194387396 and volume-weighted sum -17200.41414 Time integration of scalars at level 1 from 822 to 824 with dt = 2 using RHS created at 824 Done with advance_dycore at level 1 [Level 1 step 412] Advanced 6144 cells Coarse STEP 412 ends. TIME = 824 DT = 2 Timestep time = 0.037954283 seconds. Coarse STEP 413 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372923892 (terrain aware) 1.372923892 (terrain unaware) Anelastic dt at level 0 would be: 6.492961418 (terrain aware) 6.492961418 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648403869 (terrain aware) 0.2648403869 (terrain unaware) Anelastic dt at level 1 would be: 3.054077851 (terrain aware) 3.054077851 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 413] ADVANCE from elapsed time = 824 to 826 with dt = 2 Making slow rhs at time 824 for fast variables advancing from 824 to 824.6666666667 Fast time integration at level 0 from 824 to 824.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 824 to 824.6666666667 with dt = 0.6666666666666 using RHS created at 824 Making slow rhs at time 824.6666666667 for fast variables advancing from 824 to 825 Fast time integration at level 0 from 824 to 824.5 with dt = 0.5 Fast time integration at level 0 from 824.5 to 825 with dt = 0.5 Time integration of scalars at level 0 from 824 to 825 with dt = 1 using RHS created at 824.6666666667 Making slow rhs at time 825 for fast variables advancing from 824 to 826 Fast time integration at level 0 from 824 to 824.5 with dt = 0.5 Fast time integration at level 0 from 824.5 to 825 with dt = 0.5 Fast time integration at level 0 from 825 to 825.5 with dt = 0.5 Fast time integration at level 0 from 825.5 to 826 with dt = 0.5 Time integration of scalars at level 0 from 824 to 826 with dt = 2 using RHS created at 825 Done with advance_dycore at level 0 [Level 0 step 413] Advanced 4096 cells [Level 1 step 413] ADVANCE from elapsed time = 824 to 826 with dt = 2 Making slow rhs at time 824 for fast variables advancing from 824 to 826 No-substepping time integration at level 1 to 826 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003911090762 0.002033312353 and volume-weighted sum -36511.14736 Subtracting -5.942569558e-06 from rhs in subdomain 0 Sum after subtraction 2.71484224e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003970516457 MLMG: Initial residual (resid0) = 0.0003970516457 MLMG: Final Iter. 6 resid, resid/bnorm = 9.148991594e-11, 2.30423213e-07 MLMG: Timers: Solve = 0.004247302 Iter = 0.003906908 Bottom = 0.00216483 Time in solve 0.004661102 Max/L2 norm of divergence after solve at level 1 : 5.942659252e-06 0.0004658004217 and volume-weighted sum -36511.14736 Time integration of scalars at level 1 from 824 to 826 with dt = 2 using RHS created at 824 Making slow rhs at time 826 for fast variables advancing from 824 to 826 No-substepping time integration at level 1 to 826 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003818735238 0.001986655718 and volume-weighted sum -36511.14736 Subtracting -5.942569558e-06 from rhs in subdomain 0 Sum after subtraction 2.506675423e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003878160934 MLMG: Initial residual (resid0) = 0.0003878160934 MLMG: Final Iter. 5 resid, resid/bnorm = 8.374794668e-11, 2.159475796e-07 MLMG: Timers: Solve = 0.003598644 Iter = 0.003256849 Bottom = 0.001794825 Time in solve 0.00401466 Max/L2 norm of divergence after solve at level 1 : 5.942651815e-06 0.0004658004217 and volume-weighted sum -36511.14736 Time integration of scalars at level 1 from 824 to 826 with dt = 2 using RHS created at 826 Done with advance_dycore at level 1 [Level 1 step 413] Advanced 6144 cells Coarse STEP 413 ends. TIME = 826 DT = 2 Timestep time = 0.037362115 seconds. Coarse STEP 414 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.372324219 (terrain aware) 1.372324219 (terrain unaware) Anelastic dt at level 0 would be: 6.484335924 (terrain aware) 6.484335924 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648246311 (terrain aware) 0.2648246311 (terrain unaware) Anelastic dt at level 1 would be: 3.049108541 (terrain aware) 3.049108541 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 414] ADVANCE from elapsed time = 826 to 828 with dt = 2 Making slow rhs at time 826 for fast variables advancing from 826 to 826.6666666667 Fast time integration at level 0 from 826 to 826.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 826 to 826.6666666667 with dt = 0.6666666666666 using RHS created at 826 Making slow rhs at time 826.6666666667 for fast variables advancing from 826 to 827 Fast time integration at level 0 from 826 to 826.5 with dt = 0.5 Fast time integration at level 0 from 826.5 to 827 with dt = 0.5 Time integration of scalars at level 0 from 826 to 827 with dt = 1 using RHS created at 826.6666666667 Making slow rhs at time 827 for fast variables advancing from 826 to 828 Fast time integration at level 0 from 826 to 826.5 with dt = 0.5 Fast time integration at level 0 from 826.5 to 827 with dt = 0.5 Fast time integration at level 0 from 827 to 827.5 with dt = 0.5 Fast time integration at level 0 from 827.5 to 828 with dt = 0.5 Time integration of scalars at level 0 from 826 to 828 with dt = 2 using RHS created at 827 Done with advance_dycore at level 0 [Level 0 step 414] Advanced 4096 cells [Level 1 step 414] ADVANCE from elapsed time = 826 to 828 with dt = 2 Making slow rhs at time 826 for fast variables advancing from 826 to 828 No-substepping time integration at level 1 to 828 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003276227061 0.002084570295 and volume-weighted sum -52341.23481 Subtracting -8.519081187e-06 from rhs in subdomain 0 Sum after subtraction -3.903127821e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003361417873 MLMG: Initial residual (resid0) = 0.0003361417873 MLMG: Final Iter. 6 resid, resid/bnorm = 8.986193053e-11, 2.673334108e-07 MLMG: Timers: Solve = 0.004408713 Iter = 0.004076817 Bottom = 0.002154496 Time in solve 0.00482633 Max/L2 norm of divergence after solve at level 1 : 8.519169299e-06 0.0006677568635 and volume-weighted sum -52341.23481 Time integration of scalars at level 1 from 826 to 828 with dt = 2 using RHS created at 826 Making slow rhs at time 828 for fast variables advancing from 826 to 828 No-substepping time integration at level 1 to 828 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003185985365 0.002040856585 and volume-weighted sum -52341.23481 Subtracting -8.519081187e-06 from rhs in subdomain 0 Sum after subtraction -2.428612866e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003271176177 MLMG: Initial residual (resid0) = 0.0003271176177 MLMG: Final Iter. 5 resid, resid/bnorm = 7.440838489e-11, 2.274667608e-07 MLMG: Timers: Solve = 0.003624715 Iter = 0.003286324 Bottom = 0.001811738 Time in solve 0.004038154 Max/L2 norm of divergence after solve at level 1 : 8.519154292e-06 0.0006677568635 and volume-weighted sum -52341.23481 Time integration of scalars at level 1 from 826 to 828 with dt = 2 using RHS created at 828 Done with advance_dycore at level 1 [Level 1 step 414] Advanced 6144 cells Coarse STEP 414 ends. TIME = 828 DT = 2 Timestep time = 0.037326982 seconds. Coarse STEP 415 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371841704 (terrain aware) 1.371841704 (terrain unaware) Anelastic dt at level 0 would be: 6.477685552 (terrain aware) 6.477685552 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648159183 (terrain aware) 0.2648159183 (terrain unaware) Anelastic dt at level 1 would be: 3.045714353 (terrain aware) 3.045714353 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 415] ADVANCE from elapsed time = 828 to 830 with dt = 2 Making slow rhs at time 828 for fast variables advancing from 828 to 828.6666666667 Fast time integration at level 0 from 828 to 828.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 828 to 828.6666666667 with dt = 0.6666666666666 using RHS created at 828 Making slow rhs at time 828.6666666667 for fast variables advancing from 828 to 829 Fast time integration at level 0 from 828 to 828.5 with dt = 0.5 Fast time integration at level 0 from 828.5 to 829 with dt = 0.5 Time integration of scalars at level 0 from 828 to 829 with dt = 1 using RHS created at 828.6666666667 Making slow rhs at time 829 for fast variables advancing from 828 to 830 Fast time integration at level 0 from 828 to 828.5 with dt = 0.5 Fast time integration at level 0 from 828.5 to 829 with dt = 0.5 Fast time integration at level 0 from 829 to 829.5 with dt = 0.5 Fast time integration at level 0 from 829.5 to 830 with dt = 0.5 Time integration of scalars at level 0 from 828 to 830 with dt = 2 using RHS created at 829 Done with advance_dycore at level 0 [Level 0 step 415] Advanced 4096 cells [Level 1 step 415] ADVANCE from elapsed time = 828 to 830 with dt = 2 Making slow rhs at time 828 for fast variables advancing from 828 to 830 No-substepping time integration at level 1 to 830 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000367527114 0.002134946241 and volume-weighted sum -63822.05357 Subtracting -1.038770403e-05 from rhs in subdomain 0 Sum after subtraction -9.974659987e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000377914818 MLMG: Initial residual (resid0) = 0.000377914818 MLMG: Final Iter. 7 resid, resid/bnorm = 1.200223988e-11, 3.175911423e-08 MLMG: Timers: Solve = 0.004931637 Iter = 0.004557789 Bottom = 0.002523337 Time in solve 0.005362707 Max/L2 norm of divergence after solve at level 1 : 1.038771603e-05 0.0008142263833 and volume-weighted sum -63822.05357 Time integration of scalars at level 1 from 828 to 830 with dt = 2 using RHS created at 828 Making slow rhs at time 830 for fast variables advancing from 828 to 830 No-substepping time integration at level 1 to 830 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003802039995 0.002090977225 and volume-weighted sum -63822.05357 Subtracting -1.038770403e-05 from rhs in subdomain 0 Sum after subtraction -5.811323645e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003905917035 MLMG: Initial residual (resid0) = 0.0003905917035 MLMG: Final Iter. 5 resid, resid/bnorm = 7.028454812e-11, 1.799437814e-07 MLMG: Timers: Solve = 0.003601052 Iter = 0.003265279 Bottom = 0.001803019 Time in solve 0.004013869 Max/L2 norm of divergence after solve at level 1 : 1.038777315e-05 0.0008142263833 and volume-weighted sum -63822.05357 Time integration of scalars at level 1 from 828 to 830 with dt = 2 using RHS created at 830 Done with advance_dycore at level 1 [Level 1 step 415] Advanced 6144 cells Coarse STEP 415 ends. TIME = 830 DT = 2 Timestep time = 0.037940592 seconds. Coarse STEP 416 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371478798 (terrain aware) 1.371478798 (terrain unaware) Anelastic dt at level 0 would be: 6.473026276 (terrain aware) 6.473026276 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648136197 (terrain aware) 0.2648136197 (terrain unaware) Anelastic dt at level 1 would be: 3.038666493 (terrain aware) 3.038666493 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 416] ADVANCE from elapsed time = 830 to 832 with dt = 2 Making slow rhs at time 830 for fast variables advancing from 830 to 830.6666666667 Fast time integration at level 0 from 830 to 830.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 830 to 830.6666666667 with dt = 0.6666666666666 using RHS created at 830 Making slow rhs at time 830.6666666667 for fast variables advancing from 830 to 831 Fast time integration at level 0 from 830 to 830.5 with dt = 0.5 Fast time integration at level 0 from 830.5 to 831 with dt = 0.5 Time integration of scalars at level 0 from 830 to 831 with dt = 1 using RHS created at 830.6666666667 Making slow rhs at time 831 for fast variables advancing from 830 to 832 Fast time integration at level 0 from 830 to 830.5 with dt = 0.5 Fast time integration at level 0 from 830.5 to 831 with dt = 0.5 Fast time integration at level 0 from 831 to 831.5 with dt = 0.5 Fast time integration at level 0 from 831.5 to 832 with dt = 0.5 Time integration of scalars at level 0 from 830 to 832 with dt = 2 using RHS created at 831 Done with advance_dycore at level 0 [Level 0 step 416] Advanced 4096 cells [Level 1 step 416] ADVANCE from elapsed time = 830 to 832 with dt = 2 Making slow rhs at time 830 for fast variables advancing from 830 to 832 No-substepping time integration at level 1 to 832 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003858712826 0.00217317617 and volume-weighted sum -69996.22059 Subtracting -1.139261403e-05 from rhs in subdomain 0 Sum after subtraction 1.613292833e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003972638966 MLMG: Initial residual (resid0) = 0.0003972638966 MLMG: Final Iter. 7 resid, resid/bnorm = 1.282146997e-11, 3.227444045e-08 MLMG: Timers: Solve = 0.004914194 Iter = 0.004573528 Bottom = 0.002549052 Time in solve 0.005332432 Max/L2 norm of divergence after solve at level 1 : 1.139262685e-05 0.0008929949185 and volume-weighted sum -69996.22059 Time integration of scalars at level 1 from 830 to 832 with dt = 2 using RHS created at 830 Making slow rhs at time 832 for fast variables advancing from 830 to 832 No-substepping time integration at level 1 to 832 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003816851153 0.00212076171 and volume-weighted sum -69996.22059 Subtracting -1.139261403e-05 from rhs in subdomain 0 Sum after subtraction 1.170938346e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003930777294 MLMG: Initial residual (resid0) = 0.0003930777294 MLMG: Final Iter. 5 resid, resid/bnorm = 5.884373141e-11, 1.496999881e-07 MLMG: Timers: Solve = 0.003666737 Iter = 0.003328932 Bottom = 0.001836128 Time in solve 0.004077827 Max/L2 norm of divergence after solve at level 1 : 1.139267191e-05 0.0008929949185 and volume-weighted sum -69996.22059 Time integration of scalars at level 1 from 830 to 832 with dt = 2 using RHS created at 832 Done with advance_dycore at level 1 [Level 1 step 416] Advanced 6144 cells Coarse STEP 416 ends. TIME = 832 DT = 2 Timestep time = 0.038310008 seconds. Coarse STEP 417 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.37123501 (terrain aware) 1.37123501 (terrain unaware) Anelastic dt at level 0 would be: 6.470323636 (terrain aware) 6.470323636 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647837627 (terrain aware) 0.2647837627 (terrain unaware) Anelastic dt at level 1 would be: 3.032259776 (terrain aware) 3.032259776 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 417] ADVANCE from elapsed time = 832 to 834 with dt = 2 Making slow rhs at time 832 for fast variables advancing from 832 to 832.6666666667 Fast time integration at level 0 from 832 to 832.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 832 to 832.6666666667 with dt = 0.6666666666666 using RHS created at 832 Making slow rhs at time 832.6666666667 for fast variables advancing from 832 to 833 Fast time integration at level 0 from 832 to 832.5 with dt = 0.5 Fast time integration at level 0 from 832.5 to 833 with dt = 0.5 Time integration of scalars at level 0 from 832 to 833 with dt = 1 using RHS created at 832.6666666667 Making slow rhs at time 833 for fast variables advancing from 832 to 834 Fast time integration at level 0 from 832 to 832.5 with dt = 0.5 Fast time integration at level 0 from 832.5 to 833 with dt = 0.5 Fast time integration at level 0 from 833 to 833.5 with dt = 0.5 Fast time integration at level 0 from 833.5 to 834 with dt = 0.5 Time integration of scalars at level 0 from 832 to 834 with dt = 2 using RHS created at 833 Done with advance_dycore at level 0 [Level 0 step 417] Advanced 4096 cells [Level 1 step 417] ADVANCE from elapsed time = 832 to 834 with dt = 2 Making slow rhs at time 832 for fast variables advancing from 832 to 834 No-substepping time integration at level 1 to 834 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003412825295 0.002183237372 and volume-weighted sum -69802.93152 Subtracting -1.136115422e-05 from rhs in subdomain 0 Sum after subtraction -2.272487754e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003526436837 MLMG: Initial residual (resid0) = 0.0003526436837 MLMG: Final Iter. 6 resid, resid/bnorm = 8.447286994e-11, 2.39541707e-07 MLMG: Timers: Solve = 0.004321928 Iter = 0.003965426 Bottom = 0.002174743 Time in solve 0.004742967 Max/L2 norm of divergence after solve at level 1 : 1.136123709e-05 0.0008905289832 and volume-weighted sum -69802.93152 Time integration of scalars at level 1 from 832 to 834 with dt = 2 using RHS created at 832 Making slow rhs at time 834 for fast variables advancing from 832 to 834 No-substepping time integration at level 1 to 834 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003228288808 0.002117950526 and volume-weighted sum -69802.93152 Subtracting -1.136115422e-05 from rhs in subdomain 0 Sum after subtraction -1.908195824e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000334190035 MLMG: Initial residual (resid0) = 0.000334190035 MLMG: Final Iter. 5 resid, resid/bnorm = 5.306343772e-11, 1.587822262e-07 MLMG: Timers: Solve = 0.003583895 Iter = 0.003252623 Bottom = 0.001765829 Time in solve 0.003996972 Max/L2 norm of divergence after solve at level 1 : 1.136120646e-05 0.0008905289832 and volume-weighted sum -69802.93152 Time integration of scalars at level 1 from 832 to 834 with dt = 2 using RHS created at 834 Done with advance_dycore at level 1 [Level 1 step 417] Advanced 6144 cells Coarse STEP 417 ends. TIME = 834 DT = 2 Timestep time = 0.03734887 seconds. Coarse STEP 418 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371106763 (terrain aware) 1.371106763 (terrain unaware) Anelastic dt at level 0 would be: 6.466723376 (terrain aware) 6.466723376 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647626013 (terrain aware) 0.2647626013 (terrain unaware) Anelastic dt at level 1 would be: 3.027573716 (terrain aware) 3.027573716 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 418] ADVANCE from elapsed time = 834 to 836 with dt = 2 Making slow rhs at time 834 for fast variables advancing from 834 to 834.6666666667 Fast time integration at level 0 from 834 to 834.