Initializing AMReX (26.08-36-gf2cbba4afc9e)... MPI initialized with 1 MPI processes MPI initialized with thread support level 0 Initializing CUDA... CUDA initialized with 1 device. AMReX (26.08-36-gf2cbba4afc9e) initialized Successfully read inputs file ... ERF git hash: a3d24dff AMReX git hash: 26.08-36-gf2cbba4afc 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 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 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(1) m_ref->m_hash_sig(0) ((0,0,0) (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(1) m_ref->m_hash_sig(0) ((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 = 0.005426605 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 -0.007215538986 Subtracting -2.348808264e-12 from rhs in subdomain 0 Sum after subtraction -1.691355389e-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 = 1.858413884e-11, 2.382015853e-08 MLMG: Timers: Solve = 0.01638895 Iter = 0.015190514 Bottom = 0.008773481 Time in solve 0.018838565 Max/L2 norm of divergence after solve at level 1 : 2.093294712e-11 1.534953274e-10 and volume-weighted sum -0.007215538985 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 : 9.643027874e-07 1.143937026e-05 and volume-weighted sum -0.007215538985 Subtracting -2.348808263e-12 from rhs in subdomain 0 Sum after subtraction -1.694065895e-15 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.643004386e-07 MLMG: Initial residual (resid0) = 9.643004386e-07 MLMG: Final Iter. 4 resid, resid/bnorm = 3.391421146e-11, 3.516975633e-05 MLMG: Timers: Solve = 0.008860748 Iter = 0.008253952 Bottom = 0.00472606 Time in solve 0.010342994 Max/L2 norm of divergence after solve at level 1 : 3.156540314e-11 1.967461128e-10 and volume-weighted sum -0.007215538985 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 = 0.059555604 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: 0.2881863604 (terrain aware) 0.2881863604 (terrain unaware) Anelastic dt at level 1 would be: 329.8950603 (terrain aware) 329.8950603 (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 : 4.608397286e-06 1.340195649e-05 and volume-weighted sum -24.39328087 Subtracting -7.940521116e-09 from rhs in subdomain 0 Sum after subtraction 4.235164736e-16 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.600456765e-06 MLMG: Initial residual (resid0) = 4.600456765e-06 MLMG: Final Iter. 4 resid, resid/bnorm = 3.72167129e-11, 8.089786471e-06 MLMG: Timers: Solve = 0.008863134 Iter = 0.0082689 Bottom = 0.004694911 Time in solve 0.010339348 Max/L2 norm of divergence after solve at level 1 : 7.96305476e-09 4.401083791e-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 : 1.177774648e-06 1.680489923e-05 and volume-weighted sum -24.39328087 Subtracting -7.940521116e-09 from rhs in subdomain 0 Sum after subtraction 1.694065895e-15 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.169834127e-06 MLMG: Initial residual (resid0) = 1.169834127e-06 MLMG: Final Iter. 4 resid, resid/bnorm = 6.1891916e-11, 5.290657417e-05 MLMG: Timers: Solve = 0.00909258 Iter = 0.008479615 Bottom = 0.004976578 Time in solve 0.0105599 Max/L2 norm of divergence after solve at level 1 : 8.001723953e-09 4.401084624e-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 = 0.043630227 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: 0.2881107124 (terrain aware) 0.2881107124 (terrain unaware) Anelastic dt at level 1 would be: 164.9779896 (terrain aware) 164.9779896 (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 : 7.258423433e-05 0.0002920890847 and volume-weighted sum 95.93930869 Subtracting 3.123024371e-08 from rhs in subdomain 0 Sum after subtraction 4.48927462e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.255300409e-05 MLMG: Initial residual (resid0) = 7.255300409e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.755555169e-11, 7.932897116e-07 MLMG: Timers: Solve = 0.011180594 Iter = 0.010571136 Bottom = 0.006168223 Time in solve 0.012648975 Max/L2 norm of divergence after solve at level 1 : 3.126057862e-08 1.730955817e-06 and volume-weighted sum 95.93930869 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 : 1.658430444e-06 2.637263753e-05 and volume-weighted sum 95.93930869 Subtracting 3.123024371e-08 from rhs in subdomain 0 Sum after subtraction 3.388131789e-15 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.627200201e-06 MLMG: Initial residual (resid0) = 1.627200201e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 4.976530476e-12, 3.058339395e-06 MLMG: Timers: Solve = 0.011394196 Iter = 0.010768903 Bottom = 0.006254 Time in solve 0.012898688 Max/L2 norm of divergence after solve at level 1 : 3.12345327e-08 1.730955803e-06 and volume-weighted sum 95.93930869 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 = 0.047961981 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: 0.2880346066 (terrain aware) 0.2880346066 (terrain unaware) Anelastic dt at level 1 would be: 109.9451256 (terrain aware) 109.9451256 (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 : 0.0002060986303 0.0009601521534 and volume-weighted sum 983.8824171 Subtracting 3.202742243e-07 from rhs in subdomain 0 Sum after subtraction -2.981555974e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000205778356 MLMG: Initial residual (resid0) = 0.000205778356 MLMG: Final Iter. 6 resid, resid/bnorm = 1.438179674e-11, 6.988974457e-08 MLMG: Timers: Solve = 0.013274297 Iter = 0.012670297 Bottom = 0.007426073 Time in solve 0.014743514 Max/L2 norm of divergence after solve at level 1 : 3.202886061e-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 : 2.741269422e-06 4.104255742e-05 and volume-weighted sum 983.8824171 Subtracting 3.202742243e-07 from rhs in subdomain 0 Sum after subtraction 9.825582188e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.420995197e-06 MLMG: Initial residual (resid0) = 2.420995197e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 6.492516053e-12, 2.681755032e-06 MLMG: Timers: Solve = 0.011228858 Iter = 0.010611408 Bottom = 0.00625037 Time in solve 0.012744461 Max/L2 norm of divergence after solve at level 1 : 3.20280506e-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 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 = 0.050107809 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: 0.287956018 (terrain aware) 0.287956018 (terrain unaware) Anelastic dt at level 1 would be: 82.27214567 (terrain aware) 82.27214567 (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 : 0.0003280416205 0.001672879046 and volume-weighted sum 3433.547997 Subtracting 1.117691405e-06 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 = 0.0003269239291 MLMG: Initial residual (resid0) = 0.0003269239291 MLMG: Final Iter. 6 resid, resid/bnorm = 3.163491729e-11, 9.67653771e-08 MLMG: Timers: Solve = 0.012974289 Iter = 0.012366641 Bottom = 0.007158078 Time in solve 0.014479985 Max/L2 norm of divergence after solve at level 1 : 1.11772304e-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 : 4.344460598e-06 7.857546215e-05 and volume-weighted sum 3433.547997 Subtracting 1.117691405e-06 from rhs in subdomain 0 Sum after subtraction 2.032879073e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.226769193e-06 MLMG: Initial residual (resid0) = 3.226769193e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 8.207627824e-12, 2.543605487e-06 MLMG: Timers: Solve = 0.011355353 Iter = 0.010724874 Bottom = 0.006355382 Time in solve 0.012860602 Max/L2 norm of divergence after solve at level 1 : 1.117699613e-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 = 0.050180427 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: 0.2878716832 (terrain aware) 0.2878716832 (terrain unaware) Anelastic dt at level 1 would be: 65.47605215 (terrain aware) 65.47605215 (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 : 0.0006966925256 0.002452056222 and volume-weighted sum 7916.690305 Subtracting 2.577047625e-06 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 = 0.0006941154779 MLMG: Initial residual (resid0) = 0.0006941154779 MLMG: Final Iter. 6 resid, resid/bnorm = 4.492852583e-11, 6.472773948e-08 MLMG: Timers: Solve = 0.012866944 Iter = 0.012258401 Bottom = 0.007030512 Time in solve 0.014333207 Max/L2 norm of divergence after solve at level 1 : 2.577092554e-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 : 6.631940607e-06 0.0001549980233 and volume-weighted sum 7916.690305 Subtracting 2.577047625e-06 from rhs in subdomain 0 Sum after subtraction -2.981555974e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.054892981e-06 MLMG: Initial residual (resid0) = 4.054892981e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.003529962e-11, 2.47486177e-06 MLMG: Timers: Solve = 0.011271214 Iter = 0.010667711 Bottom = 0.006298452 Time in solve 0.012770348 Max/L2 norm of divergence after solve at level 1 : 2.577057618e-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 = 0.049714282 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: 0.2877790314 (terrain aware) 0.2877790314 (terrain unaware) Anelastic dt at level 1 would be: 54.11987604 (terrain aware) 54.11987604 (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 : 0.0006997985098 0.002734963454 and volume-weighted sum 14075.33047 Subtracting 4.581813304e-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 = 0.0007043803231 MLMG: Initial residual (resid0) = 0.0007043803231 MLMG: Final Iter. 6 resid, resid/bnorm = 4.64764879e-11, 6.598209288e-08 MLMG: Timers: Solve = 0.013015898 Iter = 0.012401764 Bottom = 0.007138842 Time in solve 0.014523191 Max/L2 norm of divergence after solve at level 1 : 4.58185978e-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 : 9.493642706e-06 0.0002642494092 and volume-weighted sum 14075.33047 Subtracting 4.581813304e-06 from rhs in subdomain 0 Sum after subtraction -2.625802136e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.911829402e-06 MLMG: Initial residual (resid0) = 4.911829402e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.305041776e-11, 2.656936283e-06 MLMG: Timers: Solve = 0.011054797 Iter = 0.01044011 Bottom = 0.006157546 Time in solve 0.012534694 Max/L2 norm of divergence after solve at level 1 : 4.581824973e-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 = 0.049929805 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: 0.2876769845 (terrain aware) 0.2876769845 (terrain unaware) Anelastic dt at level 1 would be: 45.92218116 (terrain aware) 45.92218116 (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 : 0.0005616620066 0.002187147144 and volume-weighted sum 20614.77113 Subtracting 6.710537476e-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 = 0.000568372544 MLMG: Initial residual (resid0) = 0.000568372544 MLMG: Final Iter. 6 resid, resid/bnorm = 3.558134694e-11, 6.260215648e-08 MLMG: Timers: Solve = 0.012940254 Iter = 0.012342931 Bottom = 0.007212044 Time in solve 0.014389303 Max/L2 norm of divergence after solve at level 1 : 6.710573057e-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 : 1.250653712e-05 0.0003820205727 and volume-weighted sum 20614.77113 Subtracting 6.710537476e-06 from rhs in subdomain 0 Sum after subtraction -2.913793339e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.795999647e-06 MLMG: Initial residual (resid0) = 5.795999647e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 1.739337246e-11, 3.000927109e-06 MLMG: Timers: Solve = 0.01095066 Iter = 0.010358951 Bottom = 0.006115771 Time in solve 0.012439647 Max/L2 norm of divergence after solve at level 1 : 6.710550623e-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 = 0.049091384 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: 0.2875691383 (terrain aware) 0.2875691383 (terrain unaware) Anelastic dt at level 1 would be: 39.7658309 (terrain aware) 39.7658309 (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 : 0.0003108253793 0.001586804048 and volume-weighted sum 25675.61569 Subtracting 8.357947817e-06 from rhs in subdomain 0 Sum after subtraction 1.992221492e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003024674315 MLMG: Initial residual (resid0) = 0.0003024674315 MLMG: Final Iter. 6 resid, resid/bnorm = 1.76415139e-11, 5.832533379e-08 MLMG: Timers: Solve = 0.013241623 Iter = 0.012650306 Bottom = 0.007565133 Time in solve 0.014688535 Max/L2 norm of divergence after solve at level 1 : 8.357965458e-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 : 1.505521627e-05 0.0004743670093 and volume-weighted sum 25675.61569 Subtracting 8.357947817e-06 from rhs in subdomain 0 Sum after subtraction 1.294266343e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.697268452e-06 MLMG: Initial residual (resid0) = 6.697268452e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 2.267422538e-11, 3.385593028e-06 MLMG: Timers: Solve = 0.010888976 Iter = 0.010294654 Bottom = 0.006020716 Time in solve 0.012371477 Max/L2 norm of divergence after solve at level 1 : 8.357962424e-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 = 0.049203049 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: 0.2874602123 (terrain aware) 0.2874602123 (terrain unaware) Anelastic dt at level 1 would be: 35.0308768 (terrain aware) 35.0308768 (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 : 0.000388476201 0.001765373923 and volume-weighted sum 27535.2169 Subtracting 8.96328675e-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 = 0.0003974394877 MLMG: Initial residual (resid0) = 0.0003974394877 MLMG: Final Iter. 6 resid, resid/bnorm = 1.49807759e-11, 3.769322466e-08 MLMG: Timers: Solve = 0.012746235 Iter = 0.012152524 Bottom = 0.007040001 Time in solve 0.014192628 Max/L2 norm of divergence after solve at level 1 : 8.96329446e-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 : 1.656333075e-05 0.0005103286395 and volume-weighted sum 27535.2169 Subtracting 8.96328675e-06 from rhs in subdomain 0 Sum after subtraction 2.209061926e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.600044e-06 MLMG: Initial residual (resid0) = 7.600044e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 2.768660252e-11, 3.642952924e-06 MLMG: Timers: Solve = 0.010812324 Iter = 0.010200038 Bottom = 0.005947093 Time in solve 0.012254171 Max/L2 norm of divergence after solve at level 1 : 8.963304564e-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 = 0.048518834 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: 0.2873567844 (terrain aware) 0.2873567844 (terrain unaware) Anelastic dt at level 1 would be: 31.33138708 (terrain aware) 31.33138708 (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 : 0.0004107830412 0.002150116223 and volume-weighted sum 25390.99474 Subtracting 8.265297767e-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 = 0.000419048339 MLMG: Initial residual (resid0) = 0.000419048339 MLMG: Final Iter. 6 resid, resid/bnorm = 3.760140579e-11, 8.973047329e-08 MLMG: Timers: Solve = 0.012749011 Iter = 0.012152902 Bottom = 0.007005223 Time in solve 0.014199007 Max/L2 norm of divergence after solve at level 1 : 8.265316221e-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 : 1.675407734e-05 0.000476284925 and volume-weighted sum 25390.99474 Subtracting 8.265297767e-06 from rhs in subdomain 0 Sum after subtraction -3.550762115e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.488779577e-06 MLMG: Initial residual (resid0) = 8.488779577e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 3.095318715e-11, 3.646364812e-06 MLMG: Timers: Solve = 0.010762811 Iter = 0.010156846 Bottom = 0.005893412 Time in solve 0.012236585 Max/L2 norm of divergence after solve at level 1 : 8.265317839e-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 = 0.049228149 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: 0.2872621317 (terrain aware) 0.2872621317 (terrain unaware) Anelastic dt at level 1 would be: 28.40136701 (terrain aware) 28.40136701 (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 : 0.0004937611765 0.003062045916 and volume-weighted sum 19883.9256 Subtracting 6.472632032e-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 = 0.0005002338085 MLMG: Initial residual (resid0) = 0.0005002338085 MLMG: Final Iter. 6 resid, resid/bnorm = 5.004685677e-11, 1.000469299e-07 MLMG: Timers: Solve = 0.012749333 Iter = 0.012159053 Bottom = 0.007082928 Time in solve 0.014214143 Max/L2 norm of divergence after solve at level 1 : 6.472657279e-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 : 1.582623845e-05 0.0003856197226 and volume-weighted sum 19883.9256 Subtracting 6.472632032e-06 from rhs in subdomain 0 Sum after subtraction 1.646632049e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.353606415e-06 MLMG: Initial residual (resid0) = 9.353606415e-06 MLMG: Final Iter. 5 resid, resid/bnorm = 3.173156673e-11, 3.392441944e-06 MLMG: Timers: Solve = 0.010828014 Iter = 0.010212177 Bottom = 0.006006205 Time in solve 0.012301444 Max/L2 norm of divergence after solve at level 1 : 6.47265296e-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 = 0.048522962 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: 0.2871764309 (terrain aware) 0.2871764309 (terrain unaware) Anelastic dt at level 1 would be: 26.04323765 (terrain aware) 26.04323765 (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 : 0.0005809803025 0.003240464055 and volume-weighted sum 12939.81441 Subtracting 4.21217917e-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 = 0.0005794086712 MLMG: Initial residual (resid0) = 0.0005794086712 MLMG: Final Iter. 6 resid, resid/bnorm = 4.771033031e-11, 8.234314169e-08 MLMG: Timers: Solve = 0.012620179 Iter = 0.012031694 Bottom = 0.007003224 Time in solve 0.014061386 Max/L2 norm of divergence after solve at level 1 : 4.21220616e-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 : 1.440556277e-05 0.0002781893606 and volume-weighted sum 12939.81441 Subtracting 4.21217917e-06 from rhs in subdomain 0 Sum after subtraction 1.544988096e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.01933836e-05 MLMG: Initial residual (resid0) = 1.01933836e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.05526411e-11, 2.997301219e-06 MLMG: Timers: Solve = 0.010813212 Iter = 0.010225259 Bottom = 0.006006126 Time in solve 0.012261717 Max/L2 norm of divergence