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 834 to 834.6666666667 with dt = 0.6666666666666 using RHS created at 834 Making slow rhs at time 834.6666666667 for fast variables advancing from 834 to 835 Fast time integration at level 0 from 834 to 834.5 with dt = 0.5 Fast time integration at level 0 from 834.5 to 835 with dt = 0.5 Time integration of scalars at level 0 from 834 to 835 with dt = 1 using RHS created at 834.6666666667 Making slow rhs at time 835 for fast variables advancing from 834 to 836 Fast time integration at level 0 from 834 to 834.5 with dt = 0.5 Fast time integration at level 0 from 834.5 to 835 with dt = 0.5 Fast time integration at level 0 from 835 to 835.5 with dt = 0.5 Fast time integration at level 0 from 835.5 to 836 with dt = 0.5 Time integration of scalars at level 0 from 834 to 836 with dt = 2 using RHS created at 835 Done with advance_dycore at level 0 [Level 0 step 418] Advanced 4096 cells [Level 1 step 418] ADVANCE from elapsed time = 834 to 836 with dt = 2 Making slow rhs at time 834 for fast variables advancing from 834 to 836 No-substepping time integration at level 1 to 836 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003478293388 0.002152586747 and volume-weighted sum -62445.29171 Subtracting -1.01636217e-05 from rhs in subdomain 0 Sum after subtraction -1.379105163e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003579929605 MLMG: Initial residual (resid0) = 0.0003579929605 MLMG: Final Iter. 6 resid, resid/bnorm = 9.130288494e-12, 2.550410064e-08 MLMG: Timers: Solve = 0.004371429 Iter = 0.004035909 Bottom = 0.002070094 Time in solve 0.004795004 Max/L2 norm of divergence after solve at level 1 : 1.016363075e-05 0.0007966619872 and volume-weighted sum -62445.29171 Time integration of scalars at level 1 from 834 to 836 with dt = 2 using RHS created at 834 Making slow rhs at time 836 for fast variables advancing from 834 to 836 No-substepping time integration at level 1 to 836 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000365128786 0.002078326217 and volume-weighted sum -62445.29171 Subtracting -1.01636217e-05 from rhs in subdomain 0 Sum after subtraction -2.177077962e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003752924077 MLMG: Initial residual (resid0) = 0.0003752924077 MLMG: Final Iter. 5 resid, resid/bnorm = 4.917119629e-11, 1.310210259e-07 MLMG: Timers: Solve = 0.003680753 Iter = 0.003347619 Bottom = 0.001839431 Time in solve 0.004097292 Max/L2 norm of divergence after solve at level 1 : 1.016367014e-05 0.0007966619872 and volume-weighted sum -62445.29171 Time integration of scalars at level 1 from 834 to 836 with dt = 2 using RHS created at 836 Done with advance_dycore at level 1 [Level 1 step 418] Advanced 6144 cells Coarse STEP 418 ends. TIME = 836 DT = 2 Timestep time = 0.037686405 seconds. Coarse STEP 419 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371088365 (terrain aware) 1.371088365 (terrain unaware) Anelastic dt at level 0 would be: 6.465494487 (terrain aware) 6.465494487 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647511426 (terrain aware) 0.2647511426 (terrain unaware) Anelastic dt at level 1 would be: 3.024635458 (terrain aware) 3.024635458 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 419] ADVANCE from elapsed time = 836 to 838 with dt = 2 Making slow rhs at time 836 for fast variables advancing from 836 to 836.6666666667 Fast time integration at level 0 from 836 to 836.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 836 to 836.6666666667 with dt = 0.6666666666666 using RHS created at 836 Making slow rhs at time 836.6666666667 for fast variables advancing from 836 to 837 Fast time integration at level 0 from 836 to 836.5 with dt = 0.5 Fast time integration at level 0 from 836.5 to 837 with dt = 0.5 Time integration of scalars at level 0 from 836 to 837 with dt = 1 using RHS created at 836.6666666667 Making slow rhs at time 837 for fast variables advancing from 836 to 838 Fast time integration at level 0 from 836 to 836.5 with dt = 0.5 Fast time integration at level 0 from 836.5 to 837 with dt = 0.5 Fast time integration at level 0 from 837 to 837.5 with dt = 0.5 Fast time integration at level 0 from 837.5 to 838 with dt = 0.5 Time integration of scalars at level 0 from 836 to 838 with dt = 2 using RHS created at 837 Done with advance_dycore at level 0 [Level 0 step 419] Advanced 4096 cells [Level 1 step 419] ADVANCE from elapsed time = 836 to 838 with dt = 2 Making slow rhs at time 836 for fast variables advancing from 836 to 838 No-substepping time integration at level 1 to 838 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003859285414 0.002083844657 and volume-weighted sum -47871.50204 Subtracting -7.791585618e-06 from rhs in subdomain 0 Sum after subtraction -1.413799633e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003937201271 MLMG: Initial residual (resid0) = 0.0003937201271 MLMG: Final Iter. 6 resid, resid/bnorm = 9.507560213e-11, 2.414801672e-07 MLMG: Timers: Solve = 0.004217296 Iter = 0.003881525 Bottom = 0.002136699 Time in solve 0.004639906 Max/L2 norm of divergence after solve at level 1 : 7.791680693e-06 0.0006107330896 and volume-weighted sum -47871.50204 Time integration of scalars at level 1 from 836 to 838 with dt = 2 using RHS created at 836 Making slow rhs at time 838 for fast variables advancing from 836 to 838 No-substepping time integration at level 1 to 838 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003867551406 0.002012217421 and volume-weighted sum -47871.50204 Subtracting -7.791585618e-06 from rhs in subdomain 0 Sum after subtraction 4.33680869e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003945467262 MLMG: Initial residual (resid0) = 0.0003945467262 MLMG: Final Iter. 5 resid, resid/bnorm = 4.692532509e-11, 1.189347724e-07 MLMG: Timers: Solve = 0.003958345 Iter = 0.003621959 Bottom = 0.001830651 Time in solve 0.004378037 Max/L2 norm of divergence after solve at level 1 : 7.791631896e-06 0.0006107330896 and volume-weighted sum -47871.50204 Time integration of scalars at level 1 from 836 to 838 with dt = 2 using RHS created at 838 Done with advance_dycore at level 1 [Level 1 step 419] Advanced 6144 cells Coarse STEP 419 ends. TIME = 838 DT = 2 Timestep time = 0.037446755 seconds. Coarse STEP 420 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371171893 (terrain aware) 1.371171893 (terrain unaware) Anelastic dt at level 0 would be: 6.466452075 (terrain aware) 6.466452075 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647504076 (terrain aware) 0.2647504076 (terrain unaware) Anelastic dt at level 1 would be: 3.020090742 (terrain aware) 3.020090742 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 420] ADVANCE from elapsed time = 838 to 840 with dt = 2 Making slow rhs at time 838 for fast variables advancing from 838 to 838.6666666667 Fast time integration at level 0 from 838 to 838.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 838 to 838.6666666667 with dt = 0.6666666666666 using RHS created at 838 Making slow rhs at time 838.6666666667 for fast variables advancing from 838 to 839 Fast time integration at level 0 from 838 to 838.5 with dt = 0.5 Fast time integration at level 0 from 838.5 to 839 with dt = 0.5 Time integration of scalars at level 0 from 838 to 839 with dt = 1 using RHS created at 838.6666666667 Making slow rhs at time 839 for fast variables advancing from 838 to 840 Fast time integration at level 0 from 838 to 838.5 with dt = 0.5 Fast time integration at level 0 from 838.5 to 839 with dt = 0.5 Fast time integration at level 0 from 839 to 839.5 with dt = 0.5 Fast time integration at level 0 from 839.5 to 840 with dt = 0.5 Time integration of scalars at level 0 from 838 to 840 with dt = 2 using RHS created at 839 Done with advance_dycore at level 0 [Level 0 step 420] Advanced 4096 cells [Level 1 step 420] ADVANCE from elapsed time = 838 to 840 with dt = 2 Making slow rhs at time 838 for fast variables advancing from 838 to 840 No-substepping time integration at level 1 to 840 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003620292631 0.00200256629 and volume-weighted sum -27102.05602 Subtracting -4.411141931e-06 from rhs in subdomain 0 Sum after subtraction -5.290906602e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000366440405 MLMG: Initial residual (resid0) = 0.000366440405 MLMG: Final Iter. 7 resid, resid/bnorm = 2.173606519e-11, 5.931678084e-08 MLMG: Timers: Solve = 0.004820436 Iter = 0.004488142 Bottom = 0.002474238 Time in solve 0.00523807 Max/L2 norm of divergence after solve at level 1 : 4.411163238e-06 0.0003457615012 and volume-weighted sum -27102.05602 Time integration of scalars at level 1 from 838 to 840 with dt = 2 using RHS created at 838 Making slow rhs at time 840 for fast variables advancing from 838 to 840 No-substepping time integration at level 1 to 840 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000347334896 0.001945762591 and volume-weighted sum -27102.05602 Subtracting -4.411141931e-06 from rhs in subdomain 0 Sum after subtraction -1.344410694e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003517460379 MLMG: Initial residual (resid0) = 0.0003517460379 MLMG: Final Iter. 5 resid, resid/bnorm = 4.622437098e-11, 1.314140488e-07 MLMG: Timers: Solve = 0.003646074 Iter = 0.003308635 Bottom = 0.001846878 Time in solve 0.004057657 Max/L2 norm of divergence after solve at level 1 : 4.411187555e-06 0.0003457615012 and volume-weighted sum -27102.05602 Time integration of scalars at level 1 from 838 to 840 with dt = 2 using RHS created at 840 Done with advance_dycore at level 1 [Level 1 step 420] Advanced 6144 cells Coarse STEP 420 ends. TIME = 840 DT = 2 Timestep time = 0.037784682 seconds. Coarse STEP 421 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371349605 (terrain aware) 1.371349605 (terrain unaware) Anelastic dt at level 0 would be: 6.469417842 (terrain aware) 6.469417842 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647434247 (terrain aware) 0.2647434247 (terrain unaware) Anelastic dt at level 1 would be: 3.014891387 (terrain aware) 3.014891387 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 421] ADVANCE from elapsed time = 840 to 842 with dt = 2 Making slow rhs at time 840 for fast variables advancing from 840 to 840.6666666667 Fast time integration at level 0 from 840 to 840.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 840 to 840.6666666667 with dt = 0.6666666666666 using RHS created at 840 Making slow rhs at time 840.6666666667 for fast variables advancing from 840 to 841 Fast time integration at level 0 from 840 to 840.5 with dt = 0.5 Fast time integration at level 0 from 840.5 to 841 with dt = 0.5 Time integration of scalars at level 0 from 840 to 841 with dt = 1 using RHS created at 840.6666666667 Making slow rhs at time 841 for fast variables advancing from 840 to 842 Fast time integration at level 0 from 840 to 840.5 with dt = 0.5 Fast time integration at level 0 from 840.5 to 841 with dt = 0.5 Fast time integration at level 0 from 841 to 841.5 with dt = 0.5 Fast time integration at level 0 from 841.5 to 842 with dt = 0.5 Time integration of scalars at level 0 from 840 to 842 with dt = 2 using RHS created at 841 Done with advance_dycore at level 0 [Level 0 step 421] Advanced 4096 cells [Level 1 step 421] ADVANCE from elapsed time = 840 to 842 with dt = 2 Making slow rhs at time 840 for fast variables advancing from 840 to 842 No-substepping time integration at level 1 to 842 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003346990384 0.001953360093 and volume-weighted sum -2288.612464 Subtracting -3.724955182e-07 from rhs in subdomain 0 Sum after subtraction -6.505213035e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003350715339 MLMG: Initial residual (resid0) = 0.0003350715339 MLMG: Final Iter. 7 resid, resid/bnorm = 3.004786654e-11, 8.967597513e-08 MLMG: Timers: Solve = 0.004981661 Iter = 0.004650041 Bottom = 0.002491627 Time in solve 0.0054049 Max/L2 norm of divergence after solve at level 1 : 3.725249748e-07 2.919756644e-05 and volume-weighted sum -2288.612464 Time integration of scalars at level 1 from 840 to 842 with dt = 2 using RHS created at 840 Making slow rhs at time 842 for fast variables advancing from 840 to 842 No-substepping time integration at level 1 to 842 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003552515986 0.001912364609 and volume-weighted sum -2288.612464 Subtracting -3.724955182e-07 from rhs in subdomain 0 Sum after subtraction 1.960237528e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003556240941 MLMG: Initial residual (resid0) = 0.0003556240941 MLMG: Final Iter. 5 resid, resid/bnorm = 4.713250408e-11, 1.325346197e-07 MLMG: Timers: Solve = 0.003613199 Iter = 0.003277931 Bottom = 0.001805795 Time in solve 0.004029456 Max/L2 norm of divergence after solve at level 1 : 3.725420565e-07 2.919756644e-05 and volume-weighted sum -2288.612464 Time integration of scalars at level 1 from 840 to 842 with dt = 2 using RHS created at 842 Done with advance_dycore at level 1 [Level 1 step 421] Advanced 6144 cells Coarse STEP 421 ends. TIME = 842 DT = 2 Timestep time = 0.038861511 seconds. Coarse STEP 422 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.371400869 (terrain aware) 1.371400869 (terrain unaware) Anelastic dt at level 0 would be: 6.472685135 (terrain aware) 6.472685135 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264731104 (terrain aware) 0.264731104 (terrain unaware) Anelastic dt at level 1 would be: 3.011676679 (terrain aware) 3.011676679 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 422] ADVANCE from elapsed time = 842 to 844 with dt = 2 Making slow rhs at time 842 for fast variables advancing from 842 to 842.6666666667 Fast time integration at level 0 from 842 to 842.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 842 to 842.6666666667 with dt = 0.6666666666666 using RHS created at 842 Making slow rhs at time 842.6666666667 for fast variables advancing from 842 to 843 Fast time integration at level 0 from 842 to 842.5 with dt = 0.5 Fast time integration at level 0 from 842.5 to 843 with dt = 0.5 Time integration of scalars at level 0 from 842 to 843 with dt = 1 using RHS created at 842.6666666667 Making slow rhs at time 843 for fast variables advancing from 842 to 844 Fast time integration at level 0 from 842 to 842.5 with dt = 0.5 Fast time integration at level 0 from 842.5 to 843 with dt = 0.5 Fast time integration at level 0 from 843 to 843.5 with dt = 0.5 Fast time integration at level 0 from 843.5 to 844 with dt = 0.5 Time integration of scalars at level 0 from 842 to 844 with dt = 2 using RHS created at 843 Done with advance_dycore at level 0 [Level 0 step 422] Advanced 4096 cells [Level 1 step 422] ADVANCE from elapsed time = 842 to 844 with dt = 2 Making slow rhs at time 842 for fast variables advancing from 842 to 844 No-substepping time integration at level 1 to 844 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003905577111 0.001975316701 and volume-weighted sum 23628.83091 Subtracting 3.845838365e-06 from rhs in subdomain 0 Sum after subtraction -8.196568424e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003867118728 MLMG: Initial residual (resid0) = 0.0003867118728 MLMG: Final Iter. 7 resid, resid/bnorm = 3.341610831e-11, 8.641086727e-08 MLMG: Timers: Solve = 0.00488034 Iter = 0.004529565 Bottom = 0.002504134 Time in solve 0.005290449 Max/L2 norm of divergence after solve at level 1 : 3.845871781e-06 0.0003014509321 and volume-weighted sum 23628.83091 Time integration of scalars at level 1 from 842 to 844 with dt = 2 using RHS created at 842 Making slow rhs at time 844 for fast variables advancing from 842 to 844 No-substepping time integration at level 1 to 844 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003950823636 0.001932588589 and volume-weighted sum 23628.83091 Subtracting 3.845838365e-06 from rhs in subdomain 0 Sum after subtraction 2.862293735e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003912365252 MLMG: Initial residual (resid0) = 0.0003912365252 MLMG: Final Iter. 5 resid, resid/bnorm = 4.966010547e-11, 1.269311587e-07 MLMG: Timers: Solve = 0.00379834 Iter = 0.003471814 Bottom = 0.001794842 Time in solve 0.00421619 Max/L2 norm of divergence after solve at level 1 : 3.845888025e-06 0.0003014509321 and volume-weighted sum 23628.83091 Time integration of scalars at level 1 from 842 to 844 with dt = 2 using RHS created at 844 Done with advance_dycore at level 1 [Level 1 step 422] Advanced 6144 cells Coarse STEP 422 ends. TIME = 844 DT = 2 Timestep time = 0.038127517 seconds. Coarse STEP 423 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.370851551 (terrain aware) 1.370851551 (terrain unaware) Anelastic dt at level 0 would be: 6.459196184 (terrain aware) 6.459196184 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647314563 (terrain aware) 0.2647314563 (terrain unaware) Anelastic dt at level 1 would be: 3.010417758 (terrain aware) 3.010417758 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 423] ADVANCE from elapsed time = 844 to 846 with dt = 2 Making slow rhs at time 844 for fast variables advancing from 844 to 844.6666666667 Fast time integration at level 0 from 844 to 844.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 844 to 844.6666666667 with dt = 0.6666666666666 using RHS created at 844 Making slow rhs at time 844.6666666667 for fast variables advancing from 844 to 845 Fast time integration at level 0 from 844 to 844.5 with dt = 0.5 Fast time integration at level 0 from 844.5 to 845 with dt = 0.5 Time integration of scalars at level 0 from 844 to 845 with dt = 1 using RHS created at 844.6666666667 Making slow rhs at time 845 for fast variables advancing from 844 to 846 Fast time integration at level 0 from 844 to 844.5 with dt = 0.5 Fast time integration at level 0 from 844.5 to 845 with dt = 0.5 Fast time integration at level 0 from 845 to 845.5 with dt = 0.5 Fast time integration at level 0 from 845.5 to 846 with dt = 0.5 Time integration of scalars at level 0 from 844 to 846 with dt = 2 using RHS created at 845 Done with advance_dycore at level 0 [Level 0 step 423] Advanced 4096 cells [Level 1 step 423] ADVANCE from elapsed time = 844 to 846 with dt = 2 Making slow rhs at time 844 for fast variables advancing from 844 to 846 No-substepping time integration at level 1 to 846 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003849301101 0.002065202237 and volume-weighted sum 47432.24176 Subtracting 7.720091433e-06 from rhs in subdomain 0 Sum after subtraction -1.647987302e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003772100187 MLMG: Initial residual (resid0) = 0.0003772100187 MLMG: Final Iter. 7 resid, resid/bnorm = 3.087932378e-11, 8.186241681e-08 MLMG: Timers: Solve = 0.004880285 Iter = 0.004545952 Bottom = 0.002514592 Time in solve 0.005295747 Max/L2 norm of divergence after solve at level 1 : 7.720122312e-06 0.0006051291129 and volume-weighted sum 47432.24176 Time integration of scalars at level 1 from 844 to 846 with dt = 2 using RHS created at 844 Making slow rhs at time 846 for fast variables advancing from 844 to 846 No-substepping time integration at level 1 to 846 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003730310137 0.001999331301 and volume-weighted sum 47432.24176 Subtracting 7.720091433e-06 from rhs in subdomain 0 Sum after subtraction -1.144917494e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003653109223 MLMG: Initial residual (resid0) = 0.0003653109223 MLMG: Final Iter. 5 resid, resid/bnorm = 5.500916202e-11, 1.505817611e-07 MLMG: Timers: Solve = 0.003580247 Iter = 0.003241257 Bottom = 0.001780349 Time in solve 0.00399125 Max/L2 norm of divergence after solve at level 1 : 7.720146442e-06 0.0006051291129 and volume-weighted sum 47432.24176 Time integration of scalars at level 1 from 844 to 846 with dt = 2 using RHS created at 846 Done with advance_dycore at level 1 [Level 1 step 423] Advanced 6144 cells Coarse STEP 423 ends. TIME = 846 DT = 2 Timestep time = 0.038030617 seconds. Coarse STEP 424 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.370391181 (terrain aware) 1.370391181 (terrain unaware) Anelastic dt at level 0 would be: 6.447600537 (terrain aware) 6.447600537 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647440933 (terrain aware) 0.2647440933 (terrain unaware) Anelastic dt at level 1 would be: 3.009358784 (terrain aware) 3.009358784 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 424] ADVANCE from elapsed time = 846 to 848 with dt = 2 Making slow rhs at time 846 for fast variables advancing from 846 to 846.6666666667 Fast time integration at level 0 from 846 to 846.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 846 to 846.6666666667 with dt = 0.6666666666666 using RHS created at 846 Making slow rhs at time 846.6666666667 for fast variables advancing from 846 to 847 Fast time integration at level 0 from 846 to 846.5 with dt = 0.5 Fast time integration at level 0 from 846.5 to 847 with dt = 0.5 Time integration of scalars at level 0 from 846 to 847 with dt = 1 using RHS created at 846.6666666667 Making slow rhs at time 847 for fast variables advancing from 846 to 848 Fast time integration at level 0 from 846 to 846.5 with dt = 0.5 Fast time integration at level 0 from 846.5 to 847 with dt = 0.5 Fast time integration at level 0 from 847 to 847.5 with dt = 0.5 Fast time integration at level 0 from 847.5 to 848 with dt = 0.5 Time integration of scalars at level 0 from 846 to 848 with dt = 2 using RHS created at 847 Done with advance_dycore at level 0 [Level 0 step 424] Advanced 4096 cells [Level 1 step 424] ADVANCE from elapsed time = 846 to 848 with dt = 2 Making slow rhs at time 846 for fast variables advancing from 846 to 848 No-substepping time integration at level 1 to 848 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000320127426 0.002177538703 and volume-weighted sum 66128.91758 Subtracting 1.076317018e-05 from rhs in subdomain 0 Sum after subtraction -1.78676518e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003093642558 MLMG: Initial residual (resid0) = 0.0003093642558 MLMG: Final Iter. 7 resid, resid/bnorm = 2.197641826e-11, 7.103735435e-08 MLMG: Timers: Solve = 0.004942675 Iter = 0.004608606 Bottom = 0.002510674 Time in solve 0.00535138 Max/L2 norm of divergence after solve at level 1 : 1.076319215e-05 0.0008436567985 and volume-weighted sum 66128.91758 Time integration of scalars at level 1 from 846 to 848 with dt = 2 using RHS created at 846 Making slow rhs at time 848 for fast variables advancing from 846 to 848 No-substepping time integration at level 1 to 848 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003424295216 0.002080833518 and volume-weighted sum 66128.91758 Subtracting 1.076317018e-05 from rhs in subdomain 0 Sum after subtraction 3.903127821e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003316663514 MLMG: Initial residual (resid0) = 0.0003316663514 MLMG: Final Iter. 5 resid, resid/bnorm = 5.336223122e-11, 1.608913024e-07 MLMG: Timers: Solve = 0.003576754 Iter = 0.003254462 Bottom = 0.001782321 Time in solve 0.004006985 Max/L2 norm of divergence after solve at level 1 : 1.076322354e-05 0.0008436567985 and volume-weighted sum 66128.91758 Time integration of scalars at level 1 from 846 to 848 with dt = 2 using RHS created at 848 Done with advance_dycore at level 1 [Level 1 step 424] Advanced 6144 cells Coarse STEP 424 ends. TIME = 848 DT = 2 Timestep time = 0.037840088 seconds. Coarse STEP 425 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.370020564 (terrain aware) 1.370020564 (terrain unaware) Anelastic dt at level 0 would be: 6.437916546 (terrain aware) 6.437916546 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647646 (terrain aware) 0.2647646 (terrain unaware) Anelastic dt at level 1 would be: 3.005152253 (terrain aware) 3.005152253 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 425] ADVANCE from elapsed time = 848 to 850 with dt = 2 Making slow rhs at time 848 for fast variables advancing from 848 to 848.6666666667 Fast time integration at level 0 from 848 to 848.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 848 to 848.6666666667 with dt = 0.6666666666666 using RHS created at 848 Making slow rhs at time 848.6666666667 for fast variables advancing from 848 to 849 Fast time integration at level 0 from 848 to 848.5 with dt = 0.5 Fast time integration at level 0 from 848.5 to 849 with dt = 0.5 Time integration of scalars at level 0 from 848 to 849 with dt = 1 using RHS created at 848.6666666667 Making slow rhs at time 849 for fast variables advancing from 848 to 850 Fast time integration at level 0 from 848 to 848.5 with dt = 0.5 Fast time integration at level 0 from 848.5 to 849 with dt = 0.5 Fast time integration at level 0 from 849 to 849.5 with dt = 0.5 Fast time integration at level 0 from 849.5 to 850 with dt = 0.5 Time integration of scalars at level 0 from 848 to 850 with dt = 2 using RHS created at 849 Done with advance_dycore at level 0 [Level 0 step 425] Advanced 4096 cells [Level 1 step 425] ADVANCE from elapsed time = 848 to 850 with dt = 2 Making slow rhs at time 848 for fast variables advancing from 848 to 850 No-substepping time integration at level 1 to 850 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003876743883 0.002257860044 and volume-weighted sum 77366.81069 Subtracting 1.259225434e-05 from rhs in subdomain 0 Sum after subtraction 1.019150042e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003750821339 MLMG: Initial residual (resid0) = 0.0003750821339 MLMG: Final Iter. 6 resid, resid/bnorm = 6.784798145e-11, 1.808883317e-07 MLMG: Timers: Solve = 0.004216837 Iter = 0.003885665 Bottom = 0.002139485 Time in solve 0.004647384 Max/L2 norm of divergence after solve at level 1 : 1.259232083e-05 0.0009870271313 and volume-weighted sum 77366.81069 Time integration of scalars at level 1 from 848 to 850 with dt = 2 using RHS created at 848 Making slow rhs at time 850 for fast variables advancing from 848 to 850 No-substepping time integration at level 1 to 850 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003953191301 0.002139365156 and volume-weighted sum 77366.81069 Subtracting 1.259225434e-05 from rhs in subdomain 0 Sum after subtraction 1.370431546e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003827268757 MLMG: Initial residual (resid0) = 0.0003827268757 MLMG: Final Iter. 5 resid, resid/bnorm = 5.66765592e-11, 1.480861753e-07 MLMG: Timers: Solve = 0.003564672 Iter = 0.003222318 Bottom = 0.001754803 Time in solve 0.003969107 Max/L2 norm of divergence after solve at level 1 : 1.259231102e-05 0.0009870271313 and volume-weighted sum 77366.81069 Time integration of scalars at level 1 from 848 to 850 with dt = 2 using RHS created at 850 Done with advance_dycore at level 1 [Level 1 step 425] Advanced 6144 cells Coarse STEP 425 ends. TIME = 850 DT = 2 Timestep time = 0.037546044 seconds. Coarse STEP 426 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369741723 (terrain aware) 1.369741723 (terrain unaware) Anelastic dt at level 0 would be: 6.430197957 (terrain aware) 6.430197957 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264764468 (terrain aware) 0.264764468 (terrain unaware) Anelastic dt at level 1 would be: 3.001963425 (terrain aware) 3.001963425 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 426] ADVANCE from elapsed time = 850 to 852 with dt = 2 Making slow rhs at time 850 for fast variables advancing from 850 to 850.6666666667 Fast time integration at level 0 from 850 to 850.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 850 to 850.6666666667 with dt = 0.6666666666666 using RHS created at 850 Making slow rhs at time 850.6666666667 for fast variables advancing from 850 to 851 Fast time integration at level 0 from 850 to 850.5 with dt = 0.5 Fast time integration at level 0 from 850.5 to 851 with dt = 0.5 Time integration of scalars at level 0 from 850 to 851 with dt = 1 using RHS created at 850.6666666667 Making slow rhs at time 851 for fast variables advancing from 850 to 852 Fast time integration at level 0 from 850 to 850.5 with dt = 0.5 Fast time integration at level 0 from 850.5 to 851 with dt = 0.5 Fast time integration at level 0 from 851 to 851.5 with dt = 0.5 Fast time integration at level 0 from 851.5 to 852 with dt = 0.5 Time integration of scalars at level 0 from 850 to 852 with dt = 2 using RHS created at 851 Done with advance_dycore at level 0 [Level 0 step 426] Advanced 4096 cells [Level 1 step 426] ADVANCE from elapsed time = 850 to 852 with dt = 2 Making slow rhs at time 850 for fast variables advancing from 850 to 852 No-substepping time integration at level 1 to 852 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003956738645 0.002271584644 and volume-weighted sum 79791.2347 Subtracting 1.298685461e-05 from rhs in subdomain 0 Sum after subtraction 7.589415207e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003826870099 MLMG: Initial residual (resid0) = 0.0003826870099 MLMG: Final Iter. 6 resid, resid/bnorm = 8.703384412e-11, 2.274282687e-07 MLMG: Timers: Solve = 0.004302096 Iter = 0.003960159 Bottom = 0.002210065 Time in solve 0.004711769 Max/L2 norm of divergence after solve at level 1 : 1.298694164e-05 0.001017957349 and volume-weighted sum 79791.2347 Time integration of scalars at level 1 from 850 to 852 with dt = 2 using RHS created at 850 Making slow rhs at time 852 for fast variables advancing from 850 to 852 No-substepping time integration at level 1 to 852 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003870156899 0.002149792985 and volume-weighted sum 79791.2347 Subtracting 1.298685461e-05 from rhs in subdomain 0 Sum after subtraction 1.29236899e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003740288353 MLMG: Initial residual (resid0) = 0.0003740288353 MLMG: Final Iter. 5 resid, resid/bnorm = 5.750350541e-11, 1.537408349e-07 MLMG: Timers: Solve = 0.003622946 Iter = 0.003221146 Bottom = 0.001753907 Time in solve 0.00404756 Max/L2 norm of divergence after solve at level 1 : 1.298691211e-05 0.001017957349 and volume-weighted sum 79791.2347 Time integration of scalars at level 1 from 850 to 852 with dt = 2 using RHS created at 852 Done with advance_dycore at level 1 [Level 1 step 426] Advanced 6144 cells Coarse STEP 426 ends. TIME = 852 DT = 2 Timestep time = 0.037407639 seconds. Coarse STEP 427 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369557106 (terrain aware) 1.369557106 (terrain unaware) Anelastic dt at level 0 would be: 6.424515973 (terrain aware) 6.424515973 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647720687 (terrain aware) 0.2647720687 (terrain unaware) Anelastic dt at level 1 would be: 2.999952047 (terrain aware) 2.999952047 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 427] ADVANCE from elapsed time = 852 to 854 with dt = 2 Making slow rhs at time 852 for fast variables advancing from 852 to 852.6666666667 Fast time integration at level 0 from 852 to 852.