after solve at level 1 : 4.212202795e-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 = 0.048212902 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: 0.2870973264 (terrain aware) 0.2870973264 (terrain unaware) Anelastic dt at level 1 would be: 24.10515711 (terrain aware) 24.10515711 (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 : 0.0004478181032 0.002173372063 and volume-weighted sum 6648.046474 Subtracting 2.164077628e-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 = 0.0004456540256 MLMG: Initial residual (resid0) = 0.0004456540256 MLMG: Final Iter. 6 resid, resid/bnorm = 3.356328676e-11, 7.531242811e-08 MLMG: Timers: Solve = 0.012486178 Iter = 0.011893564 Bottom = 0.006880253 Time in solve 0.013950959 Max/L2 norm of divergence after solve at level 1 : 2.164097318e-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 : 1.317826205e-05 0.0002016409403 and volume-weighted sum 6648.046474 Subtracting 2.164077628e-06 from rhs in subdomain 0 Sum after subtraction 1.626303259e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.101418442e-05 MLMG: Initial residual (resid0) = 1.101418442e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.88624489e-11, 2.620479902e-06 MLMG: Timers: Solve = 0.010840353 Iter = 0.010247776 Bottom = 0.006039986 Time in solve 0.012285695 Max/L2 norm of divergence after solve at level 1 : 2.164104118e-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 = 0.04813595 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: 0.2870217633 (terrain aware) 0.2870217633 (terrain unaware) Anelastic dt at level 1 would be: 22.47246038 (terrain aware) 22.47246038 (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 : 0.0004534587098 0.001383157262 and volume-weighted sum 1825.633196 Subtracting 5.942816392e-07 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 = 0.0004528644281 MLMG: Initial residual (resid0) = 0.0004528644281 MLMG: Final Iter. 6 resid, resid/bnorm = 1.856558561e-11, 4.099590177e-08 MLMG: Timers: Solve = 0.012540393 Iter = 0.011950066 Bottom = 0.006920257 Time in solve 0.013979172 Max/L2 norm of divergence after solve at level 1 : 5.942916252e-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 : 1.241822473e-05 0.0001756362215 and volume-weighted sum 1825.633196 Subtracting 5.942816392e-07 from rhs in subdomain 0 Sum after subtraction 3.523657061e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.182394309e-05 MLMG: Initial residual (resid0) = 1.182394309e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.923045745e-11, 2.472141251e-06 MLMG: Timers: Solve = 0.011059019 Iter = 0.010468802 Bottom = 0.006280534 Time in solve 0.012498368 Max/L2 norm of divergence after solve at level 1 : 5.943108696e-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 = 0.048400969 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: 0.2869479246 (terrain aware) 0.2869479246 (terrain unaware) Anelastic dt at level 1 would be: 21.06419272 (terrain aware) 21.06419272 (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 : 0.0004137179506 0.001777371948 and volume-weighted sum -1557.116513 Subtracting -5.068738648e-07 from rhs in subdomain 0 Sum after subtraction -6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004132110768 MLMG: Initial residual (resid0) = 0.0004132110768 MLMG: Final Iter. 6 resid, resid/bnorm = 1.553470835e-11, 3.759509176e-08 MLMG: Timers: Solve = 0.012755194 Iter = 0.012165469 Bottom = 0.007198162 Time in solve 0.014191102 Max/L2 norm of divergence after solve at level 1 : 5.068893995e-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 : 1.212275665e-05 0.0001860793236 and volume-weighted sum -1557.116513 Subtracting -5.068738648e-07 from rhs in subdomain 0 Sum after subtraction -2.710505431e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.262963052e-05 MLMG: Initial residual (resid0) = 1.262963052e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.183110495e-11, 2.520351242e-06 MLMG: Timers: Solve = 0.011044568 Iter = 0.010459986 Bottom = 0.006222275 Time in solve 0.012508768 Max/L2 norm of divergence after solve at level 1 : 5.069016967e-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 = 0.048630878 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: 0.2868745347 (terrain aware) 0.2868745347 (terrain unaware) Anelastic dt at level 1 would be: 19.82555552 (terrain aware) 19.82555552 (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 : 0.0002862796321 0.001411539925 and volume-weighted sum -3617.955285 Subtracting -1.177719819e-06 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 = 0.0002874573519 MLMG: Initial residual (resid0) = 0.0002874573519 MLMG: Final Iter. 6 resid, resid/bnorm = 1.334449394e-11, 4.642251747e-08 MLMG: Timers: Solve = 0.012918145 Iter = 0.012321302 Bottom = 0.00731173 Time in solve 0.014391278 Max/L2 norm of divergence after solve at level 1 : 1.17772941e-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 : 1.225922225e-05 0.0002067058247 and volume-weighted sum -3617.955285 Subtracting -1.177719819e-06 from rhs in subdomain 0 Sum after subtraction -8.131516294e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.343694207e-05 MLMG: Initial residual (resid0) = 1.343694207e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.426808597e-11, 2.550289031e-06 MLMG: Timers: Solve = 0.010891436 Iter = 0.01030232 Bottom = 0.006120158 Time in solve 0.012394431 Max/L2 norm of divergence after solve at level 1 : 1.177748389e-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 = 0.04831358 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: 0.2867983728 (terrain aware) 0.2867983728 (terrain unaware) Anelastic dt at level 1 would be: 18.71925225 (terrain aware) 18.71925225 (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 : 0.0005308747695 0.001600673604 and volume-weighted sum -4456.974086 Subtracting -1.450837919e-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 = 0.0005294239316 MLMG: Initial residual (resid0) = 0.0005294239316 MLMG: Final Iter. 6 resid, resid/bnorm = 1.642828938e-11, 3.103050014e-08 MLMG: Timers: Solve = 0.012534134 Iter = 0.011943862 Bottom = 0.007004503 Time in solve 0.014012346 Max/L2 norm of divergence after solve at level 1 : 1.450847675e-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 : 1.279835349e-05 0.0002220523868 and volume-weighted sum -4456.974086 Subtracting -1.450837919e-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 = 1.424919141e-05 MLMG: Initial residual (resid0) = 1.424919141e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.661892424e-11, 2.569894893e-06 MLMG: Timers: Solve = 0.010807507 Iter = 0.010220932 Bottom = 0.006071063 Time in solve 0.012285542 Max/L2 norm of divergence after solve at level 1 : 1.450867661e-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 = 0.048184839 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: 0.2867180281 (terrain aware) 0.2867180281 (terrain unaware) Anelastic dt at level 1 would be: 17.71814786 (terrain aware) 17.71814786 (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 : 0.0005235718627 0.002015160972 and volume-weighted sum -4215.172971 Subtracting -1.372126618e-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 = 0.0005249439894 MLMG: Initial residual (resid0) = 0.0005249439894 MLMG: Final Iter. 6 resid, resid/bnorm = 2.391786723e-11, 4.556270329e-08 MLMG: Timers: Solve = 0.012575918 Iter = 0.011984367 Bottom = 0.006957067 Time in solve 0.014066058 Max/L2 norm of divergence after solve at level 1 : 1.372139585e-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 : 1.373424036e-05 0.0002310021806 and volume-weighted sum -4215.172971 Subtracting -1.372126618e-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 = 1.510636698e-05 MLMG: Initial residual (resid0) = 1.510636698e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.893270452e-11, 2.577238099e-06 MLMG: Timers: Solve = 0.011043371 Iter = 0.010433895 Bottom = 0.006249674 Time in solve 0.01253404 Max/L2 norm of divergence after solve at level 1 : 1.372157749e-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 = 0.048685751 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: 0.2866319383 (terrain aware) 0.2866319383 (terrain unaware) Anelastic dt at level 1 would be: 16.80293836 (terrain aware) 16.80293836 (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 : 0.0004752938533 0.001581925298 and volume-weighted sum -3136.723326 Subtracting -1.021068791e-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 = 0.0004763149221 MLMG: Initial residual (resid0) = 0.0004763149221 MLMG: Final Iter. 6 resid, resid/bnorm = 2.757174677e-11, 5.788554061e-08 MLMG: Timers: Solve = 0.012401479 Iter = 0.011807459 Bottom = 0.006819106 Time in solve 0.013873078 Max/L2 norm of divergence after solve at level 1 : 1.021083629e-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 : 1.499904782e-05 0.0002373583602 and volume-weighted sum -3136.723326 Subtracting -1.021068791e-06 from rhs in subdomain 0 Sum after subtraction 4.607859233e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.602011661e-05 MLMG: Initial residual (resid0) = 1.602011661e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.118931114e-11, 2.571099334e-06 MLMG: Timers: Solve = 0.01085313 Iter = 0.010269465 Bottom = 0.006084896 Time in solve 0.012283666 Max/L2 norm of divergence after solve at level 1 : 1.021101595e-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 = 0.047763536 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: 0.2865400279 (terrain aware) 0.2865400279 (terrain unaware) Anelastic dt at level 1 would be: 15.96619908 (terrain aware) 15.96619908 (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 : 0.0003147723866 0.001621615302 and volume-weighted sum -1522.318036 Subtracting -4.955462358e-07 from rhs in subdomain 0 Sum after subtraction -4.065758147e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003142768404 MLMG: Initial residual (resid0) = 0.0003142768404 MLMG: Final Iter. 6 resid, resid/bnorm = 2.548962703e-11, 8.110564877e-08 MLMG: Timers: Solve = 0.012385083 Iter = 0.011808527 Bottom = 0.006818158 Time in solve 0.013840073 Max/L2 norm of divergence after solve at level 1 : 4.955605124e-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 : 1.644991366e-05 0.0002444301505 and volume-weighted sum -1522.318036 Subtracting -4.955462358e-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 = 1.694545989e-05 MLMG: Initial residual (resid0) = 1.694545989e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.333811666e-11, 2.557506077e-06 MLMG: Timers: Solve = 0.010785904 Iter = 0.010212623 Bottom = 0.006028976 Time in solve 0.012238591 Max/L2 norm of divergence after solve at level 1 : 4.955810244e-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 = 0.048432178 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: 0.2864434445 (terrain aware) 0.2864434445 (terrain unaware) Anelastic dt at level 1 would be: 15.19981389 (terrain aware) 15.19981389 (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 : 0.0003860656093 0.001832294387 and volume-weighted sum 384.6314716 Subtracting 1.252055572e-07 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 = 0.0003859404038 MLMG: Initial residual (resid0) = 0.0003859404038 MLMG: Final Iter. 6 resid, resid/bnorm = 2.269097876e-11, 5.879399653e-08 MLMG: Timers: Solve = 0.01244997 Iter = 0.01185789 Bottom = 0.006882973 Time in solve 0.013944988 Max/L2 norm of divergence after solve at level 1 : 1.252282481e-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 : 1.799950552e-05 0.0002553283223 and volume-weighted sum 384.6314716 Subtracting 1.252055572e-07 from rhs in subdomain 0 Sum after subtraction -1.897353802e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 1.787429997e-05 MLMG: Initial residual (resid0) = 1.787429997e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.538096586e-11, 2.538894723e-06 MLMG: Timers: Solve = 0.011051205 Iter = 0.01046643 Bottom = 0.00626058 Time in solve 0.012531335 Max/L2 norm of divergence after solve at level 1 : 1.252509381e-07 6.939596367e-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 = 0.04793822 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: 0.2863436112 (terrain aware) 0.2863436112 (terrain unaware) Anelastic dt at level 1 would be: 14.49783715 (terrain aware) 14.49783715 (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 : 0.0001662237453 0.0007773968694 and volume-weighted sum 2410.364542 Subtracting 7.846238743e-07 from rhs in subdomain 0 Sum after subtraction 1.626303259e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001654391214 MLMG: Initial residual (resid0) = 0.0001654391214 MLMG: Final Iter. 6 resid, resid/bnorm = 1.125317579e-11, 6.802004079e-08 MLMG: Timers: Solve = 0.012389621 Iter = 0.011796515 Bottom = 0.006836372 Time in solve 0.013861122 Max/L2 norm of divergence after solve at level 1 : 7.846351275e-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 : 1.958159684e-05 0.0002719636133 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 = 1.879697297e-05 MLMG: Initial residual (resid0) = 1.879697297e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.742633372e-11, 2.523083574e-06 MLMG: Timers: Solve = 0.010703945 Iter = 0.010100871 Bottom = 0.005929683 Time in solve 0.012148308 Max/L2 norm of divergence after solve at level 1 : 7.846713006e-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 = 0.047518393 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: 0.2862416166 (terrain aware) 0.2862416166 (terrain unaware) Anelastic dt at level 1 would be: 13.85535787 (terrain aware) 13.85535787 (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 : 0.0002041655482 0.000968937525 and volume-weighted sum 4383.361874 Subtracting 1.42687561e-06 from rhs in subdomain 0 Sum after subtraction 6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002027386726 MLMG: Initial residual (resid0) = 0.0002027386726 MLMG: Final Iter. 5 resid, resid/bnorm = 8.241019239e-11, 4.064848178e-07 MLMG: Timers: Solve = 0.010479401 Iter = 0.009885076 Bottom = 0.005722666 Time in solve 0.011915213 Max/L2 norm of divergence after solve at level 1 : 1.42695802e-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 : 2.113028498e-05 0.000292690029 and volume-weighted sum 4383.361874 Subtracting 1.42687561e-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 = 1.970340937e-05 MLMG: Initial residual (resid0) = 1.970340937e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.965848843e-11, 2.520299278e-06 MLMG: Timers: Solve = 0.010788577 Iter = 0.010200235 Bottom = 0.006014617 Time in solve 0.01225582 Max/L2 norm of divergence after solve at level 1 : 1.426925269e-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 = 0.045952128 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: 0.2861383606 (terrain aware) 0.2861383606 (terrain unaware) Anelastic dt at level 1 would be: 13.26779692 (terrain aware) 13.26779692 (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 : 0.0002635019911 0.001382751687 and volume-weighted sum 6110.345066 Subtracting 1.989044618e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002654910357 MLMG: Initial residual (resid0) = 0.0002654910357 MLMG: Final Iter. 6 resid, resid/bnorm = 1.018125344e-11, 3.834876537e-08 MLMG: Timers: Solve = 0.012611138 Iter = 0.012023946 Bottom = 0.007007447 Time in solve 0.014049589 Max/L2 norm of divergence after solve at level 1 : 1.989050905e-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 : 2.259096562e-05 0.0003145490853 and volume-weighted sum 6110.345066 Subtracting 1.989044618e-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 = 2.0601921e-05 MLMG: Initial residual (resid0) = 2.0601921e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.209558216e-11, 2.528675949e-06 MLMG: Timers: Solve = 0.010838574 Iter = 0.010255576 Bottom = 0.006037707 Time in solve 0.01230968 Max/L2 norm of divergence after solve at level 1 : 1.989096713e-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 = 0.048259524 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: 0.2860349139 (terrain aware) 0.2860349139 (terrain unaware) Anelastic dt at level 1 would be: 12.73057076 (terrain aware) 12.73057076 (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 : 0.0001696206911 0.0007746485457 and volume-weighted sum 7426.860077 Subtracting 2.417597681e-06 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 = 0.0001672030934 MLMG: Initial residual (resid0) = 0.0001672030934 MLMG: Final Iter. 6 resid, resid/bnorm = 8.765438466e-12, 5.24239013e-08 MLMG: Timers: Solve = 0.012750347 Iter = 0.012162231 Bottom = 0.007178309 Time in solve 0.014226785 Max/L2 norm of divergence after solve at level 1 : 2.417602284e-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 : 2.403871666e-05 0.0003352495164 and volume-weighted sum 7426.860077 Subtracting 2.417597681e-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 = 2.162111897e-05 MLMG: Initial residual (resid0) = 2.162111897e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.457219375e-11, 2.524022638e-06 MLMG: Timers: Solve = 0.010825298 Iter = 0.010239343 Bottom = 0.006079788 Time in solve 0.012264056 Max/L2 norm of divergence after solve at level 1 : 2.417652254e-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 = 0.048200112 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: 0.2859324591 (terrain aware) 0.2859324591 (terrain unaware) Anelastic dt at level 1 would be: 12.2390243 (terrain aware) 12.2390243 (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 : 0.0003298451134 0.001003834434 and volume-weighted sum 8247.502492 Subtracting 2.684733884e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003325298473 MLMG: Initial residual (resid0) = 0.0003325298473 MLMG: Final Iter. 6 resid, resid/bnorm = 1.109730085e-11, 3.337234518e-08 MLMG: Timers: Solve = 0.012315351 Iter = 0.011730309 Bottom = 0.006738153 Time in solve 0.013777257 Max/L2 norm of divergence after solve at level 1 : 2.68473997e-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 : 2.530426902e-05 0.0003540120665 and volume-weighted sum 8247.502492 Subtracting 2.684733884e-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 = 2.261953514e-05 MLMG: Initial residual (resid0) = 2.261953514e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.702104196e-11, 2.520875943e-06 MLMG: Timers: Solve = 0.010790692 Iter = 0.010203666 Bottom = 0.006003835 Time in solve 0.012257949 Max/L2 norm of divergence after solve at level 1 : 2.684790905e-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 = 0.047857398 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: 0.2858318256 (terrain aware) 0.2858318256 (terrain unaware) Anelastic dt at level 1 would be: 11.78855646 (terrain aware) 11.78855646 (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 : 0.0003310924034 0.001273504973 and volume-weighted sum 8596.88161 Subtracting 2.798464066e-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 = 0.0003338908675 MLMG: Initial residual (resid0) = 0.0003338908675 MLMG: Final Iter. 6 resid, resid/bnorm = 1.109098109e-11, 3.32173838e-08 MLMG: Timers: Solve = 0.012537232 Iter = 0.011956285 Bottom = 0.006984674 Time in solve 0.014010833 Max/L2 norm of divergence after solve at level 1 : 2.798470172e-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 : 2.63877245e-05 0.0003685601727 and volume-weighted sum 8596.88161 Subtracting 2.798464066e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.358926043e-05 MLMG: Initial residual (resid0) = 2.358926043e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.952013984e-11, 2.523188042e-06 MLMG: Timers: Solve = 0.01073877 Iter = 0.010152878 Bottom = 0.006012548 Time in solve 0.012200536 Max/L2 norm of divergence after solve at level 1 : 2.798523586e-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 = 0.048039379 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: 0.2857330659 (terrain aware) 0.2857330659 (terrain unaware) Anelastic dt at level 1 would be: 11.3747867 (terrain aware) 11.3747867 (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 : 0.0002862049219 0.0008934262616 and volume-weighted sum 8580.907688 Subtracting 2.793264221e-06 from rhs in subdomain 0 Sum after subtraction 7.589415207e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002834116577 MLMG: Initial residual (resid0) = 0.0002834116577 MLMG: Final Iter. 6 resid, resid/bnorm = 1.016162908e-11, 3.58546616e-08 MLMG: Timers: Solve = 0.012397577 Iter = 0.011810749 Bottom = 0.006831097 Time in solve 0.013829853 Max/L2 norm of divergence after solve at level 1 : 2.79326959e-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 : 2.731555944e-05 0.0003794337561 and volume-weighted sum 8580.907688 Subtracting 2.793264221e-06 from rhs in subdomain 0 Sum after subtraction -8.131516294e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.452229522e-05 MLMG: Initial residual (resid0) = 2.452229522e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.206443834e-11, 2.530939204e-06 MLMG: Timers: Solve = 0.010870311 Iter = 0.010287048 Bottom = 0.006098326 Time in solve 0.012341708 Max/L2 norm of divergence after solve at level 1 : 2.793326286e-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 = 0.047554878 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: 0.2856355235 (terrain aware) 0.2856355235 (terrain unaware) Anelastic dt at level 1 would be: 10.99367207 (terrain aware) 10.99367207 (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 : 0.0001848344543 0.0008430317506 and volume-weighted sum 8319.86148 Subtracting 2.708288242e-06 from rhs in subdomain 0 Sum after subtraction -7.860465751e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001875427426 MLMG: Initial residual (resid0) = 0.0001875427426 MLMG: Final Iter. 6 resid, resid/bnorm = 1.034116648e-11, 5.514031809e-08 MLMG: Timers: Solve = 0.012494895 Iter = 0.011908339 Bottom = 0.006921864 Time in solve 0.013959299 Max/L2 norm of divergence after solve at level 1 : 2.70829449e-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 : 2.815964027e-05 0.000389827738 and volume-weighted sum 8319.86148 Subtracting 2.708288242e-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 = 2.545135202e-05 MLMG: Initial residual (resid0) = 2.545135202e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.451923514e-11, 2.535002269e-06 MLMG: Timers: Solve = 0.010772858 Iter = 0.010186839 Bottom = 0.005970381 Time in solve 0.012335537 Max/L2 norm of divergence after solve at level 1 : 2.708352761e-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 = 0.048768579 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: 0.2855383325 (terrain aware) 0.2855383325 (terrain unaware) Anelastic dt at level 1 would be: 10.63782624 (terrain aware) 10.63782624 (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 : 0.0002386688821 0.00113610717 and volume-weighted sum 7891.90887 Subtracting 2.568980752e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002412378629 MLMG: Initial residual (resid0) = 0.0002412378629 MLMG: Final Iter. 6 resid, resid/bnorm = 1.242707036e-11, 5.151376409e-08 MLMG: Timers: Solve = 0.012817024 Iter = 0.012235657 Bottom = 0.007250594 Time in solve 0.014325878 Max/L2 norm of divergence after solve at level 1 : 2.568987078e-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 : 2.911749424e-05 0.0003987735435 and volume-weighted sum 7891.90887 Subtracting 2.568980752e-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 = 2.654851349e-05 MLMG: Initial residual (resid0) = 2.654851349e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.676386974e-11, 2.514787496e-06 MLMG: Timers: Solve = 0.010910317 Iter = 0.010292678 Bottom = 0.006106294 Time in solve 0.012438466 Max/L2 norm of divergence after solve at level 1 : 2.569047516e-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 = 0.050145209 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: 0.2854408998 (terrain aware) 0.2854408998 (terrain unaware) Anelastic dt at level 1 would be: 10.30590101 (terrain aware) 10.30590101 (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 : 0.0001694124319 0.0007697075581 and volume-weighted sum 7339.165727 Subtracting 2.389051344e-06 from rhs in subdomain 0 Sum after subtraction 1.355252716e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001718014833 MLMG: Initial residual (resid0) = 0.0001718014833 MLMG: Final Iter. 6 resid, resid/bnorm = 8.637975643e-12, 5.027881878e-08 MLMG: Timers: Solve = 0.013093372 Iter = 0.01251051 Bottom = 0.007350859 Time in solve 0.014649748 Max/L2 norm of divergence after solve at level 1 : 2.389055943e-06 0.0001324146659 and volume-weighted sum 7339.165727 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 : 2.999708464e-05 0.0004073363837 and volume-weighted sum 7339.165727 Subtracting 2.389051344e-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 = 2.76080333e-05 MLMG: Initial residual (resid0) = 2.76080333e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.880072251e-11, 2.49205446e-06 MLMG: Timers: Solve = 0.010842265 Iter = 0.010257858 Bottom = 0.006073744 Time in solve 0.012347156 Max/L2 norm of divergence after solve at level 1 : 2.389120144e-06 0.0001324146659 and volume-weighted sum 7339.165727 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 = 0.049606417 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: 0.2853430291 (terrain aware) 0.2853430291 (terrain unaware) Anelastic dt at level 1 would be: 9.996924035 (terrain aware) 9.996924035 (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 : 0.0001030816338 0.0003567147151 and volume-weighted sum 6699.728318 Subtracting 2.180901145e-06 from rhs in subdomain 0 Sum after subtraction 4.878909776e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001009007326 MLMG: Initial residual (resid0) = 0.0001009007326 MLMG: Final Iter. 5 resid, resid/bnorm = 5.557286961e-11, 5.507677512e-07 MLMG: Timers: Solve = 0.01058469 Iter = 0.010002071 Bottom = 0.005822573 Time in solve 0.012120726 Max/L2 norm of divergence after solve at level 1 : 2.180956718e-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 : 3.079946934e-05 0.000416899962 and volume-weighted sum 6699.728318 Subtracting 2.180901145e-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 = 2.861856819e-05 MLMG: Initial residual (resid0) = 2.861856819e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.07323563e-11, 2.471554685e-06 MLMG: Timers: Solve = 0.010896015 Iter = 0.010315448 Bottom = 0.006099286 Time in solve 0.012400252 Max/L2 norm of divergence after solve at level 1 : 2.180971878e-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 = 0.047085939 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: 0.2852447375 (terrain aware) 0.2852447375 (terrain unaware) Anelastic dt at level 1 would be: 9.708392753 (terrain aware) 9.708392753 (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 : 0.00016327352 0.0008211456279 and volume-weighted sum 6037.368545 Subtracting 1.96528924e-06 from rhs in subdomain 0 Sum after subtraction -5.421010862e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001613082308 MLMG: Initial residual (resid0) = 0.0001613082308 MLMG: Final Iter. 5 resid, resid/bnorm = 9.746278523e-11, 6.042021834e-07 MLMG: Timers: Solve = 0.010941104 Iter = 0.010355303 Bottom = 0.006194142 Time in solve 0.012442725 Max/L2 norm of divergence after solve at level 1 : 1.965386703e-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 : 3.153392384e-05 0.0004260998638 and volume-weighted sum 6037.368545 Subtracting 1.96528924e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.95686346e-05 MLMG: Initial residual (resid0) = 2.95686346e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.26787895e-11, 2.457969077e-06 MLMG: Timers: Solve = 0.010817498 Iter = 0.010222146 Bottom = 0.006073712 Time in solve 0.012351331 Max/L2 norm of divergence after solve at level 1 : 1.965361919e-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 = 0.047457531 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: 0.2851459693 (terrain aware) 0.2851459693 (terrain unaware) Anelastic dt at level 1 would be: 9.438182416 (terrain aware) 9.438182416 (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 : 0.0001319109303 0.000652133 and volume-weighted sum 5450.753727 Subtracting 1.774333896e-06 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 = 0.0001301547337 MLMG: Initial residual (resid0) = 0.0001301547337 MLMG: Final Iter. 6 resid, resid/bnorm = 5.216932883e-12, 4.008254433e-08 MLMG: Timers: Solve = 0.012636621 Iter = 0.012049446 Bottom = 0.007070475 Time in solve 0.014138989 Max/L2 norm of divergence after solve at level 1 : 1.774339042e-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 : 3.253047514e-05 0.0004366822072 and volume-weighted sum 5450.753727 Subtracting 1.774333896e-06 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 = 3.075614124e-05 MLMG: Initial residual (resid0) = 3.075614124e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.474910041e-11, 2.43037967e-06 MLMG: Timers: Solve = 0.011253172 Iter = 0.010645177 Bottom = 0.006282556 Time in solve 0.012766163 Max/L2 norm of divergence after solve at level 1 : 1.774408645e-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 = 0.049623696 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: 0.2850463624 (terrain aware) 0.2850463624 (terrain unaware) Anelastic dt at level 1 would be: 9.184461064 (terrain aware) 9.184461064 (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 : 0.0001323339013 0.0004787635118 and volume-weighted sum 5058.171122 Subtracting 1.646540079e-06 from rhs in subdomain 0 Sum after subtraction -5.149960319e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001339804413 MLMG: Initial residual (resid0) = 0.0001339804413 MLMG: Final Iter. 5 resid, resid/bnorm = 5.512742767e-11, 4.114587705e-07 MLMG: Timers: Solve = 0.010463211 Iter = 0.009875474 Bottom = 0.005696496 Time in solve 0.011972309 Max/L2 norm of divergence after solve at level 1 : 1.646591603e-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 : 3.357727066e-05 0.0004493791381 and volume-weighted sum 5058.171122 Subtracting 1.646540079e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.193073058e-05 MLMG: Initial residual (resid0) = 3.193073058e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.689558875e-11, 2.408200106e-06 MLMG: Timers: Solve = 0.010919642 Iter = 0.010336888 Bottom = 0.006152101 Time in solve 0.012433237 Max/L2 norm of divergence after solve at level 1 : 1.646616974e-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 = 0.047166578 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: 0.2849452004 (terrain aware) 0.2849452004 (terrain unaware) Anelastic dt at level 1 would be: 8.945609336 (terrain aware) 8.945609336 (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 : 0.0002086203706 0.0006542197806 and volume-weighted sum 4949.511533 Subtracting 1.611169119e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002102315397 MLMG: Initial residual (resid0) = 0.0002102315397 MLMG: Final Iter. 5 resid, resid/bnorm = 8.208681759e-11, 3.904590991e-07 MLMG: Timers: Solve = 0.010621307 Iter = 0.010032478 Bottom = 0.005853411 Time in solve 0.012075442 Max/L2 norm of divergence after solve at level 1 : 1.611236559e-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 : 3.465076492e-05 0.0004620779213 and volume-weighted sum 4949.511533 Subtracting 1.611169119e-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 = 3.30395958e-05 MLMG: Initial residual (resid0) = 3.30395958e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.898531297e-11, 2.390625886e-06 MLMG: Timers: Solve = 0.010860307 Iter = 0.010273929 Bottom = 0.00609858 Time in solve 0.012389497 Max/L2 norm of divergence after solve at level 1 : 1.611248104e-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 = 0.047338086 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: 0.2848416333 (terrain aware) 0.2848416333 (terrain unaware) Anelastic dt at level 1 would be: 8.720208526 (terrain aware) 8.720208526 (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 : 0.0002163426256 0.000692843435 and volume-weighted sum 5144.411984 Subtracting 1.674613276e-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 = 0.0002146680123 MLMG: Initial residual (resid0) = 0.0002146680123 MLMG: Final Iter. 6 resid, resid/bnorm = 8.743586474e-12, 4.073073757e-08 MLMG: Timers: Solve = 0.012287291 Iter = 0.011704036 Bottom = 0.006689594 Time in solve 0.013796996 Max/L2 norm of divergence after solve at level 1 : 1.674622019e-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 : 3.574153558e-05 0.0004762484592 and volume-weighted sum 5144.411984 Subtracting 1.674613276e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.40669223e-05 MLMG: Initial residual (resid0) = 3.40669223e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.102564815e-11, 2.378425836e-06 MLMG: Timers: Solve = 0.010909794 Iter = 0.010331069 Bottom = 0.006135631 Time in solve 0.012439998 Max/L2 norm of divergence after solve at level 1 : 1.674694302e-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 = 0.049113571 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: 0.2847350531 (terrain aware) 0.2847350531 (terrain unaware) Anelastic dt at level 1 would be: 8.504599099 (terrain aware) 8.504599099 (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 : 0.0001849788101 0.0006025941834 and volume-weighted sum 5593.875937 Subtracting 1.820923157e-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 = 0.000183157887 MLMG: Initial residual (resid0) = 0.000183157887 MLMG: Final Iter. 6 resid, resid/bnorm = 1.038505095e-11, 5.669999322e-08 MLMG: Timers: Solve = 0.012431242 Iter = 0.01181672 Bottom = 0.006817838 Time in solve 0.013967284 Max/L2 norm of divergence after solve at level 1 : 1.820933542e-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 : 3.727214656e-05 0.0004923104979 and volume-weighted sum 5593.875937 Subtracting 1.820923157e-06 from rhs in subdomain 0 Sum after subtraction -3.252606517e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.545122341e-05 MLMG: Initial residual (resid0) = 3.545122341e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.308810072e-11, 2.343730138e-06 MLMG: Timers: Solve = 0.010917688 Iter = 0.010331188 Bottom = 0.006163525 Time in solve 0.012399418 Max/L2 norm of divergence after solve at level 1 : 1.821006245e-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 = 0.049063799 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: 0.2846251628 (terrain aware) 0.2846251628 (terrain unaware) Anelastic dt at level 1 would be: 8.297565495 (terrain aware) 8.297565495 (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 : 0.0001182577733 0.0006123213255 and volume-weighted sum 6226.346669 Subtracting 2.026805556e-06 from rhs in subdomain 0 Sum after subtraction -2.303929617e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001202845788 MLMG: Initial residual (resid0) = 0.0001202845788 MLMG: Final Iter. 6 resid, resid/bnorm = 9.643756066e-12, 8.017450085e-08 MLMG: Timers: Solve = 0.01257987 Iter = 0.011996553 Bottom = 0.006976112 Time in solve 0.0140854 Max/L2 norm of divergence after solve at level 1 : 2.0268152e-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 : 3.87837558e-05 0.0005091483828 and volume-weighted sum 6226.346669 Subtracting 2.026805556e-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 = 3.675695025e-05 MLMG: Initial residual (resid0) = 3.675695025e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.511371088e-11, 2.315581415e-06 MLMG: Timers: Solve = 0.010976501 Iter = 0.010395309 Bottom = 0.006145333 Time in solve 0.012511379 Max/L2 norm of divergence after solve at level 1 : 2.02689067e-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 = 0.049234182 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: 0.2845119787 (terrain aware) 0.2845119787 (terrain unaware) Anelastic dt at level 1 would be: 8.101487918 (terrain aware) 8.101487918 (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 : 0.0001441774825 0.0006648647688 and volume-weighted sum 6985.117574 Subtracting 2.273801294e-06 from rhs in subdomain 0 Sum after subtraction 1.76182853e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001419036812 MLMG: Initial residual (resid0) = 0.0001419036812 MLMG: Final Iter. 6 resid, resid/bnorm = 7.992480728e-12, 5.63232797e-08 MLMG: Timers: Solve = 0.012576962 Iter = 