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 852 to 852.6666666667 with dt = 0.6666666666666 using RHS created at 852 Making slow rhs at time 852.6666666667 for fast variables advancing from 852 to 853 Fast time integration at level 0 from 852 to 852.5 with dt = 0.5 Fast time integration at level 0 from 852.5 to 853 with dt = 0.5 Time integration of scalars at level 0 from 852 to 853 with dt = 1 using RHS created at 852.6666666667 Making slow rhs at time 853 for fast variables advancing from 852 to 854 Fast time integration at level 0 from 852 to 852.5 with dt = 0.5 Fast time integration at level 0 from 852.5 to 853 with dt = 0.5 Fast time integration at level 0 from 853 to 853.5 with dt = 0.5 Fast time integration at level 0 from 853.5 to 854 with dt = 0.5 Time integration of scalars at level 0 from 852 to 854 with dt = 2 using RHS created at 853 Done with advance_dycore at level 0 [Level 0 step 427] Advanced 4096 cells [Level 1 step 427] ADVANCE from elapsed time = 852 to 854 with dt = 2 Making slow rhs at time 852 for fast variables advancing from 852 to 854 No-substepping time integration at level 1 to 854 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00034174574 0.002216581728 and volume-weighted sum 73266.98936 Subtracting 1.192496572e-05 from rhs in subdomain 0 Sum after subtraction 2.237793284e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003298207743 MLMG: Initial residual (resid0) = 0.0003298207743 MLMG: Final Iter. 7 resid, resid/bnorm = 2.529581145e-11, 7.669562812e-08 MLMG: Timers: Solve = 0.004971881 Iter = 0.00464027 Bottom = 0.002528308 Time in solve 0.005381853 Max/L2 norm of divergence after solve at level 1 : 1.192499051e-05 0.0009347225986 and volume-weighted sum 73266.98936 Time integration of scalars at level 1 from 852 to 854 with dt = 2 using RHS created at 852 Making slow rhs at time 854 for fast variables advancing from 852 to 854 No-substepping time integration at level 1 to 854 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003252238933 0.002107725863 and volume-weighted sum 73266.98936 Subtracting 1.192496572e-05 from rhs in subdomain 0 Sum after subtraction -1.127570259e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003132989276 MLMG: Initial residual (resid0) = 0.0003132989276 MLMG: Final Iter. 5 resid, resid/bnorm = 5.547468111e-11, 1.770662975e-07 MLMG: Timers: Solve = 0.003557978 Iter = 0.003224843 Bottom = 0.001758477 Time in solve 0.00397771 Max/L2 norm of divergence after solve at level 1 : 1.192502119e-05 0.0009347225986 and volume-weighted sum 73266.98936 Time integration of scalars at level 1 from 852 to 854 with dt = 2 using RHS created at 854 Done with advance_dycore at level 1 [Level 1 step 427] Advanced 6144 cells Coarse STEP 427 ends. TIME = 854 DT = 2 Timestep time = 0.038038869 seconds. Coarse STEP 428 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369469909 (terrain aware) 1.369469909 (terrain unaware) Anelastic dt at level 0 would be: 6.420948842 (terrain aware) 6.420948842 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647849139 (terrain aware) 0.2647849139 (terrain unaware) Anelastic dt at level 1 would be: 2.998626151 (terrain aware) 2.998626151 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 428] ADVANCE from elapsed time = 854 to 856 with dt = 2 Making slow rhs at time 854 for fast variables advancing from 854 to 854.6666666667 Fast time integration at level 0 from 854 to 854.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 854 to 854.6666666667 with dt = 0.6666666666666 using RHS created at 854 Making slow rhs at time 854.6666666667 for fast variables advancing from 854 to 855 Fast time integration at level 0 from 854 to 854.5 with dt = 0.5 Fast time integration at level 0 from 854.5 to 855 with dt = 0.5 Time integration of scalars at level 0 from 854 to 855 with dt = 1 using RHS created at 854.6666666667 Making slow rhs at time 855 for fast variables advancing from 854 to 856 Fast time integration at level 0 from 854 to 854.5 with dt = 0.5 Fast time integration at level 0 from 854.5 to 855 with dt = 0.5 Fast time integration at level 0 from 855 to 855.5 with dt = 0.5 Fast time integration at level 0 from 855.5 to 856 with dt = 0.5 Time integration of scalars at level 0 from 854 to 856 with dt = 2 using RHS created at 855 Done with advance_dycore at level 0 [Level 0 step 428] Advanced 4096 cells [Level 1 step 428] ADVANCE from elapsed time = 854 to 856 with dt = 2 Making slow rhs at time 854 for fast variables advancing from 854 to 856 No-substepping time integration at level 1 to 856 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003668396374 0.002117966991 and volume-weighted sum 58895.64405 Subtracting 9.585879566e-06 from rhs in subdomain 0 Sum after subtraction 2.168404345e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003572537579 MLMG: Initial residual (resid0) = 0.0003572537579 MLMG: Final Iter. 7 resid, resid/bnorm = 3.587054474e-11, 1.004063469e-07 MLMG: Timers: Solve = 0.005142439 Iter = 0.004803904 Bottom = 0.002508785 Time in solve 0.005551729 Max/L2 norm of divergence after solve at level 1 : 9.585914732e-06 0.0007513764375 and volume-weighted sum 58895.64405 Time integration of scalars at level 1 from 854 to 856 with dt = 2 using RHS created at 854 Making slow rhs at time 856 for fast variables advancing from 854 to 856 No-substepping time integration at level 1 to 856 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003785635261 0.002028998932 and volume-weighted sum 58895.64405 Subtracting 9.585879566e-06 from rhs in subdomain 0 Sum after subtraction 6.591949209e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003689776465 MLMG: Initial residual (resid0) = 0.0003689776465 MLMG: Final Iter. 5 resid, resid/bnorm = 4.988520075e-11, 1.351984361e-07 MLMG: Timers: Solve = 0.003566013 Iter = 0.003230981 Bottom = 0.001751477 Time in solve 0.003976661 Max/L2 norm of divergence after solve at level 1 : 9.585929451e-06 0.0007513764375 and volume-weighted sum 58895.64405 Time integration of scalars at level 1 from 854 to 856 with dt = 2 using RHS created at 856 Done with advance_dycore at level 1 [Level 1 step 428] Advanced 6144 cells Coarse STEP 428 ends. TIME = 856 DT = 2 Timestep time = 0.038268518 seconds. Coarse STEP 429 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369481804 (terrain aware) 1.369481804 (terrain unaware) Anelastic dt at level 0 would be: 6.419567584 (terrain aware) 6.419567584 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648007418 (terrain aware) 0.2648007418 (terrain unaware) Anelastic dt at level 1 would be: 2.993262427 (terrain aware) 2.993262427 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 429] ADVANCE from elapsed time = 856 to 858 with dt = 2 Making slow rhs at time 856 for fast variables advancing from 856 to 856.6666666667 Fast time integration at level 0 from 856 to 856.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 856 to 856.6666666667 with dt = 0.6666666666666 using RHS created at 856 Making slow rhs at time 856.6666666667 for fast variables advancing from 856 to 857 Fast time integration at level 0 from 856 to 856.5 with dt = 0.5 Fast time integration at level 0 from 856.5 to 857 with dt = 0.5 Time integration of scalars at level 0 from 856 to 857 with dt = 1 using RHS created at 856.6666666667 Making slow rhs at time 857 for fast variables advancing from 856 to 858 Fast time integration at level 0 from 856 to 856.5 with dt = 0.5 Fast time integration at level 0 from 856.5 to 857 with dt = 0.5 Fast time integration at level 0 from 857 to 857.5 with dt = 0.5 Fast time integration at level 0 from 857.5 to 858 with dt = 0.5 Time integration of scalars at level 0 from 856 to 858 with dt = 2 using RHS created at 857 Done with advance_dycore at level 0 [Level 0 step 429] Advanced 4096 cells [Level 1 step 429] ADVANCE from elapsed time = 856 to 858 with dt = 2 Making slow rhs at time 856 for fast variables advancing from 856 to 858 No-substepping time integration at level 1 to 858 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003875374361 0.002014521232 and volume-weighted sum 38815.35388 Subtracting 6.31760317e-06 from rhs in subdomain 0 Sum after subtraction -1.301042607e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003812198329 MLMG: Initial residual (resid0) = 0.0003812198329 MLMG: Final Iter. 7 resid, resid/bnorm = 3.874093272e-11, 1.016236024e-07 MLMG: Timers: Solve = 0.00487161 Iter = 0.004544654 Bottom = 0.002534432 Time in solve 0.0052835 Max/L2 norm of divergence after solve at level 1 : 6.317641152e-06 0.0004951969332 and volume-weighted sum 38815.35388 Time integration of scalars at level 1 from 856 to 858 with dt = 2 using RHS created at 856 Making slow rhs at time 858 for fast variables advancing from 856 to 858 No-substepping time integration at level 1 to 858 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003838130503 0.001944679607 and volume-weighted sum 38815.35388 Subtracting 6.31760317e-06 from rhs in subdomain 0 Sum after subtraction -1.626303259e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003774954471 MLMG: Initial residual (resid0) = 0.0003774954471 MLMG: Final Iter. 5 resid, resid/bnorm = 4.208687093e-11, 1.114897445e-07 MLMG: Timers: Solve = 0.003836589 Iter = 0.003505322 Bottom = 0.0017419 Time in solve 0.004256643 Max/L2 norm of divergence after solve at level 1 : 6.317645257e-06 0.0004951969332 and volume-weighted sum 38815.35388 Time integration of scalars at level 1 from 856 to 858 with dt = 2 using RHS created at 858 Done with advance_dycore at level 1 [Level 1 step 429] Advanced 6144 cells Coarse STEP 429 ends. TIME = 858 DT = 2 Timestep time = 0.038103594 seconds. Coarse STEP 430 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369593765 (terrain aware) 1.369593765 (terrain unaware) Anelastic dt at level 0 would be: 6.42043092 (terrain aware) 6.42043092 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2648055236 (terrain aware) 0.2648055236 (terrain unaware) Anelastic dt at level 1 would be: 2.988632663 (terrain aware) 2.988632663 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 430] ADVANCE from elapsed time = 858 to 860 with dt = 2 Making slow rhs at time 858 for fast variables advancing from 858 to 858.6666666667 Fast time integration at level 0 from 858 to 858.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 858 to 858.6666666667 with dt = 0.6666666666666 using RHS created at 858 Making slow rhs at time 858.6666666667 for fast variables advancing from 858 to 859 Fast time integration at level 0 from 858 to 858.5 with dt = 0.5 Fast time integration at level 0 from 858.5 to 859 with dt = 0.5 Time integration of scalars at level 0 from 858 to 859 with dt = 1 using RHS created at 858.6666666667 Making slow rhs at time 859 for fast variables advancing from 858 to 860 Fast time integration at level 0 from 858 to 858.5 with dt = 0.5 Fast time integration at level 0 from 858.5 to 859 with dt = 0.5 Fast time integration at level 0 from 859 to 859.5 with dt = 0.5 Fast time integration at level 0 from 859.5 to 860 with dt = 0.5 Time integration of scalars at level 0 from 858 to 860 with dt = 2 using RHS created at 859 Done with advance_dycore at level 0 [Level 0 step 430] Advanced 4096 cells [Level 1 step 430] ADVANCE from elapsed time = 858 to 860 with dt = 2 Making slow rhs at time 858 for fast variables advancing from 858 to 860 No-substepping time integration at level 1 to 860 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003472938608 0.001945535903 and volume-weighted sum 15715.77618 Subtracting 2.557906279e-06 from rhs in subdomain 0 Sum after subtraction 1.431146868e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003447359545 MLMG: Initial residual (resid0) = 0.0003447359545 MLMG: Final Iter. 7 resid, resid/bnorm = 3.442545847e-11, 9.986036566e-08 MLMG: Timers: Solve = 0.004913713 Iter = 0.004584338 Bottom = 0.002549977 Time in solve 0.005335032 Max/L2 norm of divergence after solve at level 1 : 2.557940031e-06 0.0002004980862 and volume-weighted sum 15715.77618 Time integration of scalars at level 1 from 858 to 860 with dt = 2 using RHS created at 858 Making slow rhs at time 860 for fast variables advancing from 858 to 860 No-substepping time integration at level 1 to 860 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003302016944 0.001887493966 and volume-weighted sum 15715.77618 Subtracting 2.557906279e-06 from rhs in subdomain 0 Sum after subtraction 8.977193988e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003276437881 MLMG: Initial residual (resid0) = 0.0003276437881 MLMG: Final Iter. 5 resid, resid/bnorm = 3.385974705e-11, 1.03343168e-07 MLMG: Timers: Solve = 0.003568315 Iter = 0.003226837 Bottom = 0.001764046 Time in solve 0.003974367 Max/L2 norm of divergence after solve at level 1 : 2.557940139e-06 0.0002004980862 and volume-weighted sum 15715.77618 Time integration of scalars at level 1 from 858 to 860 with dt = 2 using RHS created at 860 Done with advance_dycore at level 1 [Level 1 step 430] Advanced 6144 cells Coarse STEP 430 ends. TIME = 860 DT = 2 Timestep time = 0.038079664 seconds. Coarse STEP 431 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369670048 (terrain aware) 1.369670048 (terrain unaware) Anelastic dt at level 0 would be: 6.423588542 (terrain aware) 6.423588542 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647932863 (terrain aware) 0.2647932863 (terrain unaware) Anelastic dt at level 1 would be: 2.984753066 (terrain aware) 2.984753066 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 431] ADVANCE from elapsed time = 860 to 862 with dt = 2 Making slow rhs at time 860 for fast variables advancing from 860 to 860.6666666667 Fast time integration at level 0 from 860 to 860.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 860 to 860.6666666667 with dt = 0.6666666666666 using RHS created at 860 Making slow rhs at time 860.6666666667 for fast variables advancing from 860 to 861 Fast time integration at level 0 from 860 to 860.5 with dt = 0.5 Fast time integration at level 0 from 860.5 to 861 with dt = 0.5 Time integration of scalars at level 0 from 860 to 861 with dt = 1 using RHS created at 860.6666666667 Making slow rhs at time 861 for fast variables advancing from 860 to 862 Fast time integration at level 0 from 860 to 860.5 with dt = 0.5 Fast time integration at level 0 from 860.5 to 861 with dt = 0.5 Fast time integration at level 0 from 861 to 861.5 with dt = 0.5 Fast time integration at level 0 from 861.5 to 862 with dt = 0.5 Time integration of scalars at level 0 from 860 to 862 with dt = 2 using RHS created at 861 Done with advance_dycore at level 0 [Level 0 step 431] Advanced 4096 cells [Level 1 step 431] ADVANCE from elapsed time = 860 to 862 with dt = 2 Making slow rhs at time 860 for fast variables advancing from 860 to 862 No-substepping time integration at level 1 to 862 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.00033210104 0.001929962188 and volume-weighted sum -7769.880329 Subtracting -1.26462896e-06 from rhs in subdomain 0 Sum after subtraction 9.194034423e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003333656689 MLMG: Initial residual (resid0) = 0.0003333656689 MLMG: Final Iter. 7 resid, resid/bnorm = 2.596645947e-11, 7.789182237e-08 MLMG: Timers: Solve = 0.005172654 Iter = 0.00484504 Bottom = 0.002533083 Time in solve 0.005590907 Max/L2 norm of divergence after solve at level 1 : 1.264654926e-06 9.912626129e-05 and volume-weighted sum -7769.880329 Time integration of scalars at level 1 from 860 to 862 with dt = 2 using RHS created at 860 Making slow rhs at time 862 for fast variables advancing from 860 to 862 No-substepping time integration at level 1 to 862 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003488603635 0.001876147825 and volume-weighted sum -7769.880329 Subtracting -1.26462896e-06 from rhs in subdomain 0 Sum after subtraction 1.010476425e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003501249925 MLMG: Initial residual (resid0) = 0.0003501249925 MLMG: Final Iter. 5 resid, resid/bnorm = 3.111571237e-11, 8.887029786e-08 MLMG: Timers: Solve = 0.003568051 Iter = 0.003238696 Bottom = 0.001774911 Time in solve 0.003992161 Max/L2 norm of divergence after solve at level 1 : 1.264660076e-06 9.912626129e-05 and volume-weighted sum -7769.880329 Time integration of scalars at level 1 from 860 to 862 with dt = 2 using RHS created at 862 Done with advance_dycore at level 1 [Level 1 step 431] Advanced 6144 cells Coarse STEP 431 ends. TIME = 862 DT = 2 Timestep time = 0.039392134 seconds. Coarse STEP 432 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.369106856 (terrain aware) 1.369106856 (terrain unaware) Anelastic dt at level 0 would be: 6.410896182 (terrain aware) 6.410896182 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647820748 (terrain aware) 0.2647820748 (terrain unaware) Anelastic dt at level 1 would be: 2.981714688 (terrain aware) 2.981714688 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 432] ADVANCE from elapsed time = 862 to 864 with dt = 2 Making slow rhs at time 862 for fast variables advancing from 862 to 862.6666666667 Fast time integration at level 0 from 862 to 862.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 862 to 862.6666666667 with dt = 0.6666666666666 using RHS created at 862 Making slow rhs at time 862.6666666667 for fast variables advancing from 862 to 863 Fast time integration at level 0 from 862 to 862.5 with dt = 0.5 Fast time integration at level 0 from 862.5 to 863 with dt = 0.5 Time integration of scalars at level 0 from 862 to 863 with dt = 1 using RHS created at 862.6666666667 Making slow rhs at time 863 for fast variables advancing from 862 to 864 Fast time integration at level 0 from 862 to 862.5 with dt = 0.5 Fast time integration at level 0 from 862.5 to 863 with dt = 0.5 Fast time integration at level 0 from 863 to 863.5 with dt = 0.5 Fast time integration at level 0 from 863.5 to 864 with dt = 0.5 Time integration of scalars at level 0 from 862 to 864 with dt = 2 using RHS created at 863 Done with advance_dycore at level 0 [Level 0 step 432] Advanced 4096 cells [Level 1 step 432] ADVANCE from elapsed time = 862 to 864 with dt = 2 Making slow rhs at time 862 for fast variables advancing from 862 to 864 No-substepping time integration at level 1 to 864 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003687739649 0.001960030007 and volume-weighted sum -29521.1746 Subtracting -4.804878678e-06 from rhs in subdomain 0 Sum after subtraction -9.540979118e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003735788436 MLMG: Initial residual (resid0) = 0.0003735788436 MLMG: Final Iter. 7 resid, resid/bnorm = 1.763352273e-11, 4.720160959e-08 MLMG: Timers: Solve = 0.004910679 Iter = 0.004577952 Bottom = 0.002538959 Time in solve 0.005329162 Max/L2 norm of divergence after solve at level 1 : 4.804896312e-06 0.0003766240332 and volume-weighted sum -29521.1746 Time integration of scalars at level 1 from 862 to 864 with dt = 2 using RHS created at 862 Making slow rhs at time 864 for fast variables advancing from 862 to 864 No-substepping time integration at level 1 to 864 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003708428332 0.001908250196 and volume-weighted sum -29521.1746 Subtracting -4.804878678e-06 from rhs in subdomain 0 Sum after subtraction 6.15826834e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003756477119 MLMG: Initial residual (resid0) = 0.0003756477119 MLMG: Final Iter. 5 resid, resid/bnorm = 3.087515546e-11, 8.219178364e-08 MLMG: Timers: Solve = 0.003927506 Iter = 0.003587788 Bottom = 0.001789658 Time in solve 0.004344472 Max/L2 norm of divergence after solve at level 1 : 4.804909554e-06 0.0003766240332 and volume-weighted sum -29521.1746 Time integration of scalars at level 1 from 862 to 864 with dt = 2 using RHS created at 864 Done with advance_dycore at level 1 [Level 1 step 432] Advanced 6144 cells Coarse STEP 432 ends. TIME = 864 DT = 2 Timestep time = 0.038168116 seconds. Coarse STEP 433 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.368650195 (terrain aware) 1.368650195 (terrain unaware) Anelastic dt at level 0 would be: 6.399323164 (terrain aware) 6.399323164 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647722351 (terrain aware) 0.2647722351 (terrain unaware) Anelastic dt at level 1 would be: 2.97729653 (terrain aware) 2.97729653 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 433] ADVANCE from elapsed time = 864 to 866 with dt = 2 Making slow rhs at time 864 for fast variables advancing from 864 to 864.6666666667 Fast time integration at level 0 from 864 to 864.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 864 to 864.6666666667 with dt = 0.6666666666666 using RHS created at 864 Making slow rhs at time 864.6666666667 for fast variables advancing from 864 to 865 Fast time integration at level 0 from 864 to 864.5 with dt = 0.5 Fast time integration at level 0 from 864.5 to 865 with dt = 0.5 Time integration of scalars at level 0 from 864 to 865 with dt = 1 using RHS created at 864.6666666667 Making slow rhs at time 865 for fast variables advancing from 864 to 866 Fast time integration at level 0 from 864 to 864.5 with dt = 0.5 Fast time integration at level 0 from 864.5 to 865 with dt = 0.5 Fast time integration at level 0 from 865 to 865.5 with dt = 0.5 Fast time integration at level 0 from 865.5 to 866 with dt = 0.5 Time integration of scalars at level 0 from 864 to 866 with dt = 2 using RHS created at 865 Done with advance_dycore at level 0 [Level 0 step 433] Advanced 4096 cells [Level 1 step 433] ADVANCE from elapsed time = 864 to 866 with dt = 2 Making slow rhs at time 864 for fast variables advancing from 864 to 866 No-substepping time integration at level 1 to 866 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003470353943 0.002014886854 and volume-weighted sum -48057.27162 Subtracting -7.821821552e-06 from rhs in subdomain 0 Sum after subtraction -3.816391647e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003548572159 MLMG: Initial residual (resid0) = 0.0003548572159 MLMG: Final Iter. 7 resid, resid/bnorm = 1.1708847e-11, 3.299593886e-08 MLMG: Timers: Solve = 0.004909133 Iter = 0.004568001 Bottom = 0.002531377 Time in solve 0.005319925 Max/L2 norm of divergence after solve at level 1 : 7.821833261e-06 0.0006131030932 and volume-weighted sum -48057.27162 Time integration of scalars at level 1 from 864 to 866 with dt = 2 using RHS created at 864 Making slow rhs at time 866 for fast variables advancing from 864 to 866 No-substepping time integration at level 1 to 866 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003348190705 0.001966572625 and volume-weighted sum -48057.27162 Subtracting -7.821821552e-06 from rhs in subdomain 0 Sum after subtraction -1.201296007e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003426408921 MLMG: Initial residual (resid0) = 0.0003426408921 MLMG: Final Iter. 5 resid, resid/bnorm = 3.087983706e-11, 9.012303488e-08 MLMG: Timers: Solve = 0.003613462 Iter = 0.003270856 Bottom = 0.001793772 Time in solve 0.00402598 Max/L2 norm of divergence after solve at level 1 : 7.821852432e-06 0.0006131030932 and volume-weighted sum -48057.27162 Time integration of scalars at level 1 from 864 to 866 with dt = 2 using RHS created at 866 Done with advance_dycore at level 1 [Level 1 step 433] Advanced 6144 cells Coarse STEP 433 ends. TIME = 866 DT = 2 Timestep time = 0.038264386 seconds. Coarse STEP 434 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.368300301 (terrain aware) 1.368300301 (terrain unaware) Anelastic dt at level 0 would be: 6.390176423 (terrain aware) 6.390176423 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647643237 (terrain aware) 0.2647643237 (terrain unaware) Anelastic dt at level 1 would be: 2.971124267 (terrain aware) 2.971124267 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 434] ADVANCE from elapsed time = 866 to 868 with dt = 2 Making slow rhs at time 866 for fast variables advancing from 866 to 866.6666666667 Fast time integration at level 0 from 866 to 866.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 866 to 866.6666666667 with dt = 0.6666666666666 using RHS created at 866 Making slow rhs at time 866.6666666667 for fast variables advancing from 866 to 867 Fast time integration at level 0 from 866 to 866.5 with dt = 0.5 Fast time integration at level 0 from 866.5 to 867 with dt = 0.5 Time integration of scalars at level 0 from 866 to 867 with dt = 1 using RHS created at 866.6666666667 Making slow rhs at time 867 for fast variables advancing from 866 to 868 Fast time integration at level 0 from 866 to 866.5 with dt = 0.5 Fast time integration at level 0 from 866.5 to 867 with dt = 0.5 Fast time integration at level 0 from 867 to 867.5 with dt = 0.5 Fast time integration at level 0 from 867.5 to 868 with dt = 0.5 Time integration of scalars at level 0 from 866 to 868 with dt = 2 using RHS created at 867 Done with advance_dycore at level 0 [Level 0 step 434] Advanced 4096 cells [Level 1 step 434] ADVANCE from elapsed time = 866 to 868 with dt = 2 Making slow rhs at time 866 for fast variables advancing from 866 to 868 No-substepping time integration at level 1 to 868 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003013411514 0.002075450851 and volume-weighted sum -62346.10941 Subtracting -1.014747875e-05 from rhs in subdomain 0 Sum after subtraction -7.806255642e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003059871934 MLMG: Initial residual (resid0) = 0.0003059871934 MLMG: Final Iter. 6 resid, resid/bnorm = 7.398628791e-11, 2.417953741e-07 MLMG: Timers: Solve = 0.004373992 Iter = 0.004042183 Bottom = 0.002155998 Time in solve 0.004789059 Max/L2 norm of divergence after solve at level 1 : 1.014755129e-05 0.0007953966433 and volume-weighted sum -62346.10941 Time integration of scalars at level 1 from 866 to 868 with dt = 2 using RHS created at 866 Making slow rhs at time 868 for fast variables advancing from 866 to 868 No-substepping time integration at level 1 to 868 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003168160788 0.002029207671 and volume-weighted sum -62346.10941 Subtracting -1.014747875e-05 from rhs in subdomain 0 Sum after subtraction -9.540979118e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003269635575 MLMG: Initial residual (resid0) = 0.0003269635575 MLMG: Final Iter. 5 resid, resid/bnorm = 3.034654105e-11, 9.281322138e-08 MLMG: Timers: Solve = 0.003693393 Iter = 0.003340162 Bottom = 0.001789006 Time in solve 0.00410755 Max/L2 norm of divergence after solve at level 1 : 1.014750909e-05 0.0007953966433 and volume-weighted sum -62346.10941 Time integration of scalars at level 1 from 866 to 868 with dt = 2 using RHS created at 868 Done with advance_dycore at level 1 [Level 1 step 434] Advanced 6144 cells Coarse STEP 434 ends. TIME = 868 DT = 2 Timestep time = 0.037523655 seconds. Coarse STEP 435 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.368056371 (terrain aware) 1.368056371 (terrain unaware) Anelastic dt at level 0 would be: 6.383416843 (terrain aware) 6.383416843 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.264745989 (terrain aware) 0.264745989 (terrain unaware) Anelastic dt at level 1 would be: 2.966163502 (terrain aware) 2.966163502 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 435] ADVANCE from elapsed time = 868 to 870 with dt = 2 Making slow rhs at time 868 for fast variables advancing from 868 to 868.6666666667 Fast time integration at level 0 from 868 to 868.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 868 to 868.6666666667 with dt = 0.6666666666666 using RHS created at 868 Making slow rhs at time 868.6666666667 for fast variables advancing from 868 to 869 Fast time integration at level 0 from 868 to 868.5 with dt = 0.5 Fast time integration at level 0 from 868.5 to 869 with dt = 0.5 Time integration of scalars at level 0 from 868 to 869 with dt = 1 using RHS created at 868.6666666667 Making slow rhs at time 869 for fast variables advancing from 868 to 870 Fast time integration at level 0 from 868 to 868.5 with dt = 0.5 Fast time integration at level 0 from 868.5 to 869 with dt = 0.5 Fast time integration at level 0 from 869 to 869.5 with dt = 0.5 Fast time integration at level 0 from 869.5 to 870 with dt = 0.5 Time integration of scalars at level 0 from 868 to 870 with dt = 2 using RHS created at 869 Done with advance_dycore at level 0 [Level 0 step 435] Advanced 4096 cells [Level 1 step 435] ADVANCE from elapsed time = 868 to 870 with dt = 2 Making slow rhs at time 868 for fast variables advancing from 868 to 870 No-substepping time integration at level 1 to 870 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003499307938 0.002126412509 and volume-weighted sum -71467.90495 Subtracting -1.163214599e-05 from rhs in subdomain 0 Sum after subtraction -1.82145965e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003615629398 MLMG: Initial residual (resid0) = 0.0003615629398 MLMG: Final Iter. 6 resid, resid/bnorm = 4.558291331e-11, 1.260718627e-07 MLMG: Timers: Solve = 0.004262874 Iter = 0.003928926 Bottom = 0.00216472 Time in solve 0.00467392 Max/L2 norm of divergence after solve at level 1 : 1.16321907e-05 0.000911770313 and volume-weighted sum -71467.90495 Time integration of scalars at level 1 from 868 to 870 with dt = 2 using RHS created at 868 Making slow rhs at time 870 for fast variables advancing from 868 to 870 No-substepping time integration at level 1 to 870 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003571572913 0.002075715959 and volume-weighted sum -71467.90495 Subtracting -1.163214599e-05 from rhs in subdomain 0 Sum after subtraction -1.075528555e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003687894373 MLMG: Initial residual (resid0) = 0.0003687894373 MLMG: Final Iter. 5 resid, resid/bnorm = 3.042957676e-11, 8.251206157e-08 MLMG: Timers: Solve = 0.003694353 Iter = 0.003358566 Bottom = 0.001797726 Time in solve 0.004115967 Max/L2 norm of divergence after solve at level 1 : 1.163217642e-05 0.000911770313 and volume-weighted sum -71467.90495 Time integration of scalars at level 1 from 868 to 870 with dt = 2 using RHS created at 870 Done with advance_dycore at level 1 [Level 1 step 435] Advanced 6144 cells Coarse STEP 435 ends. TIME = 870 DT = 2 Timestep time = 0.037210413 seconds. Coarse STEP 436 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367915888 (terrain aware) 1.367915888 (terrain unaware) Anelastic dt at level 0 would be: 6.378964749 (terrain aware) 6.378964749 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2647148778 (terrain aware) 0.2647148778 (terrain unaware) Anelastic dt at level 1 would be: 2.962537417 (terrain aware) 2.962537417 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 436] ADVANCE from elapsed time = 870 to 872 with dt = 2 Making slow rhs at time 870 for fast variables advancing from 870 to 870.6666666667 Fast time integration at level 0 from 870 to 870.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 870 to 870.6666666667 with dt = 0.6666666666666 using RHS created at 870 Making slow rhs at time 870.6666666667 for fast variables advancing from 870 to 871 Fast time integration at level 0 from 870 to 870.5 with dt = 0.5 Fast time integration at level 0 from 870.5 to 871 with dt = 0.5 Time integration of scalars at level 0 from 870 to 871 with dt = 1 using RHS created at 870.6666666667 Making slow rhs at time 871 for fast variables advancing from 870 to 872 Fast time integration at level 0 from 870 to 870.5 with dt = 0.5 Fast time integration at level 0 from 870.5 to 871 with dt = 0.5 Fast time integration at level 0 from 871 to 871.5 with dt = 0.5 Fast time integration at level 0 from 871.5 to 872 with dt = 0.5 Time integration of scalars at level 0 from 870 to 872 with dt = 2 using RHS created at 871 Done with advance_dycore at level 0 [Level 0 step 436] Advanced 4096 cells [Level 1 step 436] ADVANCE from elapsed time = 870 to 872 with dt = 2 Making slow rhs at time 870 for fast variables advancing from 870 to 872 No-substepping time integration at level 1 to 872 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003486481737 0.002152759524 and volume-weighted sum -74434.01185 Subtracting -1.211491078e-05 from rhs in subdomain 0 Sum after subtraction 3.903127821e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003607630845 MLMG: Initial residual (resid0) = 0.0003607630845 MLMG: Final Iter. 6 resid, resid/bnorm = 4.872839994e-12, 1.350703607e-08 MLMG: Timers: Solve = 0.0042562 Iter = 0.003916539 Bottom = 0.002144285 Time in solve 0.00467562 Max/L2 norm of divergence after solve at level 1 : 1.211491566e-05 0.0009496111903 and volume-weighted sum -74434.01185 Time integration of scalars at level 1 from 870 to 872 with dt = 2 using RHS created at 870 Making slow rhs at time 872 for fast variables advancing from 870 to 872 No-substepping time integration at level 1 to 872 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003411505832 0.002090917846 and volume-weighted sum -74434.01185 Subtracting -1.211491078e-05 from rhs in subdomain 0 Sum after subtraction -5.811323645e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000353265494 MLMG: Initial residual (resid0) = 0.000353265494 MLMG: Final Iter. 5 resid, resid/bnorm = 2.982921285e-11, 8.443851256e-08 MLMG: Timers: Solve = 0.003622866 Iter = 0.003281375 Bottom = 0.001799566 Time in solve 0.004037795 Max/L2 norm of divergence after solve at level 1 : 1.211494061e-05 0.0009496111903 and volume-weighted sum -74434.01185 Time integration of scalars at level 1 from 870 to 872 with dt = 2 using RHS created at 872 Done with advance_dycore at level 1 [Level 1 step 436] Advanced 6144 cells Coarse STEP 436 ends. TIME = 872 DT = 2 Timestep time = 0.037276952 seconds. Coarse STEP 437 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367875068 (terrain aware) 1.367875068 (terrain unaware) Anelastic dt at level 0 would be: 6.376701141 (terrain aware) 6.376701141 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2646880161 (terrain aware) 0.2646880161 (terrain unaware) Anelastic dt at level 1 would be: 2.959984559 (terrain aware) 2.959984559 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 437] ADVANCE from elapsed time = 872 to 874 with dt = 2 Making slow rhs at time 872 for fast variables advancing from 872 to 872.6666666667 Fast time integration at level 0 from 872 to 872.