0.011992207 Bottom = 0.006887269 Time in solve 0.014074349 Max/L2 norm of divergence after solve at level 1 : 2.273809286e-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 : 4.0229684e-05 0.0005268556908 and volume-weighted sum 6985.117574 Subtracting 2.273801294e-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 = 3.795588271e-05 MLMG: Initial residual (resid0) = 3.795588271e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.69293883e-11, 2.290274447e-06 MLMG: Timers: Solve = 0.01087613 Iter = 0.010289444 Bottom = 0.006091297 Time in solve 0.012412292 Max/L2 norm of divergence after solve at level 1 : 2.273888223e-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 = 0.04995997 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: 0.2843964568 (terrain aware) 0.2843964568 (terrain unaware) Anelastic dt at level 1 would be: 7.915914947 (terrain aware) 7.915914947 (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 : 7.963965506e-05 0.0003565038296 and volume-weighted sum 7828.32877 Subtracting 2.548284105e-06 from rhs in subdomain 0 Sum after subtraction -1.029992064e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.709137095e-05 MLMG: Initial residual (resid0) = 7.709137095e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.537745675e-11, 8.480515515e-07 MLMG: Timers: Solve = 0.010597551 Iter = 0.010016455 Bottom = 0.005833979 Time in solve 0.012107549 Max/L2 norm of divergence after solve at level 1 : 2.54833781e-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 : 4.179463627e-05 0.0005457061271 and volume-weighted sum 7828.32877 Subtracting 2.548284105e-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 = 3.924635217e-05 MLMG: Initial residual (resid0) = 3.924635217e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.857179517e-11, 2.256815991e-06 MLMG: Timers: Solve = 0.010814318 Iter = 0.010224813 Bottom = 0.006018158 Time in solve 0.01234684 Max/L2 norm of divergence after solve at level 1 : 2.548372677e-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 = 0.047108907 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: 0.2842789504 (terrain aware) 0.2842789504 (terrain unaware) Anelastic dt at level 1 would be: 7.740486402 (terrain aware) 7.740486402 (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 : 6.239389408e-05 0.0003588818802 and volume-weighted sum 8702.07808 Subtracting 2.832707708e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.956118637e-05 MLMG: Initial residual (resid0) = 5.956118637e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.173783897e-11, 5.328610948e-07 MLMG: Timers: Solve = 0.010385755 Iter = 0.009797992 Bottom = 0.00563768 Time in solve 0.011867154 Max/L2 norm of divergence after solve at level 1 : 2.832736115e-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 : 4.360213142e-05 0.0005653338742 and volume-weighted sum 8702.07808 Subtracting 2.832707708e-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 = 4.076942371e-05 MLMG: Initial residual (resid0) = 4.076942371e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.02813049e-11, 2.214436621e-06 MLMG: Timers: Solve = 0.010754073 Iter = 0.010168796 Bottom = 0.005988349 Time in solve 0.012253689 Max/L2 norm of divergence after solve at level 1 : 2.83279799e-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 = 0.04691218 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: 0.2841597005 (terrain aware) 0.2841597005 (terrain unaware) Anelastic dt at level 1 would be: 7.574861942 (terrain aware) 7.574861942 (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 : 0.0001109363008 0.0005630922057 and volume-weighted sum 9530.733352 Subtracting 3.102452263e-06 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 = 0.0001140387531 MLMG: Initial residual (resid0) = 0.0001140387531 MLMG: Final Iter. 5 resid, resid/bnorm = 7.698954302e-11, 6.751173697e-07 MLMG: Timers: Solve = 0.010844602 Iter = 0.01026094 Bottom = 0.006063552 Time in solve 0.012393953 Max/L2 norm of divergence after solve at level 1 : 3.102529253e-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 : 4.525613403e-05 0.0005848991845 and volume-weighted sum 9530.733352 Subtracting 3.102452263e-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 = 4.215368177e-05 MLMG: Initial residual (resid0) = 4.215368177e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.315531647e-11, 2.209897512e-06 MLMG: Timers: Solve = 0.010794267 Iter = 0.010206421 Bottom = 0.006034405 Time in solve 0.012304544 Max/L2 norm of divergence after solve at level 1 : 3.102545418e-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 = 0.04724625 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: 0.2840389442 (terrain aware) 0.2840389442 (terrain unaware) Anelastic dt at level 1 would be: 7.418682305 (terrain aware) 7.418682305 (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 : 7.240090249e-05 0.0003892057885 and volume-weighted sum 10233.73377 Subtracting 3.331293543e-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 = 6.906960894e-05 MLMG: Initial residual (resid0) = 6.906960894e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.3856259e-11, 9.245203495e-07 MLMG: Timers: Solve = 0.010606027 Iter = 0.010003849 Bottom = 0.005784191 Time in solve 0.012124695 Max/L2 norm of divergence after solve at level 1 : 3.3313574e-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 : 4.670089715e-05 0.0006040537472 and volume-weighted sum 10233.73377 Subtracting 3.331293543e-06 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 = 4.336960361e-05 MLMG: Initial residual (resid0) = 4.336960361e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.628935983e-11, 2.220203825e-06 MLMG: Timers: Solve = 0.010748737 Iter = 0.010161524 Bottom = 0.005979532 Time in solve 0.012256154 Max/L2 norm of divergence after solve at level 1 : 3.331389833e-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 = 0.046964469 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: 0.2839169939 (terrain aware) 0.2839169939 (terrain unaware) Anelastic dt at level 1 would be: 7.269500361 (terrain aware) 7.269500361 (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 : 9.051833851e-05 0.0003867760109 and volume-weighted sum 10754.58334 Subtracting 3.500840933e-06 from rhs in subdomain 0 Sum after subtraction 1.206174917e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.401917945e-05 MLMG: Initial residual (resid0) = 9.401917945e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.987601427e-11, 5.304876575e-07 MLMG: Timers: Solve = 0.010502425 Iter = 0.009874737 Bottom = 0.005621386 Time in solve 0.012101761 Max/L2 norm of divergence after solve at level 1 : 3.500890809e-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 : 4.863666404e-05 0.000623007042 and volume-weighted sum 10754.58334 Subtracting 3.500840933e-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 = 4.51358231e-05 MLMG: Initial residual (resid0) = 4.51358231e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 9.927639591e-11, 2.19950339e-06 MLMG: Timers: Solve = 0.010780886 Iter = 0.010196506 Bottom = 0.006011037 Time in solve 0.012249205 Max/L2 norm of divergence after solve at level 1 : 3.500940209e-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 = 0.047112038 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: 0.2837941747 (terrain aware) 0.2837941747 (terrain unaware) Anelastic dt at level 1 would be: 7.126013145 (terrain aware) 7.126013145 (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 : 0.0001487681601 0.0005632328313 and volume-weighted sum 11080.1171 Subtracting 3.606808953e-06 from rhs in subdomain 0 Sum after subtraction 1.19262239e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001523749691 MLMG: Initial residual (resid0) = 0.0001523749691 MLMG: Final Iter. 5 resid, resid/bnorm = 6.745466571e-11, 4.426886261e-07 MLMG: Timers: Solve = 0.010441684 Iter = 0.009852853 Bottom = 0.00563421 Time in solve 0.011976643 Max/L2 norm of divergence after solve at level 1 : 3.606874581e-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 : 5.032786634e-05 0.0006412494212 and volume-weighted sum 11080.1171 Subtracting 3.606808953e-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 = 4.672105739e-05 MLMG: Initial residual (resid0) = 4.672105739e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 4.595802769e-12, 9.836683984e-08 MLMG: Timers: Solve = 0.012673493 Iter = 0.012091723 Bottom = 0.007102544 Time in solve 0.014187091 Max/L2 norm of divergence after solve at level 1 : 3.606813548e-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 = 0.048689882 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: 0.2836706536 (terrain aware) 0.2836706536 (terrain unaware) Anelastic dt at level 1 would be: 6.990918745 (terrain aware) 6.990918745 (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 : 0.0001238167127 0.000493071518 and volume-weighted sum 11242.70644 Subtracting 3.65973517e-06 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 = 0.0001201569776 MLMG: Initial residual (resid0) = 0.0001201569776 MLMG: Final Iter. 5 resid, resid/bnorm = 6.895053004e-11, 5.738370874e-07 MLMG: Timers: Solve = 0.010424167 Iter = 0.00984177 Bottom = 0.005656802 Time in solve 0.011955511 Max/L2 norm of divergence after solve at level 1 : 3.659804121e-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 : 5.175105852e-05 0.0006580205266 and volume-weighted sum 11242.70644 Subtracting 3.65973517e-06 from rhs in subdomain 0 Sum after subtraction 6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.809132335e-05 MLMG: Initial residual (resid0) = 4.809132335e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 4.690621809e-12, 9.753571917e-08 MLMG: Timers: Solve = 0.012723442 Iter = 0.01211542 Bottom = 0.007148392 Time in solve 0.014256059 Max/L2 norm of divergence after solve at level 1 : 3.659739814e-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 = 0.048630095 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: 0.283546307 (terrain aware) 0.283546307 (terrain unaware) Anelastic dt at level 1 would be: 6.863750362 (terrain aware) 6.863750362 (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 : 6.634016818e-05 0.000374832492 and volume-weighted sum 11297.49501 Subtracting 3.677569989e-06 from rhs in subdomain 0 Sum after subtraction 5.827586677e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.001773817e-05 MLMG: Initial residual (resid0) = 7.001773817e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.789218281e-11, 8.268216644e-07 MLMG: Timers: Solve = 0.010514339 Iter = 0.009926288 Bottom = 0.005708896 Time in solve 0.011993433 Max/L2 norm of divergence after solve at level 1 : 3.677627881e-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 : 5.360628421e-05 0.0006749197026 and volume-weighted sum 11297.49501 Subtracting 3.677569989e-06 from rhs in subdomain 0 Sum after subtraction 1.517883041e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.992871422e-05 MLMG: Initial residual (resid0) = 4.992871422e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 4.795925806e-12, 9.605546388e-08 MLMG: Timers: Solve = 0.012734229 Iter = 0.012147998 Bottom = 0.007196323 Time in solve 0.014239068 Max/L2 norm of divergence after solve at level 1 : 3.677574689e-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 = 0.048792667 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: 0.2834207613 (terrain aware) 0.2834207613 (terrain unaware) Anelastic dt at level 1 would be: 6.744015745 (terrain aware) 6.744015745 (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 : 9.476845204e-05 0.0005132598916 and volume-weighted sum 11287.44307 Subtracting 3.674297875e-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 = 9.844274992e-05 MLMG: Initial residual (resid0) = 9.844274992e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.436481998e-11, 8.569937355e-07 MLMG: Timers: Solve = 0.010764849 Iter = 0.010177002 Bottom = 0.005912056 Time in solve 0.012288151 Max/L2 norm of divergence after solve at level 1 : 3.67438224e-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 : 5.541493425e-05 0.0006920610335 and volume-weighted sum 11287.44307 Subtracting 3.674297875e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.174063637e-05 MLMG: Initial residual (resid0) = 5.174063637e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 4.892398606e-12, 9.455621248e-08 MLMG: Timers: Solve = 0.012766838 Iter = 0.012181645 Bottom = 0.007186082 Time in solve 0.014241138 Max/L2 norm of divergence after solve at level 1 : 3.67430268e-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 = 0.049243836 seconds. 3DPlotfile write time = 0.005768458 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: 0.2832935944 (terrain aware) 0.2832935944 (terrain unaware) Anelastic dt at level 1 would be: 6.631219179 (terrain aware) 6.631219179 (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 : 9.673778124e-05 0.000485809343 and volume-weighted sum 11221.24063 Subtracting 3.652747601e-06 from rhs in subdomain 0 Sum after subtraction 1.219727444e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001003905288 MLMG: Initial residual (resid0) = 0.0001003905288 MLMG: Final Iter. 5 resid, resid/bnorm = 7.37750377e-11, 7.348804569e-07 MLMG: Timers: Solve = 0.010924408 Iter = 0.010333348 Bottom = 0.006124648 Time in solve 0.012482827 Max/L2 norm of divergence after solve at level 1 : 3.652821376e-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 : 5.693402062e-05 0.0007088802137 and volume-weighted sum 11221.24063 Subtracting 3.652747601e-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 = 5.328127302e-05 MLMG: Initial residual (resid0) = 5.328127302e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 4.981071965e-12, 9.348635425e-08 MLMG: Timers: Solve = 0.013105899 Iter = 0.012514382 Bottom = 0.0073448 Time in solve 0.014670326 Max/L2 norm of divergence after solve at level 1 : 3.652752517e-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 = 0.050661838 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: 0.2831645398 (terrain aware) 0.2831645398 (terrain unaware) Anelastic dt at level 1 would be: 6.524769659 (terrain aware) 6.524769659 (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 : 4.03424963e-05 0.0002822864009 and volume-weighted sum 11082.72624 Subtracting 3.607658282e-06 from rhs in subdomain 0 Sum after subtraction 9.690056917e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.184503756e-05 MLMG: Initial residual (resid0) = 4.184503756e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.642928119e-11, 1.109552862e-06 MLMG: Timers: Solve = 0.010574614 Iter = 0.009963849 Bottom = 0.005759994 Time in solve 0.012081547 Max/L2 norm of divergence after solve at level 1 : 3.607703869e-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 : 5.885946523e-05 0.0007262644425 and volume-weighted sum 11082.72624 Subtracting 3.607658282e-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 = 5.525180695e-05 MLMG: Initial residual (resid0) = 5.525180695e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.059974897e-12, 9.158026092e-08 MLMG: Timers: Solve = 0.012907359 Iter = 0.012306384 Bottom = 0.007358963 Time in solve 0.014409764 Max/L2 norm of divergence after solve at level 1 : 3.607663308e-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 = 0.049172409 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: 0.2830335426 (terrain aware) 0.2830335426 (terrain unaware) Anelastic dt at level 1 would be: 6.419772052 (terrain aware) 6.419772052 (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 : 6.543714911e-05 0.0003639954752 and volume-weighted sum 10860.33494 Subtracting 3.535265279e-06 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 = 6.190188383e-05 MLMG: Initial residual (resid0) = 6.190188383e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.33466941e-11, 7.002483836e-07 MLMG: Timers: Solve = 0.010738519 Iter = 0.010153049 Bottom = 0.005946784 Time in solve 0.012242355 Max/L2 norm of divergence after solve at level 1 : 3.535307209e-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 : 6.084632598e-05 0.0007436941136 and volume-weighted sum 10860.33494 Subtracting 3.535265279e-06 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 = 5.73110607e-05 MLMG: Initial residual (resid0) = 5.73110607e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.210000886e-12, 9.090742385e-08 MLMG: Timers: Solve = 0.012887891 Iter = 0.012302632 Bottom = 0.007355558 Time in solve 0.014391454 Max/L2 norm of divergence after solve at level 1 : 3.535270489e-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 = 0.049301281 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: 0.2829006493 (terrain aware) 0.2829006493 (terrain unaware) Anelastic dt at level 1 would be: 6.320707304 (terrain aware) 6.320707304 (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 : 7.168284251e-05 0.0003989414032 and volume-weighted sum 10578.45663 Subtracting 3.443508017e-06 from rhs in subdomain 0 Sum after subtraction -1.544988096e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.82393345e-05 MLMG: Initial residual (resid0) = 6.82393345e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.138457985e-11, 7.530052898e-07 MLMG: Timers: Solve = 0.011047666 Iter = 0.01043053 Bottom = 0.006092237 Time in solve 0.012557885 Max/L2 norm of divergence after solve at level 1 : 3.443559402e-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 : 6.246748284e-05 0.0007611030974 and volume-weighted sum 10578.45663 Subtracting 3.443508017e-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 = 5.902397483e-05 MLMG: Initial residual (resid0) = 5.902397483e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.366486298e-12, 9.092044909e-08 MLMG: Timers: Solve = 0.013080099 Iter = 0.012475958 Bottom = 0.00749131 Time in solve 0.014621109 Max/L2 norm of divergence after solve at level 1 : 3.443513384e-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 = 0.04993516 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: 0.2827655627 (terrain aware) 0.2827655627 (terrain unaware) Anelastic dt at level 1 would be: 6.227265244 (terrain aware) 6.227265244 (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 : 4.63001514e-05 0.0003012444383 and volume-weighted sum 10310.54215 Subtracting 3.356296274e-06 from rhs in subdomain 0 Sum after subtraction -5.895349313e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.965644767e-05 MLMG: Initial residual (resid0) = 4.965644767e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.78617068e-11, 7.624731243e-07 MLMG: Timers: Solve = 0.010531521 Iter = 0.009946428 Bottom = 0.005733279 Time in solve 0.012057554 Max/L2 norm of divergence after solve at level 1 : 3.356334136e-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 : 6.454802834e-05 0.0007797407383 and volume-weighted sum 10310.54215 Subtracting 3.356296274e-06 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 = 6.119173207e-05 MLMG: Initial residual (resid0) = 6.119173207e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.510536384e-12, 9.005361016e-08 MLMG: Timers: Solve = 0.012736778 Iter = 0.012154913 Bottom = 0.007195771 Time in solve 0.014241591 Max/L2 norm of divergence after solve at level 1 : 3.356301785e-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 = 0.049009406 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: 0.282626591 (terrain aware) 0.282626591 (terrain unaware) Anelastic dt at level 1 would be: 6.139128245 (terrain aware) 6.139128245 (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 : 8.11370282e-05 0.0003300717453 and volume-weighted sum 10159.6303 Subtracting 3.307171323e-06 from rhs in subdomain 0 Sum after subtraction -9.486769009e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.444419952e-05 MLMG: Initial residual (resid0) = 8.444419952e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.031749889e-11, 3.590240545e-07 MLMG: Timers: Solve = 0.010247125 Iter = 0.009662784 Bottom = 0.005477878 Time in solve 0.011758075 Max/L2 norm of divergence after solve at level 1 : 3.307199382e-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 : 6.683042428e-05 0.0007992133803 and volume-weighted sum 10159.6303 Subtracting 3.307171323e-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 = 6.352325296e-05 MLMG: Initial residual (resid0) = 6.352325296e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.675951976e-12, 8.93523507e-08 MLMG: Timers: Solve = 0.012790899 Iter = 0.01220339 Bottom = 0.007243881 Time in solve 0.014300815 Max/L2 norm of divergence after solve at level 1 : 3.307176999e-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 = 0.048680067 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: 0.2824848514 (terrain aware) 0.2824848514 (terrain unaware) Anelastic dt at level 1 would be: 6.055958844 (terrain aware) 6.055958844 (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 : 7.927824995e-05 0.0003671906484 and volume-weighted sum 10206.59144 Subtracting 3.32245815e-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 = 7.59557918e-05 MLMG: Initial residual (resid0) = 7.59557918e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.035251671e-11, 9.26229785e-07 MLMG: Timers: Solve = 0.010437796 Iter = 0.009849245 Bottom = 0.005675741 Time in solve 0.011891983 Max/L2 norm of divergence after solve at level 1 : 3.322517929e-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 : 6.874129732e-05 0.0008194987427 and volume-weighted sum 10206.59144 Subtracting 3.32245815e-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 = 6.541883917e-05 MLMG: Initial residual (resid0) = 6.541883917e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 5.876508535e-12, 8.982899437e-08 MLMG: Timers: Solve = 0.012758692 Iter = 0.012176619 Bottom = 0.007189721 Time in solve 0.014263717 Max/L2 norm of divergence after solve at level 1 : 3.322464026e-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 = 0.048981079 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: 0.2823398677 (terrain aware) 0.2823398677 (terrain unaware) Anelastic dt at level 1 would be: 5.977425102 (terrain aware) 5.977425102 (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 : 0.0001135619167 0.0003980457344 and volume-weighted sum 10465.64914 Subtracting 3.406786828e-06 from rhs in subdomain 0 Sum after subtraction 1.626303259e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001101551299 MLMG: Initial residual (resid0) = 0.0001101551299 MLMG: Final Iter. 6 resid, resid/bnorm = 6.150014322e-12, 5.583048497e-08 MLMG: Timers: Solve = 0.012716732 Iter = 0.012104641 Bottom = 0.00697461 Time in solve 0.014177213 Max/L2 norm of divergence after solve at level 1 : 3.406792978e-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 : 7.127520279e-05 0.0008417098422 and volume-weighted sum 10465.64914 Subtracting 3.406786828e-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 = 6.786841596e-05 MLMG: Initial residual (resid0) = 6.786841596e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.092153026e-12, 8.976418471e-08 MLMG: Timers: Solve = 0.012962277 Iter = 0.012361075 Bottom = 0.007351558 Time in solve 0.014517405 Max/L2 norm of divergence after solve at level 1 : 3.40679292e-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 = 0.051191113 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: 0.2821913214 (terrain aware) 0.2821913214 (terrain unaware) Anelastic dt at level 1 would be: 5.899172999 (terrain aware) 5.899172999 (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 : 8.213237098e-05 0.0004043795634 and volume-weighted sum 10886.10698 Subtracting 3.543654616e-06 from rhs in subdomain 0 Sum after subtraction 1.219727444e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.858871636e-05 MLMG: Initial residual (resid0) = 7.858871636e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.661338275e-12, 8.476201907e-08 MLMG: Timers: Solve = 0.012548336 Iter = 0.011955209 Bottom = 0.006945058 Time in solve 0.014115434 Max/L2 norm of divergence after solve at level 1 : 3.543661277e-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 : 7.404594595e-05 0.0008652685919 and volume-weighted sum 10886.10698 Subtracting 3.543654616e-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 = 7.050229134e-05 MLMG: Initial residual (resid0) = 7.050229134e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.294843444e-12, 8.928565759e-08 MLMG: Timers: Solve = 0.01271537 Iter = 0.012126796 Bottom = 0.007166093 Time in solve 0.014278812 Max/L2 norm of divergence after solve at level 1 : 3.543660911e-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 = 0.051293261 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: 0.2820391644 (terrain aware) 0.2820391644 (terrain unaware) Anelastic dt at level 1 would be: 5.82508543 (terrain aware) 5.82508543 (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 : 6.022183845e-05 0.0003838071592 and volume-weighted sum 11394.62179 Subtracting 3.70918678e-06 from rhs in subdomain 0 Sum after subtraction -2.778268067e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.014634161e-05 MLMG: Initial residual (resid0) = 6.014634161e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 8.542301334e-11, 1.420252854e-06 MLMG: Timers: Solve = 0.010697626 Iter = 0.010100707 Bottom = 0.005941603 Time in solve 0.012200101 Max/L2 norm of divergence after solve at level 1 : 3.709257754e-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 : 7.629031874e-05 0.0008896088666 and volume-weighted sum 11394.62179 Subtracting 3.70918678e-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 = 7.27266676e-05 MLMG: Initial residual (resid0) = 7.27266676e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.482383417e-12, 8.913351362e-08 MLMG: Timers: Solve = 0.013154893 Iter = 0.012540835 Bottom = 0.007348786 Time in solve 0.014623048 Max/L2 norm of divergence after solve at level 1 : 3.709193262e-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 = 0.049437181 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: 0.2818835753 (terrain aware) 0.2818835753 (terrain unaware) Anelastic dt at level 1 would be: 5.755223757 (terrain aware) 5.755223757 (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 : 5.74492405e-05 0.0003374239629 and volume-weighted sum 11934.44092 Subtracting 3.884909154e-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 = 5.356433134e-05 MLMG: Initial residual (resid0) = 5.356433134e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.254730334e-11, 9.810129618e-07 MLMG: Timers: Solve = 0.010673782 Iter = 0.010075734 Bottom = 0.005882124 Time in solve 0.01217269 Max/L2 norm of divergence after solve at level 1 : 3.884959782e-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 : 7.927958379e-05 0.0009148147438 and volume-weighted sum 11934.44092 Subtracting 3.884909154e-06 from rhs in subdomain 0 Sum after subtraction -2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.607063111e-05 MLMG: Initial residual (resid0) = 7.607063111e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.66916008e-12, 8.767062902e-08 MLMG: Timers: Solve = 0.012740304 Iter = 0.01215721 Bottom = 0.00717728 Time in solve 0.014274047 Max/L2 norm of divergence after solve at level 1 : 3.884915824e-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 = 0.049815302 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: 0.2817248026 (terrain aware) 0.2817248026 (terrain unaware) Anelastic dt at level 1 would be: 5.689497823 (terrain aware) 5.689497823 (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 : 2.646491494e-05 0.0002719107558 and volume-weighted sum 12471.70843 Subtracting 4.059800922e-06 from rhs in subdomain 0 Sum after subtraction 1.0977547e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.052471587e-05 MLMG: Initial residual (resid0) = 3.052471587e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 2.880628106e-11, 9.437034954e-07 MLMG: Timers: Solve = 0.010652862 Iter = 0.010058719 Bottom = 0.005740767 Time in solve 0.012214553 Max/L2 norm of divergence after solve at level 1 : 4.059829343e-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 : 8.24123003e-05 0.0009408303295 and volume-weighted sum 12471.70843 Subtracting 4.059800922e-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 = 7.92203685e-05 MLMG: Initial residual (resid0) = 7.92203685e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 6.861278147e-12, 8.661002564e-08 MLMG: Timers: Solve = 0.013098193 Iter = 0.01249123 Bottom = 0.007328576 Time in solve 0.014685393 Max/L2 norm of divergence after solve at level 1 : 4.059807783e-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 = 0.049626422 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: 0.2815630181 (terrain aware) 0.2815630181 (terrain unaware) Anelastic dt at level 1 would be: 5.627824046 (terrain aware) 5.627824046 (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 : 4.509189579e-05 0.0003359602992 and volume-weighted sum 12970.45534 Subtracting 4.222153433e-06 from rhs in subdomain 0 Sum after subtraction 8.538092108e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.415500377e-05 MLMG: Initial residual (resid0) = 4.415500377e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.177458248e-11, 7.196145344e-07 MLMG: Timers: Solve = 0.010989508 Iter = 0.010387594 Bottom = 0.00612902 Time in solve 0.012539228 Max/L2 norm of divergence after solve at level 1 : 4.222185207e-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 : 8.48257685e-05 0.0009672583661 and volume-weighted sum 12970.45534 Subtracting 4.222153433e-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 = 8.207566903e-05 MLMG: Initial residual (resid0) = 8.207566903e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 7.059341793e-12, 8.601016448e-08 MLMG: Timers: Solve = 0.012743171 Iter = 0.012160815 Bottom = 0.007145433 Time in solve 0.014283043 Max/L2 norm of divergence after solve at level 1 : 4.222160492e-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 = 0.049569492 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: 0.2813982865 (terrain aware) 0.2813982865 (terrain unaware) Anelastic dt at level 1 would be: 5.570102603 (terrain aware) 5.570102603 (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 : 5.501544042e-05 0.000363255675 and volume-weighted sum 13369.93063 Subtracting 4.352190961e-06 from rhs in subdomain 0 Sum after subtraction 2.439454888e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.936763138e-05 MLMG: Initial residual (resid0) = 5.936763138e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.194559339e-11, 7.06539783e-07 MLMG: Timers: Solve = 0.010799167 Iter = 0.01019765 Bottom = 0.006070008 Time in solve 0.012329642 Max/L2 norm of divergence after solve at level 1 : 4.352232906e-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 : 8.821952957e-05 0.000993763625 and volume-weighted sum 13369.93063 Subtracting 4.352190961e-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 = 8.451654892e-05 MLMG: Initial residual (resid0) = 8.451654892e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 7.265329161e-12, 8.596339123e-08 MLMG: Timers: Solve = 0.01310597 Iter = 0.012522751 Bottom = 0.00739649 Time in solve 0.014645294 Max/L2 norm of divergence after solve at level 1 : 4.352198226e-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 = 0.049623759 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: 0.2812306395 (terrain aware) 0.2812306395 (terrain unaware) Anelastic dt at level 1 would be: 5.513222148 (terrain aware) 5.513222148 (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 : 3.393312732e-05 0.0003212203385 and volume-weighted sum 13593.7386 Subtracting 4.425045117e-06 from rhs in subdomain 0 Sum after subtraction -9.486769009e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.002917674e-05 MLMG: Initial residual (resid0) = 3.002917674e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.335070286e-11, 1.443619425e-06 MLMG: Timers: Solve = 0.010757368 Iter = 0.010153799 Bottom = 0.005875182 Time in solve 0.012278397 Max/L2 norm of divergence after solve at level 1 : 4.425084968e-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 : 9.15963631e-05 0.001020282791 and volume-weighted sum 13593.7386 Subtracting 4.425045117e-06 from rhs in subdomain 0 Sum after subtraction -4.878909776e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.79422814e-05 MLMG: Initial residual (resid0) = 8.79422814e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 7.481930627e-12, 8.507774085e-08 MLMG: Timers: Solve = 0.013016052 Iter = 0.012426834 Bottom = 0.007298623 Time in solve 0.014526216 Max/L2 norm of divergence after solve at level 1 : 4.425052599e-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 = 0.049822526 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: 0.2810601512 (terrain aware) 0.2810601512 (terrain unaware) Anelastic dt at level 1 would be: 5.459584493 (terrain aware) 5.459584493 (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 : 5.880613852e-05 0.0003574464491 and volume-weighted sum 13590.33145 Subtracting 4.42393602e-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 = 6.323007454e-05 MLMG: Initial residual (resid0) = 6.323007454e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.04852695e-11, 7.984376086e-07 MLMG: Timers: Solve = 0.010745164 Iter = 0.010143076 Bottom = 0.005682122 Time in solve 0.012380516 Max/L2 norm of divergence after solve at level 1 : 4.423985717e-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 : 9.400095166e-05 0.001046715604 and volume-weighted sum 13590.33145 Subtracting 4.42393602e-06 from rhs in subdomain 0 Sum after subtraction 3.523657061e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.248602023e-05 MLMG: Initial residual (resid0) = 9.248602023e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 7.698328207e-12, 8.323774974e-08 MLMG: Timers: Solve = 0.012960886 Iter = 0.012369261 Bottom = 0.00731803 Time in solve 0.014472614 Max/L2 norm of divergence after solve at level 1 : 4.423943718e-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 = 0.049848106 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: 0.2808861263 (terrain aware) 0.2808861263 (terrain unaware) Anelastic dt at level 1 would be: 5.409719363 (terrain aware) 5.409719363 (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 : 7.798311014e-05 0.0003935485954 and volume-weighted sum 13375.95738 Subtracting 4.354152794e-06 from rhs in subdomain 0 Sum after subtraction 2.493664997e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.233726294e-05 MLMG: Initial residual (resid0) = 8.233726294e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.240558588e-11, 6.364747139e-07 MLMG: Timers: Solve = 0.010648626 Iter = 0.010075093 Bottom = 0.005798235 Time in solve 0.012141931 Max/L2 norm of divergence after solve at level 1 : 4.354204095e-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 : 9.769957258e-05 0.001072728058 and volume-weighted sum 13375.95738 Subtracting 4.354152794e-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 = 9.675193002e-05 MLMG: Initial residual (resid0) = 9.675193002e-05 MLMG: Final Iter. 6 resid, resid/bnorm = 7.90059611e-12, 8.165827915e-08 MLMG: Timers: Solve = 0.012908438 Iter = 0.012315686 Bottom = 0.007232171 Time in solve 0.014434884 Max/L2 norm of divergence after solve at level 1 : 4.354160694e-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 = 0.049334255 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: 0.2807072921 (terrain aware) 0.2807072921 (terrain unaware) Anelastic dt at level 1 would be: 5.363483017 (terrain aware) 5.363483017 (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 : 4.608250814e-05 0.0003463454011 and volume-weighted sum 13041.71178 Subtracting 4.245348885e-06 from rhs in subdomain 0 Sum after subtraction 5.421010862e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.007154915e-05 MLMG: Initial residual (resid0) = 5.007154915e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.941992914e-11, 9.869862223e-07 MLMG: Timers: Solve = 0.010725582 Iter = 0.010080313 Bottom = 0.005786967 Time in solve 0.012307212 Max/L2 norm of divergence after solve at level 1 : 4.245394852e-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 : 0.0001012722089 0.001098795766 and volume-weighted sum 13041.71178 Subtracting 4.245348885e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001005872345 