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 872 to 872.6666666667 with dt = 0.6666666666666 using RHS created at 872 Making slow rhs at time 872.6666666667 for fast variables advancing from 872 to 873 Fast time integration at level 0 from 872 to 872.5 with dt = 0.5 Fast time integration at level 0 from 872.5 to 873 with dt = 0.5 Time integration of scalars at level 0 from 872 to 873 with dt = 1 using RHS created at 872.6666666667 Making slow rhs at time 873 for fast variables advancing from 872 to 874 Fast time integration at level 0 from 872 to 872.5 with dt = 0.5 Fast time integration at level 0 from 872.5 to 873 with dt = 0.5 Fast time integration at level 0 from 873 to 873.5 with dt = 0.5 Fast time integration at level 0 from 873.5 to 874 with dt = 0.5 Time integration of scalars at level 0 from 872 to 874 with dt = 2 using RHS created at 873 Done with advance_dycore at level 0 [Level 0 step 437] Advanced 4096 cells [Level 1 step 437] ADVANCE from elapsed time = 872 to 874 with dt = 2 Making slow rhs at time 872 for fast variables advancing from 872 to 874 No-substepping time integration at level 1 to 874 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002990175459 0.002142565399 and volume-weighted sum -70313.07344 Subtracting -1.144418513e-05 from rhs in subdomain 0 Sum after subtraction -5.421010862e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000303527028 MLMG: Initial residual (resid0) = 0.000303527028 MLMG: Final Iter. 6 resid, resid/bnorm = 8.296797341e-11, 2.733462452e-07 MLMG: Timers: Solve = 0.00424978 Iter = 0.003913156 Bottom = 0.002129499 Time in solve 0.004668771 Max/L2 norm of divergence after solve at level 1 : 1.14442681e-05 0.000897037251 and volume-weighted sum -70313.07344 Time integration of scalars at level 1 from 872 to 874 with dt = 2 using RHS created at 872 Making slow rhs at time 874 for fast variables advancing from 872 to 874 No-substepping time integration at level 1 to 874 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003019579124 0.002066191095 and volume-weighted sum -70313.07344 Subtracting -1.144418513e-05 from rhs in subdomain 0 Sum after subtraction 2.428612866e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002999863301 MLMG: Initial residual (resid0) = 0.0002999863301 MLMG: Final Iter. 5 resid, resid/bnorm = 3.000152155e-11, 1.000096289e-07 MLMG: Timers: Solve = 0.003627347 Iter = 0.003289231 Bottom = 0.001802625 Time in solve 0.004044554 Max/L2 norm of divergence after solve at level 1 : 1.144421513e-05 0.000897037251 and volume-weighted sum -70313.07344 Time integration of scalars at level 1 from 872 to 874 with dt = 2 using RHS created at 874 Done with advance_dycore at level 1 [Level 1 step 437] Advanced 6144 cells Coarse STEP 437 ends. TIME = 874 DT = 2 Timestep time = 0.037529834 seconds. Coarse STEP 438 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367927848 (terrain aware) 1.367927848 (terrain unaware) Anelastic dt at level 0 would be: 6.376479544 (terrain aware) 6.376479544 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2646667744 (terrain aware) 0.2646667744 (terrain unaware) Anelastic dt at level 1 would be: 2.954023234 (terrain aware) 2.954023234 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 438] ADVANCE from elapsed time = 874 to 876 with dt = 2 Making slow rhs at time 874 for fast variables advancing from 874 to 874.6666666667 Fast time integration at level 0 from 874 to 874.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 874 to 874.6666666667 with dt = 0.6666666666666 using RHS created at 874 Making slow rhs at time 874.6666666667 for fast variables advancing from 874 to 875 Fast time integration at level 0 from 874 to 874.5 with dt = 0.5 Fast time integration at level 0 from 874.5 to 875 with dt = 0.5 Time integration of scalars at level 0 from 874 to 875 with dt = 1 using RHS created at 874.6666666667 Making slow rhs at time 875 for fast variables advancing from 874 to 876 Fast time integration at level 0 from 874 to 874.5 with dt = 0.5 Fast time integration at level 0 from 874.5 to 875 with dt = 0.5 Fast time integration at level 0 from 875 to 875.5 with dt = 0.5 Fast time integration at level 0 from 875.5 to 876 with dt = 0.5 Time integration of scalars at level 0 from 874 to 876 with dt = 2 using RHS created at 875 Done with advance_dycore at level 0 [Level 0 step 438] Advanced 4096 cells [Level 1 step 438] ADVANCE from elapsed time = 874 to 876 with dt = 2 Making slow rhs at time 874 for fast variables advancing from 874 to 876 No-substepping time integration at level 1 to 876 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003353571559 0.002092115614 and volume-weighted sum -58644.13609 Subtracting -9.544944024e-06 from rhs in subdomain 0 Sum after subtraction -9.909607857e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003449020999 MLMG: Initial residual (resid0) = 0.0003449020999 MLMG: Final Iter. 7 resid, resid/bnorm = 1.942458407e-11, 5.631912382e-08 MLMG: Timers: Solve = 0.004933643 Iter = 0.004597338 Bottom = 0.002482116 Time in solve 0.005347943 Max/L2 norm of divergence after solve at level 1 : 9.544963066e-06 0.0007481677595 and volume-weighted sum -58644.13609 Time integration of scalars at level 1 from 874 to 876 with dt = 2 using RHS created at 874 Making slow rhs at time 876 for fast variables advancing from 874 to 876 No-substepping time integration at level 1 to 876 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003473921369 0.002004313059 and volume-weighted sum -58644.13609 Subtracting -9.544944024e-06 from rhs in subdomain 0 Sum after subtraction -1.994931997e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003569370809 MLMG: Initial residual (resid0) = 0.0003569370809 MLMG: Final Iter. 5 resid, resid/bnorm = 3.209755707e-11, 8.992497218e-08 MLMG: Timers: Solve = 0.003625664 Iter = 0.00329184 Bottom = 0.001794538 Time in solve 0.004045701 Max/L2 norm of divergence after solve at level 1 : 9.544976074e-06 0.0007481677595 and volume-weighted sum -58644.13609 Time integration of scalars at level 1 from 874 to 876 with dt = 2 using RHS created at 876 Done with advance_dycore at level 1 [Level 1 step 438] Advanced 6144 cells Coarse STEP 438 ends. TIME = 876 DT = 2 Timestep time = 0.038176126 seconds. Coarse STEP 439 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36806756 (terrain aware) 1.36806756 (terrain unaware) Anelastic dt at level 0 would be: 6.378145258 (terrain aware) 6.378145258 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2646527012 (terrain aware) 0.2646527012 (terrain unaware) Anelastic dt at level 1 would be: 2.949759764 (terrain aware) 2.949759764 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 439] ADVANCE from elapsed time = 876 to 878 with dt = 2 Making slow rhs at time 876 for fast variables advancing from 876 to 876.6666666667 Fast time integration at level 0 from 876 to 876.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 876 to 876.6666666667 with dt = 0.6666666666666 using RHS created at 876 Making slow rhs at time 876.6666666667 for fast variables advancing from 876 to 877 Fast time integration at level 0 from 876 to 876.5 with dt = 0.5 Fast time integration at level 0 from 876.5 to 877 with dt = 0.5 Time integration of scalars at level 0 from 876 to 877 with dt = 1 using RHS created at 876.6666666667 Making slow rhs at time 877 for fast variables advancing from 876 to 878 Fast time integration at level 0 from 876 to 876.5 with dt = 0.5 Fast time integration at level 0 from 876.5 to 877 with dt = 0.5 Fast time integration at level 0 from 877 to 877.5 with dt = 0.5 Fast time integration at level 0 from 877.5 to 878 with dt = 0.5 Time integration of scalars at level 0 from 876 to 878 with dt = 2 using RHS created at 877 Done with advance_dycore at level 0 [Level 0 step 439] Advanced 4096 cells [Level 1 step 439] ADVANCE from elapsed time = 876 to 878 with dt = 2 Making slow rhs at time 876 for fast variables advancing from 876 to 878 No-substepping time integration at level 1 to 878 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003555158041 0.00201276764 and volume-weighted sum -39896.78059 Subtracting -6.493616633e-06 from rhs in subdomain 0 Sum after subtraction 5.486062993e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003620094208 MLMG: Initial residual (resid0) = 0.0003620094208 MLMG: Final Iter. 7 resid, resid/bnorm = 2.889432112e-11, 7.981648947e-08 MLMG: Timers: Solve = 0.00488787 Iter = 0.004541594 Bottom = 0.002509602 Time in solve 0.005299052 Max/L2 norm of divergence after solve at level 1 : 6.493644959e-06 0.0005089935148 and volume-weighted sum -39896.78059 Time integration of scalars at level 1 from 876 to 878 with dt = 2 using RHS created at 876 Making slow rhs at time 878 for fast variables advancing from 876 to 878 No-substepping time integration at level 1 to 878 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003526414811 0.001925262683 and volume-weighted sum -39896.78059 Subtracting -6.493616633e-06 from rhs in subdomain 0 Sum after subtraction 3.729655473e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003591350978 MLMG: Initial residual (resid0) = 0.0003591350978 MLMG: Final Iter. 5 resid, resid/bnorm = 3.666215972e-11, 1.020845914e-07 MLMG: Timers: Solve = 0.003747071 Iter = 0.003414991 Bottom = 0.001811446 Time in solve 0.004165291 Max/L2 norm of divergence after solve at level 1 : 6.493653188e-06 0.0005089935148 and volume-weighted sum -39896.78059 Time integration of scalars at level 1 from 876 to 878 with dt = 2 using RHS created at 878 Done with advance_dycore at level 1 [Level 1 step 439] Advanced 6144 cells Coarse STEP 439 ends. TIME = 878 DT = 2 Timestep time = 0.037672113 seconds. Coarse STEP 440 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.368288445 (terrain aware) 1.368288445 (terrain unaware) Anelastic dt at level 0 would be: 6.381569072 (terrain aware) 6.381569072 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2646320591 (terrain aware) 0.2646320591 (terrain unaware) Anelastic dt at level 1 would be: 2.947279269 (terrain aware) 2.947279269 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 440] ADVANCE from elapsed time = 878 to 880 with dt = 2 Making slow rhs at time 878 for fast variables advancing from 878 to 878.6666666667 Fast time integration at level 0 from 878 to 878.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 878 to 878.6666666667 with dt = 0.6666666666666 using RHS created at 878 Making slow rhs at time 878.6666666667 for fast variables advancing from 878 to 879 Fast time integration at level 0 from 878 to 878.5 with dt = 0.5 Fast time integration at level 0 from 878.5 to 879 with dt = 0.5 Time integration of scalars at level 0 from 878 to 879 with dt = 1 using RHS created at 878.6666666667 Making slow rhs at time 879 for fast variables advancing from 878 to 880 Fast time integration at level 0 from 878 to 878.5 with dt = 0.5 Fast time integration at level 0 from 878.5 to 879 with dt = 0.5 Fast time integration at level 0 from 879 to 879.5 with dt = 0.5 Fast time integration at level 0 from 879.5 to 880 with dt = 0.5 Time integration of scalars at level 0 from 878 to 880 with dt = 2 using RHS created at 879 Done with advance_dycore at level 0 [Level 0 step 440] Advanced 4096 cells [Level 1 step 440] ADVANCE from elapsed time = 878 to 880 with dt = 2 Making slow rhs at time 878 for fast variables advancing from 878 to 880 No-substepping time integration at level 1 to 880 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003195420591 0.0019378282 and volume-weighted sum -15719.97895 Subtracting -2.558590323e-06 from rhs in subdomain 0 Sum after subtraction 1.136243877e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003221006494 MLMG: Initial residual (resid0) = 0.0003221006494 MLMG: Final Iter. 7 resid, resid/bnorm = 3.491885213e-11, 1.084097539e-07 MLMG: Timers: Solve = 0.004900169 Iter = 0.004554993 Bottom = 0.002528341 Time in solve 0.005313445 Max/L2 norm of divergence after solve at level 1 : 2.558624555e-06 0.0002005517041 and volume-weighted sum -15719.97895 Time integration of scalars at level 1 from 878 to 880 with dt = 2 using RHS created at 878 Making slow rhs at time 880 for fast variables advancing from 878 to 880 No-substepping time integration at level 1 to 880 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000303995468 0.001864843875 and volume-weighted sum -15719.97895 Subtracting -2.558590323e-06 from rhs in subdomain 0 Sum after subtraction 6.071532166e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003065540583 MLMG: Initial residual (resid0) = 0.0003065540583 MLMG: Final Iter. 5 resid, resid/bnorm = 4.34687023e-11, 1.417978367e-07 MLMG: Timers: Solve = 0.003642569 Iter = 0.003306827 Bottom = 0.001816382 Time in solve 0.0040635 Max/L2 norm of divergence after solve at level 1 : 2.558633595e-06 0.0002005517041 and volume-weighted sum -15719.97895 Time integration of scalars at level 1 from 878 to 880 with dt = 2 using RHS created at 880 Done with advance_dycore at level 1 [Level 1 step 440] Advanced 6144 cells Coarse STEP 440 ends. TIME = 880 DT = 2 Timestep time = 0.037554242 seconds. Coarse STEP 441 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367786847 (terrain aware) 1.367786847 (terrain unaware) Anelastic dt at level 0 would be: 6.373775974 (terrain aware) 6.373775974 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2646048865 (terrain aware) 0.2646048865 (terrain unaware) Anelastic dt at level 1 would be: 2.946615753 (terrain aware) 2.946615753 (terrain unaware) Fixed dt at level 1 is: 2 Creating new distribution map on level: 1 REMAKING WITH NEW BA AT LEVEL 1 (BoxArray maxbox(6) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (47,0,15) (0,0,0)) ((48,0,0) (79,0,47) (0,0,0)) ((80,0,0) (111,0,47) (0,0,0)) ((112,0,0) (143,0,47) (0,0,0)) ((144,0,0) (175,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(6) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (47,0,15) (0,0,0)) ((48,0,0) (79,0,47) (0,0,0)) ((80,0,0) (111,0,47) (0,0,0)) ((112,0,0) (143,0,47) (0,0,0)) ((144,0,0) (159,0,47) (0,0,0)) ) Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002887577022 0.001446388197 and volume-weighted sum -8612.030024 Subtracting -1.245953418e-06 from rhs in subdomain 0 Sum after subtraction -1.778091563e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002900036556 MLMG: Initial residual (resid0) = 0.0002900036556 MLMG: Final Iter. 7 resid, resid/bnorm = 1.469495906e-11, 5.067163388e-08 MLMG: Timers: Solve = 0.005330037 Iter = 0.004984053 Bottom = 0.002704444 Time in solve 0.005753743 Max/L2 norm of divergence after solve at level 1 : 1.245968113e-06 0.0001035866219 and volume-weighted sum -8612.030024 [Level 0 step 441] ADVANCE from elapsed time = 880 to 882 with dt = 2 Making slow rhs at time 880 for fast variables advancing from 880 to 880.6666666667 Fast time integration at level 0 from 880 to 880.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 880 to 880.6666666667 with dt = 0.6666666666666 using RHS created at 880 Making slow rhs at time 880.6666666667 for fast variables advancing from 880 to 881 Fast time integration at level 0 from 880 to 880.5 with dt = 0.5 Fast time integration at level 0 from 880.5 to 881 with dt = 0.5 Time integration of scalars at level 0 from 880 to 881 with dt = 1 using RHS created at 880.6666666667 Making slow rhs at time 881 for fast variables advancing from 880 to 882 Fast time integration at level 0 from 880 to 880.5 with dt = 0.5 Fast time integration at level 0 from 880.5 to 881 with dt = 0.5 Fast time integration at level 0 from 881 to 881.5 with dt = 0.5 Fast time integration at level 0 from 881.5 to 882 with dt = 0.5 Time integration of scalars at level 0 from 880 to 882 with dt = 2 using RHS created at 881 Done with advance_dycore at level 0 [Level 0 step 441] Advanced 4096 cells [Level 1 step 441] ADVANCE from elapsed time = 880 to 882 with dt = 2 Making slow rhs at time 880 for fast variables advancing from 880 to 882 No-substepping time integration at level 1 to 882 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.007603888994 0.07214449687 and volume-weighted sum 21242.41885 Subtracting 3.073266616e-06 from rhs in subdomain 0 Sum after subtraction -1.387778781e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00760696226 MLMG: Initial residual (resid0) = 0.00760696226 MLMG: Final Iter. 8 resid, resid/bnorm = 2.010125459e-11, 2.642481177e-09 MLMG: Timers: Solve = 0.00605044 Iter = 0.005707203 Bottom = 0.003079765 Time in solve 0.006466578 Max/L2 norm of divergence after solve at level 1 : 3.073286338e-06 0.0002555065884 and volume-weighted sum 21242.41885 Time integration of scalars at level 1 from 880 to 882 with dt = 2 using RHS created at 880 Making slow rhs at time 882 for fast variables advancing from 880 to 882 No-substepping time integration at level 1 to 882 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003444661346 0.001870010589 and volume-weighted sum 21242.41885 Subtracting 3.073266616e-06 from rhs in subdomain 0 Sum after subtraction 8.391724815e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000341392868 MLMG: Initial residual (resid0) = 0.000341392868 MLMG: Final Iter. 5 resid, resid/bnorm = 5.029060189e-11, 1.473100542e-07 MLMG: Timers: Solve = 0.003986376 Iter = 0.00364936 Bottom = 0.001951065 Time in solve 0.004405558 Max/L2 norm of divergence after solve at level 1 : 3.073316907e-06 0.0002555065884 and volume-weighted sum 21242.41885 Time integration of scalars at level 1 from 880 to 882 with dt = 2 using RHS created at 882 Done with advance_dycore at level 1 [Level 1 step 441] Advanced 6912 cells Coarse STEP 441 ends. TIME = 882 DT = 2 Timestep time = 0.060080653 seconds. Coarse STEP 442 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.367303643 (terrain aware) 1.367303643 (terrain unaware) Anelastic dt at level 0 would be: 6.361491832 (terrain aware) 6.361491832 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645836602 (terrain aware) 0.2645836602 (terrain unaware) Anelastic dt at level 1 would be: 2.942725548 (terrain aware) 2.942725548 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 442] ADVANCE from elapsed time = 882 to 884 with dt = 2 Making slow rhs at time 882 for fast variables advancing from 882 to 882.6666666667 Fast time integration at level 0 from 882 to 882.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 882 to 882.6666666667 with dt = 0.6666666666666 using RHS created at 882 Making slow rhs at time 882.6666666667 for fast variables advancing from 882 to 883 Fast time integration at level 0 from 882 to 882.5 with dt = 0.5 Fast time integration at level 0 from 882.5 to 883 with dt = 0.5 Time integration of scalars at level 0 from 882 to 883 with dt = 1 using RHS created at 882.6666666667 Making slow rhs at time 883 for fast variables advancing from 882 to 884 Fast time integration at level 0 from 882 to 882.5 with dt = 0.5 Fast time integration at level 0 from 882.5 to 883 with dt = 0.5 Fast time integration at level 0 from 883 to 883.5 with dt = 0.5 Fast time integration at level 0 from 883.5 to 884 with dt = 0.5 Time integration of scalars at level 0 from 882 to 884 with dt = 2 using RHS created at 883 Done with advance_dycore at level 0 [Level 0 step 442] Advanced 4096 cells [Level 1 step 442] ADVANCE from elapsed time = 882 to 884 with dt = 2 Making slow rhs at time 882 for fast variables advancing from 882 to 884 No-substepping time integration at level 1 to 884 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003682199323 0.002012803918 and volume-weighted sum 49485.44499 Subtracting 7.159352574e-06 from rhs in subdomain 0 Sum after subtraction -7.632783294e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003610605798 MLMG: Initial residual (resid0) = 0.0003610605798 MLMG: Final Iter. 7 resid, resid/bnorm = 3.243743159e-11, 8.983930512e-08 MLMG: Timers: Solve = 0.005282987 Iter = 0.004941899 Bottom = 0.002645864 Time in solve 0.005702798 Max/L2 norm of divergence after solve at level 1 : 7.159385011e-06 0.0005952173955 and volume-weighted sum 49485.44499 Time integration of scalars at level 1 from 882 to 884 with dt = 2 using RHS created at 882 Making slow rhs at time 884 for fast variables advancing from 882 to 884 No-substepping time integration at level 1 to 884 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003684701031 0.001942915877 and volume-weighted sum 49485.44499 Subtracting 7.159352574e-06 from rhs in subdomain 0 Sum after subtraction -4.987329993e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003613107505 MLMG: Initial residual (resid0) = 0.0003613107505 MLMG: Final Iter. 5 resid, resid/bnorm = 4.951103654e-11, 1.370317282e-07 MLMG: Timers: Solve = 0.003951616 Iter = 0.003613621 Bottom = 0.001944146 Time in solve 0.004373217 Max/L2 norm of divergence after solve at level 1 : 7.159402085e-06 0.0005952173955 and volume-weighted sum 49485.44499 Time integration of scalars at level 1 from 882 to 884 with dt = 2 using RHS created at 884 Done with advance_dycore at level 1 [Level 1 step 442] Advanced 6912 cells Coarse STEP 442 ends. TIME = 884 DT = 2 Timestep time = 0.041119911 seconds. Coarse STEP 443 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366895525 (terrain aware) 1.366895525 (terrain unaware) Anelastic dt at level 0 would be: 6.350838756 (terrain aware) 6.350838756 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645776592 (terrain aware) 0.2645776592 (terrain unaware) Anelastic dt at level 1 would be: 2.940454683 (terrain aware) 2.940454683 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 443] ADVANCE from elapsed time = 884 to 886 with dt = 2 Making slow rhs at time 884 for fast variables advancing from 884 to 884.6666666667 Fast time integration at level 0 from 884 to 884.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 884 to 884.6666666667 with dt = 0.6666666666666 using RHS created at 884 Making slow rhs at time 884.6666666667 for fast variables advancing from 884 to 885 Fast time integration at level 0 from 884 to 884.5 with dt = 0.5 Fast time integration at level 0 from 884.5 to 885 with dt = 0.5 Time integration of scalars at level 0 from 884 to 885 with dt = 1 using RHS created at 884.6666666667 Making slow rhs at time 885 for fast variables advancing from 884 to 886 Fast time integration at level 0 from 884 to 884.5 with dt = 0.5 Fast time integration at level 0 from 884.5 to 885 with dt = 0.5 Fast time integration at level 0 from 885 to 885.5 with dt = 0.5 Fast time integration at level 0 from 885.5 to 886 with dt = 0.5 Time integration of scalars at level 0 from 884 to 886 with dt = 2 using RHS created at 885 Done with advance_dycore at level 0 [Level 0 step 443] Advanced 4096 cells [Level 1 step 443] ADVANCE from elapsed time = 884 to 886 with dt = 2 Making slow rhs at time 884 for fast variables advancing from 884 to 886 No-substepping time integration at level 1 to 886 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000349600634 0.002141199777 and volume-weighted sum 72382.0599 Subtracting 1.047194154e-05 from rhs in subdomain 0 Sum after subtraction -1.647987302e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003391286924 MLMG: Initial residual (resid0) = 0.0003391286924 MLMG: Final Iter. 7 resid, resid/bnorm = 2.201087497e-11, 6.490419556e-08 MLMG: Timers: Solve = 0.005430786 Iter = 0.005094281 Bottom = 0.002724974 Time in solve 0.005847193 Max/L2 norm of divergence after solve at level 1 : 1.047196355e-05 0.0008706208701 and volume-weighted sum 72382.0599 Time integration of scalars at level 1 from 884 to 886 with dt = 2 using RHS created at 884 Making slow rhs at time 886 for fast variables advancing from 884 to 886 No-substepping time integration at level 1 to 886 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003358096761 0.002040888555 and volume-weighted sum 72382.0599 Subtracting 1.047194154e-05 from rhs in subdomain 0 Sum after subtraction -5.65953534e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003253377346 MLMG: Initial residual (resid0) = 0.0003253377346 MLMG: Final Iter. 5 resid, resid/bnorm = 5.398334447e-11, 1.659301665e-07 MLMG: Timers: Solve = 0.003986232 Iter = 0.003649404 Bottom = 0.001921104 Time in solve 0.004403386 Max/L2 norm of divergence after solve at level 1 : 1.047199552e-05 0.0008706208701 and volume-weighted sum 72382.0599 Time integration of scalars at level 1 from 884 to 886 with dt = 2 using RHS created at 886 Done with advance_dycore at level 1 [Level 1 step 443] Advanced 6912 cells Coarse STEP 443 ends. TIME = 886 DT = 2 Timestep time = 0.041227507 seconds. Coarse STEP 444 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366565066 (terrain aware) 1.366565066 (terrain unaware) Anelastic dt at level 0 would be: 6.341878461 (terrain aware) 6.341878461 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645821536 (terrain aware) 0.2645821536 (terrain unaware) Anelastic dt at level 1 would be: 2.939926305 (terrain aware) 2.939926305 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 444] ADVANCE from elapsed time = 886 to 888 with dt = 2 Making slow rhs at time 886 for fast variables advancing from 886 to 886.6666666667 Fast time integration at level 0 from 886 to 886.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 886 to 886.6666666667 with dt = 0.6666666666666 using RHS created at 886 Making slow rhs at time 886.6666666667 for fast variables advancing from 886 to 887 Fast time integration at level 0 from 886 to 886.5 with dt = 0.5 Fast time integration at level 0 from 886.5 to 887 with dt = 0.5 Time integration of scalars at level 0 from 886 to 887 with dt = 1 using RHS created at 886.6666666667 Making slow rhs at time 887 for fast variables advancing from 886 to 888 Fast time integration at level 0 from 886 to 886.5 with dt = 0.5 Fast time integration at level 0 from 886.5 to 887 with dt = 0.5 Fast time integration at level 0 from 887 to 887.5 with dt = 0.5 Fast time integration at level 0 from 887.5 to 888 with dt = 0.5 Time integration of scalars at level 0 from 886 to 888 with dt = 2 using RHS created at 887 Done with advance_dycore at level 0 [Level 0 step 444] Advanced 4096 cells [Level 1 step 444] ADVANCE from elapsed time = 886 to 888 with dt = 2 Making slow rhs at time 886 for fast variables advancing from 886 to 888 No-substepping time integration at level 1 to 888 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003157334584 0.002249041653 and volume-weighted sum 86929.66244 Subtracting 1.25766294e-05 from rhs in subdomain 0 Sum after subtraction -5.160802341e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000303156829 MLMG: Initial residual (resid0) = 0.000303156829 MLMG: Final Iter. 6 resid, resid/bnorm = 6.2424933e-11, 2.059163015e-07 MLMG: Timers: Solve = 0.00461123 Iter = 0.00427522 Bottom = 0.002294275 Time in solve 0.005026278 Max/L2 norm of divergence after solve at level 1 : 1.257669061e-05 0.001045601334 and volume-weighted sum 86929.66244 Time integration of scalars at level 1 from 886 to 888 with dt = 2 using RHS created at 886 Making slow rhs at time 888 for fast variables advancing from 886 to 888 No-substepping time integration at level 1 to 888 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003331265812 0.00211811918 and volume-weighted sum 86929.66244 Subtracting 1.25766294e-05 from rhs in subdomain 0 Sum after subtraction -1.732555072e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003205499518 MLMG: Initial residual (resid0) = 0.0003205499518 MLMG: Final Iter. 5 resid, resid/bnorm = 5.752529297e-11, 1.79458124e-07 MLMG: Timers: Solve = 0.003906643 Iter = 0.003574839 Bottom = 0.001903032 Time in solve 0.004326896 Max/L2 norm of divergence after solve at level 1 : 1.257668693e-05 0.001045601334 and volume-weighted sum 86929.66244 Time integration of scalars at level 1 from 886 to 888 with dt = 2 using RHS created at 888 Done with advance_dycore at level 1 [Level 1 step 444] Advanced 6912 cells Coarse STEP 444 ends. TIME = 888 DT = 2 Timestep time = 0.040404119 seconds. Coarse STEP 445 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366316532 (terrain aware) 1.366316532 (terrain unaware) Anelastic dt at level 0 would be: 6.33471239 (terrain aware) 6.33471239 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645691545 (terrain aware) 0.2645691545 (terrain unaware) Anelastic dt at level 1 would be: 2.940945745 (terrain aware) 2.940945745 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 445] ADVANCE from elapsed time = 888 to 890 with dt = 2 Making slow rhs at time 888 for fast variables advancing from 888 to 888.6666666667 Fast time integration at level 0 from 888 to 888.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 888 to 888.6666666667 with dt = 0.6666666666666 using RHS created at 888 Making slow rhs at time 888.6666666667 for fast variables advancing from 888 to 889 Fast time integration at level 0 from 888 to 888.5 with dt = 0.5 Fast time integration at level 0 from 888.5 to 889 with dt = 0.5 Time integration of scalars at level 0 from 888 to 889 with dt = 1 using RHS created at 888.6666666667 Making slow rhs at time 889 for fast variables advancing from 888 to 890 Fast time integration at level 0 from 888 to 888.5 with dt = 0.5 Fast time integration at level 0 from 888.5 to 889 with dt = 0.5 Fast time integration at level 0 from 889 to 889.5 with dt = 0.5 Fast time integration at level 0 from 889.5 to 890 with dt = 0.5 Time integration of scalars at level 0 from 888 to 890 with dt = 2 using RHS created at 889 Done with advance_dycore at level 0 [Level 0 step 445] Advanced 4096 cells [Level 1 step 445] ADVANCE from elapsed time = 888 to 890 with dt = 2 Making slow rhs at time 888 for fast variables advancing from 888 to 890 No-substepping time integration at level 1 to 890 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003667521885 0.002286518777 and volume-weighted sum 91361.40848 Subtracting 1.321779637e-05 from rhs in subdomain 0 Sum after subtraction 1.561251128e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003535343922 MLMG: Initial residual (resid0) = 0.0003535343922 MLMG: Final Iter. 6 resid, resid/bnorm = 9.7801825e-11, 2.766402001e-07 MLMG: Timers: Solve = 0.004746133 Iter = 0.004408203 Bottom = 0.002344663 Time in solve 0.0051562 Max/L2 norm of divergence after solve at level 1 : 1.321789417e-05 0.001098906954 and volume-weighted sum 91361.40848 Time integration of scalars at level 1 from 888 to 890 with dt = 2 using RHS created at 888 Making slow rhs at time 890 for fast variables advancing from 888 to 890 No-substepping time integration at level 1 to 890 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003703166246 0.002141394591 and volume-weighted sum 91361.40848 Subtracting 1.321779637e-05 from rhs in subdomain 0 Sum after subtraction 9.627715292e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003570988283 MLMG: Initial residual (resid0) = 0.0003570988283 MLMG: Final Iter. 5 resid, resid/bnorm = 5.817589143e-11, 1.6291258e-07 MLMG: Timers: Solve = 0.003816266 Iter = 0.003483583 Bottom = 0.001815645 Time in solve 0.00423998 Max/L2 norm of divergence after solve at level 1 : 1.321785454e-05 0.001098906954 and volume-weighted sum 91361.40848 Time integration of scalars at level 1 from 888 to 890 with dt = 2 using RHS created at 890 Done with advance_dycore at level 1 [Level 1 step 445] Advanced 6912 cells Coarse STEP 445 ends. TIME = 890 DT = 2 Timestep time = 0.040794684 seconds. Coarse STEP 446 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366155767 (terrain aware) 1.366155767 (terrain unaware) Anelastic dt at level 0 would be: 6.329467846 (terrain aware) 6.329467846 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645567762 (terrain aware) 0.2645567762 (terrain unaware) Anelastic dt at level 1 would be: 2.939914895 (terrain aware) 2.939914895 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 446] ADVANCE from elapsed time = 890 to 892 with dt = 2 Making slow rhs at time 890 for fast variables advancing from 890 to 890.6666666667 Fast time integration at level 0 from 890 to 890.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 890 to 890.6666666667 with dt = 0.6666666666666 using RHS created at 890 Making slow rhs at time 890.6666666667 for fast variables advancing from 890 to 891 Fast time integration at level 0 from 890 to 890.5 with dt = 0.5 Fast time integration at level 0 from 890.5 to 891 with dt = 0.5 Time integration of scalars at level 0 from 890 to 891 with dt = 1 using RHS created at 890.6666666667 Making slow rhs at time 891 for fast variables advancing from 890 to 892 Fast time integration at level 0 from 890 to 890.5 with dt = 0.5 Fast time integration at level 0 from 890.5 to 891 with dt = 0.5 Fast time integration at level 0 from 891 to 891.5 with dt = 0.5 Fast time integration at level 0 from 891.5 to 892 with dt = 0.5 Time integration of scalars at level 0 from 890 to 892 with dt = 2 using RHS created at 891 Done with advance_dycore at level 0 [Level 0 step 446] Advanced 4096 cells [Level 1 step 446] ADVANCE from elapsed time = 890 to 892 with dt = 2 Making slow rhs at time 890 for fast variables advancing from 890 to 892 No-substepping time integration at level 1 to 892 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003613756507 0.002240572802 and volume-weighted sum 85396.74383 Subtracting 1.235485298e-05 from rhs in subdomain 0 Sum after subtraction 2.218548695e-10 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003490207978 MLMG: Initial residual (resid0) = 0.0003490207978 MLMG: Final Iter. 7 resid, resid/bnorm = 2.755765876e-11, 7.89570677e-08 MLMG: Timers: Solve = 0.005330736 Iter = 0.004995346 Bottom = 0.002704254 Time in solve 0.005754426 Max/L2 norm of divergence after solve at level 1 : 1.235488e-05 0.001027163188 and volume-weighted sum 85396.74383 Time integration of scalars at level 1 from 890 to 892 with dt = 2 using RHS created at 890 Making slow rhs at time 892 for fast variables advancing from 890 to 892 No-substepping time integration at level 1 to 892 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003507865628 0.002101788821 and volume-weighted sum 85396.74383 Subtracting 1.235485298e-05 from rhs in subdomain 0 Sum after subtraction 1.908195824e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003384317099 MLMG: Initial residual (resid0) = 0.0003384317099 MLMG: Final Iter. 5 resid, resid/bnorm = 5.572128622e-11, 1.646455831e-07 MLMG: Timers: Solve = 0.003838361 Iter = 0.00349475 Bottom = 0.001817525 Time in solve 0.004250122 Max/L2 norm of divergence after solve at level 1 : 1.235490871e-05 0.001027163188 and volume-weighted sum 85396.74383 Time integration of scalars at level 1 from 890 to 892 with dt = 2 using RHS created at 892 Done with advance_dycore at level 1 [Level 1 step 446] Advanced 6912 cells Coarse STEP 446 ends. TIME = 892 DT = 2 Timestep time = 0.040917731 seconds. Coarse STEP 447 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366087968 (terrain aware) 1.366087968 (terrain unaware) Anelastic dt at level 0 would be: 6.326275764 (terrain aware) 6.326275764 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645502692 (terrain aware) 0.2645502692 (terrain unaware) Anelastic dt at level 1 would be: 2.938294139 (terrain aware) 2.938294139 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 447] ADVANCE from elapsed time = 892 to 894 with dt = 2 Making slow rhs at time 892 for fast variables advancing from 892 to 892.6666666667 Fast time integration at level 0 from 892 to 892.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 892 to 892.6666666667 with dt = 0.6666666666666 using RHS created at 892 Making slow rhs at time 892.6666666667 for fast variables advancing from 892 to 893 Fast time integration at level 0 from 892 to 892.5 with dt = 0.5 Fast time integration at level 0 from 892.5 to 893 with dt = 0.5 Time integration of scalars at level 0 from 892 to 893 with dt = 1 using RHS created at 892.6666666667 Making slow rhs at time 893 for fast variables advancing from 892 to 894 Fast time integration at level 0 from 892 to 892.5 with dt = 0.5 Fast time integration at level 0 from 892.5 to 893 with dt = 0.5 Fast time integration at level 0 from 893 to 893.5 with dt = 0.5 Fast time integration at level 0 from 893.5 to 894 with dt = 0.5 Time integration of scalars at level 0 from 892 to 894 with dt = 2 using RHS created at 893 Done with advance_dycore at level 0 [Level 0 step 447] Advanced 4096 cells [Level 1 step 447] ADVANCE from elapsed time = 892 to 894 with dt = 2 Making slow rhs at time 892 for fast variables advancing from 892 to 894 No-substepping time integration at level 1 to 894 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003008861841 0.002135233581 and volume-weighted sum 70221.73641 Subtracting 1.015939474e-05 from rhs in subdomain 0 Sum after subtraction 5.084908189e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002907267894 MLMG: Initial residual (resid0) = 0.0002907267894 MLMG: Final Iter. 7 resid, resid/bnorm = 4.0246043e-11, 1.384325231e-07 MLMG: Timers: Solve = 0.005489651 Iter = 0.005152246 Bottom = 0.00274152 Time in solve 0.005905832 Max/L2 norm of divergence after solve at level 1 : 1.015943419e-05 0.0008446362171 and volume-weighted sum 70221.73641 Time integration of scalars at level 1 from 892 to 894 with dt = 2 using RHS created at 892 Making slow rhs at time 894 for fast variables advancing from 892 to 894 No-substepping time integration at level 1 to 894 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003050441491 0.002015076183 and volume-weighted sum 70221.73641 Subtracting 1.015939474e-05 from rhs in subdomain 0 Sum after subtraction 3.07913417e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002948847543 MLMG: Initial residual (resid0) = 0.0002948847543 MLMG: Final Iter. 5 resid, resid/bnorm = 4.949075815e-11, 1.678308472e-07 MLMG: Timers: Solve = 0.003790152 Iter = 0.003451927 Bottom = 0.001770573 Time in solve 0.00422105 Max/L2 norm of divergence after solve at level 1 : 1.015944423e-05 0.0008446362171 and volume-weighted sum 70221.73641 Time integration of scalars at level 1 from 892 to 894 with dt = 2 using RHS created at 894 Done with advance_dycore at level 1 [Level 1 step 447] Advanced 6912 cells Coarse STEP 447 ends. TIME = 894 DT = 2 Timestep time = 0.041107072 seconds. Coarse STEP 448 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366117355 (terrain aware) 1.366117355 (terrain unaware) Anelastic dt at level 0 would be: 6.325252798 (terrain aware) 6.325252798 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645482121 (terrain aware) 0.2645482121 (terrain unaware) Anelastic dt at level 1 would be: 2.937616261 (terrain aware) 2.937616261 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 448] ADVANCE from elapsed time = 894 to 896 with dt = 2 Making slow rhs at time 894 for fast variables advancing from 894 to 894.6666666667 Fast time integration at level 0 from 894 to 894.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 894 to 894.6666666667 with dt = 0.6666666666666 using RHS created at 894 Making slow rhs at time 894.6666666667 for fast variables advancing from 894 to 895 Fast time integration at level 0 from 894 to 894.5 with dt = 0.5 Fast time integration at level 0 from 894.5 to 895 with dt = 0.5 Time integration of scalars at level 0 from 894 to 895 with dt = 1 using RHS created at 894.6666666667 Making slow rhs at time 895 for fast variables advancing from 894 to 896 Fast time integration at level 0 from 894 to 894.5 with dt = 0.5 Fast time integration at level 0 from 894.5 to 895 with dt = 0.5 Fast time integration at level 0 from 895 to 895.5 with dt = 0.5 Fast time integration at level 0 from 895.5 to 896 with dt = 0.5 Time integration of scalars at level 0 from 894 to 896 with dt = 2 using RHS created at 895 Done with advance_dycore at level 0 [Level 0 step 448] Advanced 4096 cells [Level 1 step 448] ADVANCE from elapsed time = 894 to 896 with dt = 2 Making slow rhs at time 894 for fast variables advancing from 894 to 896 No-substepping time integration at level 1 to 896 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003456042653 0.002015440802 and volume-weighted sum 48199.00356 Subtracting 6.973235469e-06 from rhs in subdomain 0 Sum after subtraction 1.973247954e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003386310298 MLMG: Initial residual (resid0) = 0.0003386310298 MLMG: Final Iter. 7 resid, resid/bnorm = 4.581927859e-11, 1.353073834e-07 MLMG: Timers: Solve = 0.005392024 Iter = 0.005052221 Bottom = 0.00275162 Time in solve 0.005809937 Max/L2 norm of divergence after solve at level 1 : 6.973280389e-06 0.00057974391 and volume-weighted sum 48199.00356 Time integration of scalars at level 1 from 894 to 896 with dt = 2 using RHS created at 894 Making slow rhs at time 896 for fast variables advancing from 894 to 896 No-substepping time integration at level 1 to 896 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003539798297 0.001915225529 and volume-weighted sum 48199.00356 Subtracting 6.973235469e-06 from rhs in subdomain 0 Sum after subtraction -3.989863995e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003470065942 MLMG: Initial residual (resid0) = 0.0003470065942 MLMG: Final Iter. 5 resid, resid/bnorm = 4.150311937e-11, 1.196032584e-07 MLMG: Timers: Solve = 0.003911794 Iter = 0.003565471 Bottom = 0.001897916 Time in solve 0.0043248 Max/L2 norm of divergence after solve at level 1 : 6.973276972e-06 0.00057974391 and volume-weighted sum 48199.00356 Time integration of scalars at level 1 from 894 to 896 with dt = 2 using RHS created at 896 Done with advance_dycore at level 1 [Level 1 step 448] Advanced 6912 cells Coarse STEP 448 ends. TIME = 896 DT = 2 Timestep time = 0.041274261 seconds. Coarse STEP 449 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.366246857 (terrain aware) 1.366246857 (terrain unaware) Anelastic dt at level 0 would be: 6.326490635 (terrain aware) 6.326490635 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645386376 (terrain aware) 0.2645386376 (terrain unaware) Anelastic dt at level 1 would be: 2.937706766 (terrain aware) 2.937706766 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 449] ADVANCE from elapsed time = 896 to 898 with dt = 2 Making slow rhs at time 896 for fast variables advancing from 896 to 896.6666666667 Fast time integration at level 0 from 896 to 896.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 896 to 896.6666666667 with dt = 0.6666666666666 using RHS created at 896 Making slow rhs at time 896.6666666667 for fast variables advancing from 896 to 897 Fast time integration at level 0 from 896 to 896.5 with dt = 0.5 Fast time integration at level 0 from 896.5 to 897 with dt = 0.5 Time integration of scalars at level 0 from 896 to 897 with dt = 1 using RHS created at 896.6666666667 Making slow rhs at time 897 for fast variables advancing from 896 to 898 Fast time integration at level 0 from 896 to 896.5 with dt = 0.5 Fast time integration at level 0 from 896.5 to 897 with dt = 0.5 Fast time integration at level 0 from 897 to 897.5 with dt = 0.5 Fast time integration at level 0 from 897.5 to 898 with dt = 0.5 Time integration of scalars at level 0 from 896 to 898 with dt = 2 using RHS created at 897 Done with advance_dycore at level 0 [Level 0 step 449] Advanced 4096 cells [Level 1 step 449] ADVANCE from elapsed time = 896 to 898 with dt = 2 Making slow rhs at time 896 for fast variables advancing from 896 to 898 No-substepping time integration at level 1 to 898 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003548514582 0.00192766954 and volume-weighted sum 22329.75494 Subtracting 3.230577972e-06 from rhs in subdomain 0 Sum after subtraction 5.095750211e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003516208802 MLMG: Initial residual (resid0) = 0.0003516208802 MLMG: Final Iter. 7 resid, resid/bnorm = 4.342279234e-11, 1.234932132e-07 MLMG: Timers: Solve = 0.005472002 Iter = 0.005138817 Bottom = 0.002747946 Time in solve 0.005884803 Max/L2 norm of divergence after solve at level 1 : 3.230620543e-06 0.0002685852089 and volume-weighted sum 22329.75494 Time integration of scalars at level 1 from 896 to 898 with dt = 2 using RHS created at 896 Making slow rhs at time 898 for fast variables advancing from 896 to 898 No-substepping time integration at level 1 to 898 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.000349429571 0.001841504078 and volume-weighted sum 22329.75494 Subtracting 3.230577972e-06 from rhs in subdomain 0 Sum after subtraction -2.244298497e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000346198993 MLMG: Initial residual (resid0) = 0.000346198993 MLMG: Final Iter. 5 resid, resid/bnorm = 3.412985908e-11, 9.858451286e-08 MLMG: Timers: Solve = 0.00397725 Iter = 0.003639616 Bottom = 0.001966539 Time in solve 0.004388532 Max/L2 norm of divergence after solve at level 1 : 3.230612098e-06 0.0002685852089 and volume-weighted sum 22329.75494 Time integration of scalars at level 1 from 896 to 898 with dt = 2 using RHS created at 898 Done with advance_dycore at level 1 [Level 1 step 449] Advanced 6912 cells Coarse STEP 449 ends. TIME = 898 DT = 2 Timestep time = 0.04138541 seconds. Coarse STEP 450 starts ... Based on cfl of one Compressible dt at level 0 would be: 1.36592577 (terrain aware) 1.36592577 (terrain unaware) Anelastic dt at level 0 would be: 6.322415226 (terrain aware) 6.322415226 (terrain unaware) Fixed dt at level 0 is: 2 Fixed fast dt at level 0 is: 0.5 smallest even ratio is: 4 Based on cfl of one Compressible dt at level 1 would be: 0.2645074668 (terrain aware) 0.2645074668 (terrain unaware) Anelastic dt at level 1 would be: 2.936385035 (terrain aware) 2.936385035 (terrain unaware) Fixed dt at level 1 is: 2 [Level 0 step 450] ADVANCE from elapsed time = 898 to 900 with dt = 2 Making slow rhs at time 898 for fast variables advancing from 898 to 898.6666666667 Fast time integration at level 0 from 898 to 898.6666666667 with dt = 0.6666666666667 Time integration of scalars at level 0 from 898 to 898.6666666667 with dt = 0.6666666666666 using RHS created at 898 Making slow rhs at time 898.6666666667 for fast variables advancing from 898 to 899 Fast time integration at level 0 from 898 to 898.5 with dt = 0.5 Fast time integration at level 0 from 898.5 to 899 with dt = 0.5 Time integration of scalars at level 0 from 898 to 899 with dt = 1 using RHS created at 898.6666666667 Making slow rhs at time 899 for fast variables advancing from 898 to 900 Fast time integration at level 0 from 898 to 898.5 with dt = 0.5 Fast time integration at level 0 from 898.5 to 899 with dt = 0.5 Fast time integration at level 0 from 899 to 899.5 with dt = 0.5 Fast time integration at level 0 from 899.5 to 900 with dt = 0.5 Time integration of scalars at level 0 from 898 to 900 with dt = 2 using RHS created at 899 Done with advance_dycore at level 0 [Level 0 step 450] Advanced 4096 cells [Level 1 step 450] ADVANCE from elapsed time = 898 to 900 with dt = 2 Making slow rhs at time 898 for fast variables advancing from 898 to 900 No-substepping time integration at level 1 to 900 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0003092384856 0.001898215538 and volume-weighted sum -4355.89206 Subtracting -6.30192717e-07 from rhs in subdomain 0 Sum after subtraction -4.098284212e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003098686783 MLMG: Initial residual (resid0) = 0.0003098686783 MLMG: Final Iter. 7 resid, resid/bnorm = 3.506730876e-11, 1.13168291e-07 MLMG: Timers: Solve = 0.005409771 Iter = 0.005075094 Bottom = 0.002775058 Time in solve 0.00582922 Max/L2 norm of divergence after solve at level 1 : 6.302277843e-07 5.239323861e-05 and volume-weighted sum -4355.89206 Time integration of scalars at level 1 from 898 to 900 with dt = 2 using RHS created at 898 Making slow rhs at time 900 for fast variables advancing from 898 to 900 No-substepping time integration at level 1 to 900 with dt = 2 Max/L2 norm of divergence before solve in subdomain 0 at level 1 : 0.0002932643516 0.001819896869 and volume-weighted sum -4355.89206 Subtracting -6.30192717e-07 from rhs in subdomain 0 Sum after subtraction -5.377642776e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002938945443 MLMG: Initial residual (resid0) = 0.0002938945443 MLMG: Final Iter. 5 resid, resid/bnorm = 3.055505568e-11, 1.039660527e-07 MLMG: Timers: Solve = 0.003992105 Iter = 0.003659063 Bottom = 0.001980965 Time in solve 0.004405597 Max/L2 norm of divergence after solve at level 1 : 6.302232721e-07 5.239323861e-05 and volume-weighted sum -4355.89206 Time integration of scalars at level 1 from 898 to 900 with dt = 2 using RHS created at 900 Done with advance_dycore at level 1 [Level 1 step 450] Advanced 6912 cells Coarse STEP 450 ends. TIME = 900 DT = 2 Timestep time = 0.04131268 seconds. 3DPlotfile write time = 0.008074336 seconds. Total Time: 13.70760716 Unused ParmParse Variables: [TOP]::amr.checkpoint_files_output(nvals = 1) :: [0] AMReX (26.09-142-g600fceecbd36) finalized