MLMG: Initial residual (resid0) = 0.0001005872345 MLMG: Final Iter. 6 resid, resid/bnorm = 8.084441777e-12, 8.037244309e-08 MLMG: Timers: Solve = 0.012979174 Iter = 0.012384084 Bottom = 0.00727458 Time in solve 0.014467342 Max/L2 norm of divergence after solve at level 1 : 4.24535697e-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 = 0.049676476 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: 0.2805253564 (terrain aware) 0.2805253564 (terrain unaware) Anelastic dt at level 1 would be: 5.320718061 (terrain aware) 5.320718061 (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 : 4.341820301e-05 0.0003415264697 and volume-weighted sum 12705.19282 Subtracting 4.135804953e-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 = 4.755400796e-05 MLMG: Initial residual (resid0) = 4.755400796e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.682940808e-11, 9.847625908e-07 MLMG: Timers: Solve = 0.010648607 Iter = 0.010049315 Bottom = 0.005794036 Time in solve 0.012217978 Max/L2 norm of divergence after solve at level 1 : 4.135851782e-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 : 0.0001037170444 0.001125973974 and volume-weighted sum 12705.19282 Subtracting 4.135804953e-06 from rhs in subdomain 0 Sum after subtraction -2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001038089996 MLMG: Initial residual (resid0) = 0.0001038089996 MLMG: Final Iter. 6 resid, resid/bnorm = 8.272144428e-12, 7.968619736e-08 MLMG: Timers: Solve = 0.012705525 Iter = 0.012114375 Bottom = 0.007089604 Time in solve 0.0141992 Max/L2 norm of divergence after solve at level 1 : 4.135813225e-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 = 0.049370912 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: 0.2803400439 (terrain aware) 0.2803400439 (terrain unaware) Anelastic dt at level 1 would be: 5.281255841 (terrain aware) 5.281255841 (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 : 5.854144968e-05 0.0003954726655 and volume-weighted sum 12444.23331 Subtracting 4.050857197e-06 from rhs in subdomain 0 Sum after subtraction 6.776263578e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.259230688e-05 MLMG: Initial residual (resid0) = 6.259230688e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.487338423e-11, 8.766793711e-07 MLMG: Timers: Solve = 0.01062392 Iter = 0.010020281 Bottom = 0.005788084 Time in solve 0.012179976 Max/L2 norm of divergence after solve at level 1 : 4.05091207e-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 : 0.0001079055651 0.001154148887 and volume-weighted sum 12444.23331 Subtracting 4.050857197e-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 = 0.0001062014892 MLMG: Initial residual (resid0) = 0.0001062014892 MLMG: Final Iter. 6 resid, resid/bnorm = 8.4896132e-12, 7.993873971e-08 MLMG: Timers: Solve = 0.012639208 Iter = 0.012034439 Bottom = 0.007003505 Time in solve 0.014182298 Max/L2 norm of divergence after solve at level 1 : 4.050865686e-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 = 0.0495011 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: 0.2801510945 (terrain aware) 0.2801510945 (terrain unaware) Anelastic dt at level 1 would be: 5.2442534 (terrain aware) 5.2442534 (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 : 4.992643838e-05 0.0003586285824 and volume-weighted sum 12269.35551 Subtracting 3.99393083e-06 from rhs in subdomain 0 Sum after subtraction 1.924458856e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.392036921e-05 MLMG: Initial residual (resid0) = 5.392036921e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.14690876e-11, 9.545388571e-07 MLMG: Timers: Solve = 0.01079376 Iter = 0.010181721 Bottom = 0.005950884 Time in solve 0.012341941 Max/L2 norm of divergence after solve at level 1 : 3.993980348e-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 : 0.000111984043 0.00118336836 and volume-weighted sum 12269.35551 Subtracting 3.99393083e-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 = 0.0001102357115 MLMG: Initial residual (resid0) = 0.0001102357115 MLMG: Final Iter. 6 resid, resid/bnorm = 8.736107034e-12, 7.924933686e-08 MLMG: Timers: Solve = 0.012583959 Iter = 0.011996906 Bottom = 0.006939957 Time in solve 0.014077816 Max/L2 norm of divergence after solve at level 1 : 3.993939566e-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 = 0.049971719 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: 0.2799583628 (terrain aware) 0.2799583628 (terrain unaware) Anelastic dt at level 1 would be: 5.208107241 (terrain aware) 5.208107241 (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 : 4.759827051e-05 0.0003048722856 and volume-weighted sum 12154.8415 Subtracting 3.956654135e-06 from rhs in subdomain 0 Sum after subtraction 7.047314121e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.364161637e-05 MLMG: Initial residual (resid0) = 4.364161637e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.151238196e-11, 1.180350002e-06 MLMG: Timers: Solve = 0.010877727 Iter = 0.01029112 Bottom = 0.006040049 Time in solve 0.012416078 Max/L2 norm of divergence after solve at level 1 : 3.956704471e-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 : 0.0001146793267 0.001213808768 and volume-weighted sum 12154.8415 Subtracting 3.956654135e-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 = 0.0001160308465 MLMG: Initial residual (resid0) = 0.0001160308465 MLMG: Final Iter. 6 resid, resid/bnorm = 8.982014983e-12, 7.741057874e-08 MLMG: Timers: Solve = 0.012669969 Iter = 0.012094693 Bottom = 0.007026869 Time in solve 0.014200781 Max/L2 norm of divergence after solve at level 1 : 3.956663117e-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 = 0.049647099 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: 0.279761807 (terrain aware) 0.279761807 (terrain unaware) Anelastic dt at level 1 would be: 5.174985501 (terrain aware) 5.174985501 (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 : 3.729189806e-05 0.0003250858665 and volume-weighted sum 12099.27232 Subtracting 3.93856521e-06 from rhs in subdomain 0 Sum after subtraction -1.029992064e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.465699377e-05 MLMG: Initial residual (resid0) = 3.465699377e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.185412401e-11, 1.207667471e-06 MLMG: Timers: Solve = 0.010881088 Iter = 0.010290835 Bottom = 0.006027635 Time in solve 0.012454738 Max/L2 norm of divergence after solve at level 1 : 3.938603118e-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 : 0.0001193075648 0.001245044214 and volume-weighted sum 12099.27232 Subtracting 3.93856521e-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 = 0.0001212247525 MLMG: Initial residual (resid0) = 0.0001212247525 MLMG: Final Iter. 6 resid, resid/bnorm = 9.20121718e-12, 7.590213214e-08 MLMG: Timers: Solve = 0.012512613 Iter = 0.011921196 Bottom = 0.006864234 Time in solve 0.014045277 Max/L2 norm of divergence after solve at level 1 : 3.938574411e-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 = 0.049405327 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: 0.2795613741 (terrain aware) 0.2795613741 (terrain unaware) Anelastic dt at level 1 would be: 5.144739423 (terrain aware) 5.144739423 (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 : 4.017982865e-05 0.0003234987904 and volume-weighted sum 12164.90196 Subtracting 3.959929023e-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 = 3.621989963e-05 MLMG: Initial residual (resid0) = 3.621989963e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.499080541e-11, 9.660657751e-07 MLMG: Timers: Solve = 0.010761952 Iter = 0.010158991 Bottom = 0.005921406 Time in solve 0.0123939 Max/L2 norm of divergence after solve at level 1 : 3.959964014e-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 : 0.0001240603135 0.001277455291 and volume-weighted sum 12164.90196 Subtracting 3.959929023e-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 = 0.0001255450648 MLMG: Initial residual (resid0) = 0.0001255450648 MLMG: Final Iter. 6 resid, resid/bnorm = 9.396564992e-12, 7.484615194e-08 MLMG: Timers: Solve = 0.012847875 Iter = 0.012231277 Bottom = 0.007188477 Time in solve 0.014373423 Max/L2 norm of divergence after solve at level 1 : 3.95993842e-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 = 0.049695701 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: 0.2793568773 (terrain aware) 0.2793568773 (terrain unaware) Anelastic dt at level 1 would be: 5.117207258 (terrain aware) 5.117207258 (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 : 4.652731726e-05 0.0003291424904 and volume-weighted sum 12454.16857 Subtracting 4.054091331e-06 from rhs in subdomain 0 Sum after subtraction 4.878909776e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.058140859e-05 MLMG: Initial residual (resid0) = 5.058140859e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.057554265e-11, 6.044818343e-07 MLMG: Timers: Solve = 0.010658351 Iter = 0.010055843 Bottom = 0.005793565 Time in solve 0.012181918 Max/L2 norm of divergence after solve at level 1 : 4.054121907e-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 : 0.0001271541072 0.00131149236 and volume-weighted sum 12454.16857 Subtracting 4.054091331e-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 = 0.0001286782846 MLMG: Initial residual (resid0) = 0.0001286782846 MLMG: Final Iter. 6 resid, resid/bnorm = 9.59036387e-12, 7.452977709e-08 MLMG: Timers: Solve = 0.012796705 Iter = 0.012203599 Bottom = 0.007172908 Time in solve 0.014335702 Max/L2 norm of divergence after solve at level 1 : 4.054100922e-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 = 0.04937652 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: 0.2791479877 (terrain aware) 0.2791479877 (terrain unaware) Anelastic dt at level 1 would be: 5.092213372 (terrain aware) 5.092213372 (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 : 5.464712654e-05 0.0003609236294 and volume-weighted sum 13027.87817 Subtracting 4.240845759e-06 from rhs in subdomain 0 Sum after subtraction -2.683400377e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.88879723e-05 MLMG: Initial residual (resid0) = 5.88879723e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.097661728e-11, 8.656541443e-07 MLMG: Timers: Solve = 0.010531669 Iter = 0.009927297 Bottom = 0.005698029 Time in solve 0.012055037 Max/L2 norm of divergence after solve at level 1 : 4.240895132e-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 : 0.0001319625921 0.001346854169 and volume-weighted sum 13027.87817 Subtracting 4.240845759e-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 = 0.0001302705786 MLMG: Initial residual (resid0) = 0.0001302705786 MLMG: Final Iter. 6 resid, resid/bnorm = 9.805333095e-12, 7.526897629e-08 MLMG: Timers: Solve = 0.012816937 Iter = 0.012225612 Bottom = 0.007190936 Time in solve 0.014335608 Max/L2 norm of divergence after solve at level 1 : 4.240855565e-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 = 0.04903739 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: 0.2789343703 (terrain aware) 0.2789343703 (terrain unaware) Anelastic dt at level 1 would be: 5.069592247 (terrain aware) 5.069592247 (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 : 6.910269125e-05 0.0003813838356 and volume-weighted sum 13827.35404 Subtracting 4.501091811e-06 from rhs in subdomain 0 Sum after subtraction -2.724057958e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.460159944e-05 MLMG: Initial residual (resid0) = 6.460159944e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.228276389e-11, 1.118900531e-06 MLMG: Timers: Solve = 0.010645199 Iter = 0.010044913 Bottom = 0.005812017 Time in solve 0.012186611 Max/L2 norm of divergence after solve at level 1 : 4.501158653e-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 : 0.0001378200879 0.001383659352 and volume-weighted sum 13827.35404 Subtracting 4.501091811e-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 = 0.0001358157179 MLMG: Initial residual (resid0) = 0.0001358157179 MLMG: Final Iter. 6 resid, resid/bnorm = 1.00338717e-11, 7.387857502e-08 MLMG: Timers: Solve = 0.01271699 Iter = 0.012117373 Bottom = 0.007089227 Time in solve 0.014270399 Max/L2 norm of divergence after solve at level 1 : 4.501101844e-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 = 0.049224914 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: 0.2787158635 (terrain aware) 0.2787158635 (terrain unaware) Anelastic dt at level 1 would be: 5.049222043 (terrain aware) 5.049222043 (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 : 6.360694797e-05 0.0003924386321 and volume-weighted sum 14674.31589 Subtracting 4.776795536e-06 from rhs in subdomain 0 Sum after subtraction -8.131516294e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 5.883015244e-05 MLMG: Initial residual (resid0) = 5.883015244e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.406782825e-11, 1.259011326e-06 MLMG: Timers: Solve = 0.010594335 Iter = 0.010004097 Bottom = 0.005785859 Time in solve 0.012113779 Max/L2 norm of divergence after solve at level 1 : 4.776864914e-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 : 0.0001415831334 0.0014217091 and volume-weighted sum 14674.31589 Subtracting 4.776795536e-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 = 0.0001427780817 MLMG: Initial residual (resid0) = 0.0001427780817 MLMG: Final Iter. 6 resid, resid/bnorm = 1.025113892e-11, 7.179770732e-08 MLMG: Timers: Solve = 0.01260387 Iter = 0.011999663 Bottom = 0.006945938 Time in solve 0.014174902 Max/L2 norm of divergence after solve at level 1 : 4.776805787e-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 = 0.049363777 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: 0.2784912749 (terrain aware) 0.2784912749 (terrain unaware) Anelastic dt at level 1 would be: 5.031039753 (terrain aware) 5.031039753 (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 : 3.970892848e-05 0.0003831561497 and volume-weighted sum 15360.19776 Subtracting 5.000064375e-06 from rhs in subdomain 0 Sum after subtraction 6.776263578e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.47088641e-05 MLMG: Initial residual (resid0) = 3.47088641e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.154478747e-11, 1.773172043e-06 MLMG: Timers: Solve = 0.010925489 Iter = 0.010337361 Bottom = 0.006079918 Time in solve 0.012400468 Max/L2 norm of divergence after solve at level 1 : 5.000119371e-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 : 0.0001455126523 0.001459936843 and volume-weighted sum 15360.19776 Subtracting 5.000064375e-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 = 0.0001485687654 MLMG: Initial residual (resid0) = 0.0001485687654 MLMG: Final Iter. 6 resid, resid/bnorm = 1.045237863e-11, 7.035380956e-08 MLMG: Timers: Solve = 0.012617538 Iter = 0.012017786 Bottom = 0.006978064 Time in solve 0.014132528 Max/L2 norm of divergence after solve at level 1 : 5.000074827e-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 = 0.049462098 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: 0.2782601074 (terrain aware) 0.2782601074 (terrain unaware) Anelastic dt at level 1 would be: 5.01342773 (terrain aware) 5.01342773 (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 : 3.089862151e-05 0.0003800828621 and volume-weighted sum 15761.46682 Subtracting 5.130685813e-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 = 2.828303702e-05 MLMG: Initial residual (resid0) = 2.828303702e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.61207045e-11, 1.630684302e-06 MLMG: Timers: Solve = 0.010886479 Iter = 0.010293999 Bottom = 0.006049151 Time in solve 0.012402837 Max/L2 norm of divergence after solve at level 1 : 5.130730693e-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 : 0.0001525867025 0.001497836473 and volume-weighted sum 15761.46682 Subtracting 5.130685813e-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 = 0.0001527491877 MLMG: Initial residual (resid0) = 0.0001527491877 MLMG: Final Iter. 6 resid, resid/bnorm = 1.06126503e-11, 6.947762189e-08 MLMG: Timers: Solve = 0.012901372 Iter = 0.012306019 Bottom = 0.007230875 Time in solve 0.014437451 Max/L2 norm of divergence after solve at level 1 : 5.130696426e-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 = 0.049765598 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: 0.2780245687 (terrain aware) 0.2780245687 (terrain unaware) Anelastic dt at level 1 would be: 4.998080183 (terrain aware) 4.998080183 (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 : 3.710287544e-05 0.0003832438333 and volume-weighted sum 15903.58788 Subtracting 5.17694918e-06 from rhs in subdomain 0 Sum after subtraction 2.087089182e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.227982462e-05 MLMG: Initial residual (resid0) = 4.227982462e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.066668392e-11, 9.618460882e-07 MLMG: Timers: Solve = 0.010596278 Iter = 0.009990205 Bottom = 0.005757866 Time in solve 0.012105014 Max/L2 norm of divergence after solve at level 1 : 5.176985737e-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 : 0.0001570121513 0.001535600761 and volume-weighted sum 15903.58788 Subtracting 5.17694918e-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 = 0.0001548501825 MLMG: Initial residual (resid0) = 0.0001548501825 MLMG: Final Iter. 6 resid, resid/bnorm = 1.074424342e-11, 6.938476436e-08 MLMG: Timers: Solve = 0.012725425 Iter = 0.012123772 Bottom = 0.007098238 Time in solve 0.014257356 Max/L2 norm of divergence after solve at level 1 : 5.176959924e-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 = 0.050007177 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: 0.2777846828 (terrain aware) 0.2777846828 (terrain unaware) Anelastic dt at level 1 would be: 4.98498099 (terrain aware) 4.98498099 (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 : 3.1052371e-05 0.0003796271294 and volume-weighted sum 15945.28631 Subtracting 5.190522888e-06 from rhs in subdomain 0 Sum after subtraction 6.776263578e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.586184811e-05 MLMG: Initial residual (resid0) = 2.586184811e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.392811884e-11, 1.311898465e-06 MLMG: Timers: Solve = 0.010687622 Iter = 0.010085694 Bottom = 0.005869927 Time in solve 0.012205058 Max/L2 norm of divergence after solve at level 1 : 5.190549377e-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 : 0.0001587562067 0.001573680933 and volume-weighted sum 15945.28631 Subtracting 5.190522888e-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 = 0.0001546872725 MLMG: Initial residual (resid0) = 0.0001546872725 MLMG: Final Iter. 6 resid, resid/bnorm = 1.087552689e-11, 7.030653987e-08 MLMG: Timers: Solve = 0.012919549 Iter = 0.012316702 Bottom = 0.007293232 Time in solve 0.014448977 Max/L2 norm of divergence after solve at level 1 : 5.190533764e-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 = 0.04957693 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: 0.2775402205 (terrain aware) 0.2775402205 (terrain unaware) Anelastic dt at level 1 would be: 4.974005295 (terrain aware) 4.974005295 (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 : 3.368373632e-05 0.0003978292601 and volume-weighted sum 16092.25762 Subtracting 5.23836511e-06 from rhs in subdomain 0 Sum after subtraction -2.195509399e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 2.844537121e-05 MLMG: Initial residual (resid0) = 2.844537121e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.742090602e-11, 1.315535865e-06 MLMG: Timers: Solve = 0.010862278 Iter = 0.010260356 Bottom = 0.00605654 Time in solve 0.012362102 Max/L2 norm of divergence after solve at level 1 : 5.238400143e-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 : 0.000166987009 0.001612619693 and volume-weighted sum 16092.25762 Subtracting 5.23836511e-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 = 0.0001622635817 MLMG: Initial residual (resid0) = 0.0001622635817 MLMG: Final Iter. 6 resid, resid/bnorm = 1.100544724e-11, 6.782450584e-08 MLMG: Timers: Solve = 0.012905297 Iter = 0.012264519 Bottom = 0.00724749 Time in solve 0.014434462 Max/L2 norm of divergence after solve at level 1 : 5.238376116e-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 = 0.049649254 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: 0.2772908072 (terrain aware) 0.2772908072 (terrain unaware) Anelastic dt at level 1 would be: 4.964993863 (terrain aware) 4.964993863 (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 : 5.151649273e-05 0.0004183120724 and volume-weighted sum 16475.48624 Subtracting 5.363114009e-06 from rhs in subdomain 0 Sum after subtraction -9.215718466e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.615337873e-05 MLMG: Initial residual (resid0) = 4.615337873e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.024861715e-11, 1.088731064e-06 MLMG: Timers: Solve = 0.010556563 Iter = 0.009952133 Bottom = 0.005766044 Time in solve 0.012097451 Max/L2 norm of divergence after solve at level 1 : 5.363164258e-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 : 0.0001730602971 0.001652912148 and volume-weighted sum 16475.48624 Subtracting 5.363114009e-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 = 0.0001699310691 MLMG: Initial residual (resid0) = 0.0001699310691 MLMG: Final Iter. 6 resid, resid/bnorm = 1.113820668e-11, 6.554543995e-08 MLMG: Timers: Solve = 0.012902454 Iter = 0.012301127 Bottom = 0.007196062 Time in solve 0.01442922 Max/L2 norm of divergence after solve at level 1 : 5.363125147e-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 = 0.049285074 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: 0.2770361508 (terrain aware) 0.2770361508 (terrain unaware) Anelastic dt at level 1 would be: 4.957798756 (terrain aware) 4.957798756 (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 : 3.648527337e-05 0.0004234467015 and volume-weighted sum 17066.65021 Subtracting 5.555550197e-06 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 = 3.092972318e-05 MLMG: Initial residual (resid0) = 3.092972318e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.076170403e-11, 1.641194903e-06 MLMG: Timers: Solve = 0.010608106 Iter = 0.010005799 Bottom = 0.005810771 Time in solve 0.012131721 Max/L2 norm of divergence after solve at level 1 : 5.555600959e-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 : 0.0001760381973 0.001694596094 and volume-weighted sum 17066.65021 Subtracting 5.555550197e-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 = 0.0001756937299 MLMG: Initial residual (resid0) = 0.0001756937299 MLMG: Final Iter. 6 resid, resid/bnorm = 1.126466096e-11, 6.411532707e-08 MLMG: Timers: Solve = 0.012907314 Iter = 0.012302087 Bottom = 0.007229108 Time in solve 0.014402303 Max/L2 norm of divergence after solve at level 1 : 5.555561462e-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 = 0.049441578 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: 0.2767762356 (terrain aware) 0.2767762356 (terrain unaware) Anelastic dt at level 1 would be: 4.952329335 (terrain aware) 4.952329335 (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 : 3.911067906e-05 0.0004337645289 and volume-weighted sum 17695.03809 Subtracting 5.760103545e-06 from rhs in subdomain 0 Sum after subtraction -1.544988096e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 3.335057552e-05 MLMG: Initial residual (resid0) = 3.335057552e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.680329953e-11, 1.103528169e-06 MLMG: Timers: Solve = 0.010885179 Iter = 0.010291954 Bottom = 0.006080237 Time in solve 0.012389386 Max/L2 norm of divergence after solve at level 1 : 5.760140348e-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 : 0.0001801118594 0.001736992147 and volume-weighted sum 17695.03809 Subtracting 5.760103545e-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 = 0.0001789630099 MLMG: Initial residual (resid0) = 0.0001789630099 MLMG: Final Iter. 6 resid, resid/bnorm = 1.138481027e-11, 6.361543804e-08 MLMG: Timers: Solve = 0.012826227 Iter = 0.012227142 Bottom = 0.007182777 Time in solve 0.014308376 Max/L2 norm of divergence after solve at level 1 : 5.76011493e-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 = 0.049663089 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: 0.276511332 (terrain aware) 0.276511332 (terrain unaware) Anelastic dt at level 1 would be: 4.948565934 (terrain aware) 4.948565934 (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 : 4.147623592e-05 0.0004574789181 and volume-weighted sum 18149.2215 Subtracting 5.907949707e-06 from rhs in subdomain 0 Sum after subtraction -4.065758147e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.370119309e-05 MLMG: Initial residual (resid0) = 4.370119309e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.034140687e-11, 9.231191191e-07 MLMG: Timers: Solve = 0.010788093 Iter = 0.010183622 Bottom = 0.005998899 Time in solve 0.012302111 Max/L2 norm of divergence after solve at level 1 : 5.907984216e-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 : 0.0001889914651 0.001779157709 and volume-weighted sum 18149.2215 Subtracting 5.907949707e-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 = 0.0001830835154 MLMG: Initial residual (resid0) = 0.0001830835154 MLMG: Final Iter. 6 resid, resid/bnorm = 1.147402452e-11, 6.267098647e-08 MLMG: Timers: Solve = 0.012762809 Iter = 0.012157458 Bottom = 0.007111624 Time in solve 0.014305061 Max/L2 norm of divergence after solve at level 1 : 5.907961181e-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 = 0.049435335 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: 0.2762418213 (terrain aware) 0.2762418213 (terrain unaware) Anelastic dt at level 1 would be: 4.9465314 (terrain aware) 4.9465314 (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 : 4.379457357e-05 0.000494573542 and volume-weighted sum 18285.43926 Subtracting 5.952291427e-06 from rhs in subdomain 0 Sum after subtraction 3.33392168e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.294864882e-05 MLMG: Initial residual (resid0) = 4.294864882e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.324154105e-11, 1.239655787e-06 MLMG: Timers: Solve = 0.010590066 Iter = 0.009972571 Bottom = 0.00569759 Time in solve 0.012128362 Max/L2 norm of divergence after solve at level 1 : 5.952343709e-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 : 0.0001940540863 0.001820701118 and volume-weighted sum 18285.43926 Subtracting 5.952291427e-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 = 0.0001881017949 MLMG: Initial residual (resid0) = 0.0001881017949 MLMG: Final Iter. 6 resid, resid/bnorm = 1.153144127e-11, 6.130425964e-08 MLMG: Timers: Solve = 0.013019694 Iter = 0.01239509 Bottom = 0.007315032 Time in solve 0.014551949 Max/L2 norm of divergence after solve at level 1 : 5.952302958e-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 = 0.049752958 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: 0.2759679866 (terrain aware) 0.2759679866 (terrain unaware) Anelastic dt at level 1 would be: 4.946243274 (terrain aware) 4.946243274 (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 : 5.564322649e-05 0.0005500373335 and volume-weighted sum 18075.1443 Subtracting 5.883836036e-06 from rhs in subdomain 0 Sum after subtraction 1.436567879e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.152706253e-05 MLMG: Initial residual (resid0) = 6.152706253e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.018809766e-11, 1.140767896e-06 MLMG: Timers: Solve = 0.010660074 Iter = 0.010060267 Bottom = 0.005762836 Time in solve 0.012188591 Max/L2 norm of divergence after solve at level 1 : 5.883906224e-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 : 0.0001952802501 0.001861587974 and volume-weighted sum 18075.1443 Subtracting 5.883836036e-06 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 = 0.000189396414 MLMG: Initial residual (resid0) = 0.000189396414 MLMG: Final Iter. 6 resid, resid/bnorm = 1.157540268e-11, 6.111732758e-08 MLMG: Timers: Solve = 0.01282953 Iter = 0.012221163 Bottom = 0.007185092 Time in solve 0.014352257 Max/L2 norm of divergence after solve at level 1 : 5.883847612e-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 = 0.049540962 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: 0.2756899233 (terrain aware) 0.2756899233 (terrain unaware) Anelastic dt at level 1 would be: 4.947679769 (terrain aware) 4.947679769 (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 : 6.228196211e-05 0.000578340676 and volume-weighted sum 17581.02714 Subtracting 5.722990606e-06 from rhs in subdomain 0 Sum after subtraction -1.626303259e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.800495271e-05 MLMG: Initial residual (resid0) = 6.800495271e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.21179078e-11, 1.060480229e-06 MLMG: Timers: Solve = 0.010482307 Iter = 0.009894751 Bottom = 0.005698611 Time in solve 0.011968897 Max/L2 norm of divergence after solve at level 1 : 5.723062724e-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 : 0.0002002781523 0.001901846374 and volume-weighted sum 17581.02714 Subtracting 5.722990606e-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 = 0.0001945551617 MLMG: Initial residual (resid0) = 0.0001945551617 MLMG: Final Iter. 6 resid, resid/bnorm = 1.162374313e-11, 5.974523128e-08 MLMG: Timers: Solve = 0.012932623 Iter = 0.012323829 Bottom = 0.007287536 Time in solve 0.014580247 Max/L2 norm of divergence after solve at level 1 : 5.72300223e-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 = 0.049559565 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: 0.2754075942 (terrain aware) 0.2754075942 (terrain unaware) Anelastic dt at level 1 would be: 4.950416252 (terrain aware) 4.950416252 (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 : 5.491537931e-05 0.0005419454134 and volume-weighted sum 16905.36583 Subtracting 5.503048772e-06 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 = 4.941233054e-05 MLMG: Initial residual (resid0) = 4.941233054e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.759529858e-11, 1.367984425e-06 MLMG: Timers: Solve = 0.010694271 Iter = 0.0100517 Bottom = 0.005802463 Time in solve 0.012248265 Max/L2 norm of divergence after solve at level 1 : 5.503116272e-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 : 0.0002090901363 0.001941953907 and volume-weighted sum 16905.36583 Subtracting 5.503048772e-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 = 0.0002035870876 MLMG: Initial residual (resid0) = 0.0002035870876 MLMG: Final Iter. 6 resid, resid/bnorm = 1.166838763e-11, 5.73139867e-08 MLMG: Timers: Solve = 0.013100226 Iter = 0.012486802 Bottom = 0.007350454 Time in solve 0.014656161 Max/L2 norm of divergence after solve at level 1 : 5.50306044e-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 = 0.050353095 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: 0.2751209308 (terrain aware) 0.2751209308 (terrain unaware) Anelastic dt at level 1 would be: 4.951759616 (terrain aware) 4.951759616 (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 : 5.508715046e-05 0.0005000613789 and volume-weighted sum 16153.72599 Subtracting 5.258374345e-06 from rhs in subdomain 0 Sum after subtraction 1.219727444e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 4.982877612e-05 MLMG: Initial residual (resid0) = 4.982877612e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.737784021e-11, 1.151500091e-06 MLMG: Timers: Solve = 0.010502486 Iter = 0.009864134 Bottom = 0.005633054 Time in solve 0.012034122 Max/L2 norm of divergence after solve at level 1 : 5.258428855e-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 : 0.0002135482856 0.001982221147 and volume-weighted sum 16153.72599 Subtracting 5.258374345e-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 = 0.0002082899112 MLMG: Initial residual (resid0) = 0.0002082899112 MLMG: Final Iter. 6 resid, resid/bnorm = 1.168589132e-11, 5.610397185e-08 MLMG: Timers: Solve = 0.012937241 Iter = 0.01234771 Bottom = 0.007296488 Time in solve 0.01456419 Max/L2 norm of divergence after solve at level 1 : 5.258386031e-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 = 0.049478871 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: 0.2748298747 (terrain aware) 0.2748298747 (terrain unaware) Anelastic dt at level 1 would be: 4.951713558 (terrain aware) 4.951713558 (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 : 5.836368317e-05 0.0004920120217 and volume-weighted sum 15419.3468 Subtracting 5.019318619e-06 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 = 5.334436455e-05 MLMG: Initial residual (resid0) = 5.334436455e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.25033472e-11, 7.967729591e-07 MLMG: Timers: Solve = 0.010648184 Iter = 0.010037547 Bottom = 0.005790881 Time in solve 0.012171746 Max/L2 norm of divergence after solve at level 1 : 5.019354118e-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 : 0.0002137778616 0.002022739417 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 = 0.000208758543 MLMG: Initial residual (resid0) = 0.000208758543 MLMG: Final Iter. 6 resid, resid/bnorm = 1.167219744e-11, 5.591243008e-08 MLMG: Timers: Solve = 0.012727654 Iter = 0.012138169 Bottom = 0.007094887 Time in solve 0.014278305 Max/L2 norm of divergence after solve at level 1 : 5.019330291e-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 = 0.049299986 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: 0.2745343552 (terrain aware) 0.2745343552 (terrain unaware) Anelastic dt at level 1 would be: 4.901614976 (terrain aware) 4.901614976 (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 : 6.091574185e-05 0.0004922393386 and volume-weighted sum 14777.12501 Subtracting 4.810262049e-06 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 = 5.61054798e-05 MLMG: Initial residual (resid0) = 5.61054798e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 3.026391526e-11, 5.394110408e-07 MLMG: Timers: Solve = 0.010951257 Iter = 0.010345424 Bottom = 0.006137846 Time in solve 0.012460146 Max/L2 norm of divergence after solve at level 1 : 4.810288174e-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 : 0.0002146136483 0.002063791876 and volume-weighted sum 14777.12501 Subtracting 4.810262049e-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 = 0.0002098033863 MLMG: Initial residual (resid0) = 0.0002098033863 MLMG: Final Iter. 6 resid, resid/bnorm = 1.162038113e-11, 5.538700462e-08 MLMG: Timers: Solve = 0.012802685 Iter = 0.012171438 Bottom = 0.007136926 Time in solve 0.014377942 Max/L2 norm of divergence after solve at level 1 : 4.810273669e-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 = 0.049756447 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: 0.2742342745 (terrain aware) 0.2742342745 (terrain unaware) Anelastic dt at level 1 would be: 4.814760634 (terrain aware) 4.814760634 (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 : 6.584777198e-05 0.0005141179052 and volume-weighted sum 14285.05485 Subtracting 4.650082959e-06 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 = 6.119768902e-05 MLMG: Initial residual (resid0) = 6.119768902e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.274469068e-11, 6.984690331e-07 MLMG: Timers: Solve = 0.010677633 Iter = 0.010073455 Bottom = 0.005764033 Time in solve 0.012215394 Max/L2 norm of divergence after solve at level 1 : 4.650125703e-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 : 0.000225220086 0.002105360425 and volume-weighted sum 14285.05485 Subtracting 4.650082959e-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 = 0.000220570003 MLMG: Initial residual (resid0) = 0.000220570003 MLMG: Final Iter. 6 resid, resid/bnorm = 1.156344665e-11, 5.242529127e-08 MLMG: Timers: Solve = 0.012672333 Iter = 0.012084456 Bottom = 0.007034997 Time in solve 0.014252456 Max/L2 norm of divergence after solve at level 1 : 4.650094522e-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 = 0.049298685 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: 0.2739295498 (terrain aware) 0.2739295498 (terrain unaware) Anelastic dt at level 1 would be: 4.734819611 (terrain aware) 4.734819611 (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 : 7.018470462e-05 0.0005527839076 and volume-weighted sum 13987.92082 Subtracting 4.553359643e-06 from rhs in subdomain 0 Sum after subtraction -7.589415207e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 6.563134498e-05 MLMG: Initial residual (resid0) = 6.563134498e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.15943337e-11, 9.384895848e-07 MLMG: Timers: Solve = 0.010625172 Iter = 0.010021857 Bottom = 0.00583232 Time in solve 0.01210538 Max/L2 norm of divergence after solve at level 1 : 4.553421238e-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 : 0.0002311136138 0.002147386053 and volume-weighted sum 13987.92082 Subtracting 4.553359643e-06 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 = 0.0002265602542 MLMG: Initial residual (resid0) = 0.0002265602542 MLMG: Final Iter. 6 resid, resid/bnorm = 1.155312712e-11, 5.09936183e-08 MLMG: Timers: Solve = 0.012728063 Iter = 0.012114742 Bottom = 0.007046057 Time in solve 0.014280355 Max/L2 norm of divergence after solve at level 1 : 4.553371159e-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 = 0.049069224 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: 0.2736201915 (terrain aware) 0.2736201915 (terrain unaware) Anelastic dt at level 1 would be: 4.662324115 (terrain aware) 4.662324115 (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 : 7.340886316e-05 0.0005858906044 and volume-weighted sum 13915.82885 Subtracting 4.529892204e-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 = 6.887897096e-05 MLMG: Initial residual (resid0) = 6.887897096e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.141348335e-11, 1.036796606e-06 MLMG: Timers: Solve = 0.010770842 Iter = 0.010179089 Bottom = 0.005955849 Time in solve 0.012255867 Max/L2 norm of divergence after solve at level 1 : 4.529963618e-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 : 0.0002324391672 0.002190138517 and volume-weighted sum 13915.82885 Subtracting 4.529892204e-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 = 0.000227909275 MLMG: Initial residual (resid0) = 0.000227909275 MLMG: Final Iter. 6 resid, resid/bnorm = 1.174314601e-11, 5.152552921e-08 MLMG: Timers: Solve = 0.012606604 Iter = 0.011999899 Bottom = 0.006959351 Time in solve 0.014215236 Max/L2 norm of divergence after solve at level 1 : 4.529903672e-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 = 0.04948522 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: 0.27330636 (terrain aware) 0.27330636 (terrain unaware) Anelastic dt at level 1 would be: 4.589906457 (terrain aware) 4.589906457 (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 : 8.007250953e-05 0.0006094359293 and volume-weighted sum 14079.92438 Subtracting 4.583308719e-06 from rhs in subdomain 0 Sum after subtraction 8.131516294e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 7.548920081e-05 MLMG: Initial residual (resid0) = 7.548920081e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 7.116551128e-11, 9.427243965e-07 MLMG: Timers: Solve = 0.010671994 Iter = 0.010081187 Bottom = 0.005845477 Time in solve 0.012177905 Max/L2 norm of divergence after solve at level 1 : 4.583379884e-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 : 0.0002303152971 0.002233627613 and volume-weighted sum 14079.92438 Subtracting 4.583308719e-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 = 0.0002257319884 MLMG: Initial residual (resid0) = 0.0002257319884 MLMG: Final Iter. 6 resid, resid/bnorm = 1.191347001e-11, 5.277705696e-08 MLMG: Timers: Solve = 0.012639252 Iter = 0.012031772 Bottom = 0.006974253 Time in solve 0.01417851 Max/L2 norm of divergence after solve at level 1 : 4.583320121e-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 = 0.049330711 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: 0.2729883766 (terrain aware) 0.2729883766 (terrain unaware) Anelastic dt at level 1 would be: 4.506829043 (terrain aware) 4.506829043 (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 : 8.609476605e-05 0.0006266152846 and volume-weighted sum 14471.01156 Subtracting 4.710615743e-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 = 8.138415031e-05 MLMG: Initial residual (resid0) = 8.138415031e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 6.362569982e-11, 7.8179473e-07 MLMG: Timers: Solve = 0.010560607 Iter = 0.009966814 Bottom = 0.005699542 Time in solve 0.01206628 Max/L2 norm of divergence after solve at level 1 : 4.710679368e-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 : 0.0002322381832 0.002277743967 and volume-weighted sum 14471.01156 Subtracting 4.710615743e-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 = 0.0002275275675 MLMG: Initial residual (resid0) = 0.0002275275675 MLMG: Final Iter. 6 resid, resid/bnorm = 1.206551263e-11, 5.302879453e-08 MLMG: Timers: Solve = 0.012592545 Iter = 0.011986662 Bottom = 0.006987463 Time in solve 0.01410308 Max/L2 norm of divergence after solve at level 1 : 4.710627038e-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 = 0.049044175 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: 0.2726667097 (terrain aware) 0.2726667097 (terrain unaware) Anelastic dt at level 1 would be: 4.431039441 (terrain aware) 4.431039441 (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 : 9.031205759e-05 0.0006463369646 and volume-weighted sum 15058.914 Subtracting 4.901990234e-06 from rhs in subdomain 0 Sum after subtraction -4.878909776e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 8.541006735e-05 MLMG: Initial residual (resid0) = 8.541006735e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 5.258635312e-11, 6.156926783e-07 MLMG: Timers: Solve = 0.010549879 Iter = 0.009958551 Bottom = 0.005675901 Time in solve 0.012057675 Max/L2 norm of divergence after solve at level 1 : 4.90204282e-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 : 0.0002423488381 0.002322452016 and volume-weighted sum 15058.914 Subtracting 4.901990234e-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 = 0.0002374468479 MLMG: Initial residual (resid0) = 0.0002374468479 MLMG: Final Iter. 6 resid, resid/bnorm = 1.219281903e-11, 5.134967737e-08 MLMG: Timers: Solve = 0.012938757 Iter = 0.012351478 Bottom = 0.007111465 Time in solve 0.014469573 Max/L2 norm of divergence after solve at level 1 : 4.902001404e-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 = 0.04944395 seconds. 3DPlotfile write time = 0.006511278 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: 0.2723419604 (terrain aware) 0.2723419604 (terrain unaware) Anelastic dt at level 1 would be: 4.363315032 (terrain aware) 4.363315032 (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 : 9.924230434e-05 0.0006696069671 and volume-weighted sum 15788.47499 Subtracting 5.139477534e-06 from rhs in subdomain 0 Sum after subtraction 4.065758147e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 9.410282681e-05 MLMG: Initial residual (resid0) = 9.410282681e-05 MLMG: Final Iter. 5 resid, resid/bnorm = 4.184400432e-11, 4.446625647e-07 MLMG: Timers: Solve = 0.010643957 Iter = 0.010051715 Bottom = 0.005787037 Time in solve 0.012179516 Max/L2 norm of divergence after solve at level 1 : 5.139519378e-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 : 0.00024764871 0.002367808308 and volume-weighted sum 15788.47499 Subtracting 5.139477534e-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 = 0.0002425092324 MLMG: Initial residual (resid0) = 0.0002425092324 MLMG: Final Iter. 6 resid, resid/bnorm = 1.231065464e-11, 5.076365346e-08 MLMG: Timers: Solve = 0.012669222 Iter = 0.012075336 Bottom = 0.006975082 Time in solve 0.014186346 Max/L2 norm of divergence after solve at level 1 : 5.139488557e-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 = 0.050119515 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: 0.2720148537 (terrain aware) 0.2720148537 (terrain unaware) Anelastic dt at level 1 would be: 4.293755542 (terrain aware) 4.293755542 (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 : 0.0001063142679 0.0007024524976 and volume-weighted sum 16570.05252 Subtracting 5.393897306e-06 from rhs in subdomain 0 Sum after subtraction 1.138412281e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001009203706 MLMG: Initial residual (resid0) = 0.0001009203706 MLMG: Final Iter. 5 resid, resid/bnorm = 3.849231844e-11, 3.814127734e-07 MLMG: Timers: Solve = 0.0107668 Iter = 0.010178655 Bottom = 0.005955048 Time in solve 0.012285241 Max/L2 norm of divergence after solve at level 1 : 5.393935798e-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 : 0.0002485298521 0.00241352757 and volume-weighted sum 16570.05252 Subtracting 5.393897306e-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 = 0.0002431359548 MLMG: Initial residual (resid0) = 0.0002431359548 MLMG: Final Iter. 6 resid, resid/bnorm = 1.241623012e-11, 5.106702596e-08 MLMG: Timers: Solve = 0.012686288 Iter = 0.012089382 Bottom = 0.007007869 Time in solve 0.014222979 Max/L2 norm of divergence after solve at level 1 : 5.393908162e-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 = 0.04953369 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: 0.2716862471 (terrain aware) 0.2716862471 (terrain unaware) Anelastic dt at level 1 would be: 4.226739082 (terrain aware) 4.226739082 (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 : 0.0001111499626 0.0007519794433 and volume-weighted sum 17273.1794 Subtracting 5.622779752e-06 from rhs in subdomain 0 Sum after subtraction 7.589415207e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001055271828 MLMG: Initial residual (resid0) = 0.0001055271828 MLMG: Final Iter. 5 resid, resid/bnorm = 5.465111558e-11, 5.178866158e-07 MLMG: Timers: Solve = 0.010878293 Iter = 0.010288849 Bottom = 0.006063896 Time in solve 0.012400767 Max/L2 norm of divergence after solve at level 1 : 5.622834403e-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 : 0.00024822827 0.002459300734 and volume-weighted sum 17273.1794 Subtracting 5.622779752e-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 = 0.0002426054903 MLMG: Initial residual (resid0) = 0.0002426054903 MLMG: Final Iter. 6 resid, resid/bnorm = 1.250849011e-11, 5.155897376e-08 MLMG: Timers: Solve = 0.012652076 Iter = 0.01205907 Bottom = 0.00697888 Time in solve 0.014190723 Max/L2 norm of divergence after solve at level 1 : 5.622790418e-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 = 0.049615111 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: 0.271353597 (terrain aware) 0.271353597 (terrain unaware) Anelastic dt at level 1 would be: 4.158979782 (terrain aware) 4.158979782 (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 : 0.0001218461543 0.0008116912396 and volume-weighted sum 17740.58514 Subtracting 5.774930057e-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 = 0.0001160712242 MLMG: Initial residual (resid0) = 0.0001160712242 MLMG: Final Iter. 5 resid, resid/bnorm = 7.695667032e-11, 6.630124807e-07 MLMG: Timers: Solve = 0.010689709 Iter = 0.010106231 Bottom = 0.005873849 Time in solve 0.012221766 Max/L2 norm of divergence after solve at level 1 : 5.775007014e-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 : 0.000247991059 0.002504874494 and volume-weighted sum 17740.58514 Subtracting 5.774930057e-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 = 0.0002439280391 MLMG: Initial residual (resid0) = 0.0002439280391 MLMG: Final Iter. 6 resid, resid/bnorm = 1.258567289e-11, 5.159584333e-08 MLMG: Timers: Solve = 0.012639767 Iter = 0.0120272 Bottom = 0.006958442 Time in solve 0.014180876 Max/L2 norm of divergence after solve at level 1 : 5.774940501e-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 = 0.049561171 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: 0.2710114966 (terrain aware) 0.2710114966 (terrain unaware) Anelastic dt at level 1 would be: 4.090207681 (terrain aware) 4.090207681 (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 : 0.0001294529064 0.0008787310469 and volume-weighted sum 17831.95089 Subtracting 5.804671514e-06 from rhs in subdomain 0 Sum after subtraction 2.493664997e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001236482349 MLMG: Initial residual (resid0) = 0.0001236482349 MLMG: Final Iter. 6 resid, resid/bnorm = 7.859743275e-12, 6.356534958e-08 MLMG: Timers: Solve = 0.012567354 Iter = 0.011979297 Bottom = 0.006934272 Time in solve 0.014080502 Max/L2 norm of divergence after solve at level 1 : 5.804674964e-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 : 0.0002477927811 0.002549904374 and volume-weighted sum 17831.95089 Subtracting 5.804671514e-06 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 = 0.0002484766488 MLMG: Initial residual (resid0) = 0.0002484766488 MLMG: Final Iter. 6 resid, resid/bnorm = 1.265069187e-11, 5.091300099e-08 MLMG: Timers: Solve = 0.012743497 Iter = 0.012153687 Bottom = 0.007001138 Time in solve 0.01426006 Max/L2 norm of divergence after solve at level 1 : 5.804681701e-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 = 0.051440346 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: 0.2706691455 (terrain aware) 0.2706691455 (terrain unaware) Anelastic dt at level 1 would be: 4.022639136 (terrain aware) 4.022639136 (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 : 0.0001373376572 0.0009425664925 and volume-weighted sum 17483.75363 Subtracting 5.69132605e-06 from rhs in subdomain 0 Sum after subtraction 8.131516294e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001316463312 MLMG: Initial residual (resid0) = 0.0001316463312 MLMG: Final Iter. 6 resid, resid/bnorm = 9.392507144e-12, 7.134651653e-08 MLMG: Timers: Solve = 0.012397098 Iter = 0.011801781 Bottom = 0.006738457 Time in solve 0.013982472 Max/L2 norm of divergence after solve at level 1 : 5.691329805e-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 : 0.0002521766647 0.002594174937 and volume-weighted sum 17483.75363 Subtracting 5.69132605e-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 = 0.0002526691772 MLMG: Initial residual (resid0) = 0.0002526691772 MLMG: Final Iter. 6 resid, resid/bnorm = 1.269139569e-11, 5.022929917e-08 MLMG: Timers: Solve = 0.012429135 Iter = 0.011841943 Bottom = 0.006841778 Time in solve 0.013896955 Max/L2 norm of divergence after solve at level 1 : 5.691335936e-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 = 0.050426623 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: 0.2703277258 (terrain aware) 0.2703277258 (terrain unaware) Anelastic dt at level 1 would be: 3.964201234 (terrain aware) 3.964201234 (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 : 0.0001490204488 0.0009759977689 and volume-weighted sum 16748.15125 Subtracting 5.45187215e-06 from rhs in subdomain 0 Sum after subtraction -2.547875105e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001435685767 MLMG: Initial residual (resid0) = 0.0001435685767 MLMG: Final Iter. 6 resid, resid/bnorm = 9.390404223e-12, 6.54070998e-08 MLMG: Timers: Solve = 0.012519973 Iter = 0.011916116 Bottom = 0.006919753 Time in solve 0.014010921 Max/L2 norm of divergence after solve at level 1 : 5.451875905e-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 : 0.0002553040852 0.002637732134 and volume-weighted sum 16748.15125 Subtracting 5.45187215e-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 = 0.000256581442 MLMG: Initial residual (resid0) = 0.000256581442 MLMG: Final Iter. 6 resid, resid/bnorm = 1.270076704e-11, 4.949994409e-08 MLMG: Timers: Solve = 0.012296281 Iter = 0.011704008 Bottom = 0.006693236 Time in solve 0.0137641 Max/L2 norm of divergence after solve at level 1 : 5.451881697e-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 = 0.049638256 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: 0.2699882987 (terrain aware) 0.2699882987 (terrain unaware) Anelastic dt at level 1 would be: 3.910567522 (terrain aware) 3.910567522 (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 : 0.0001552258268 0.0009877738033 and volume-weighted sum 15779.85055 Subtracting 5.136670102e-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 = 0.0001500891567 MLMG: Initial residual (resid0) = 0.0001500891567 MLMG: Final Iter. 6 resid, resid/bnorm = 7.693845625e-12, 5.126183526e-08 MLMG: Timers: Solve = 0.012834044 Iter = 0.012233546 Bottom = 0.007218443 Time in solve 0.014277217 Max/L2 norm of divergence after solve at level 1 : 5.136673548e-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 : 0.0002572822779 0.002681012154 and volume-weighted sum 15779.85055 Subtracting 5.136670102e-06 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 = 0.0002612051356 MLMG: Initial residual (resid0) = 0.0002612051356 MLMG: Final Iter. 6 resid, resid/bnorm = 1.267659437e-11, 4.853118351e-08 MLMG: Timers: Solve = 0.012498885 Iter = 0.011906972 Bottom = 0.006888869 Time in solve 0.013946209 Max/L2 norm of divergence after solve at level 1 : 5.13667929e-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 = 0.050268539 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: 0.2696518109 (terrain aware) 0.2696518109 (terrain unaware) Anelastic dt at level 1 would be: 3.848843767 (terrain aware) 3.848843767 (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 : 0.0001680402648 0.001016241406 and volume-weighted sum 14773.53061 Subtracting 4.809091997e-06 from rhs in subdomain 0 Sum after subtraction -3.794707604e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001632311728 MLMG: Initial residual (resid0) = 0.0001632311728 MLMG: Final Iter. 5 resid, resid/bnorm = 7.715416744e-11, 4.726680947e-07 MLMG: Timers: Solve = 0.010629332 Iter = 0.010033124 Bottom = 0.005849147 Time in solve 0.012089208 Max/L2 norm of divergence after solve at level 1 : 4.809169151e-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 : 0.0002610544027 0.002724667561 and volume-weighted sum 14773.53061 Subtracting 4.809091997e-06 from rhs in subdomain 0 Sum after subtraction -4.119968255e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002658634947 MLMG: Initial residual (resid0) = 0.0002658634947 MLMG: Final Iter. 6 resid, resid/bnorm = 1.262254194e-11, 4.74775296e-08 MLMG: Timers: Solve = 0.012554794 Iter = 0.01193444 Bottom = 0.006911128 Time in solve 0.014025293 Max/L2 norm of divergence after solve at level 1 : 4.809100833e-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 = 0.04816271 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: 0.2693192579 (terrain aware) 0.2693192579 (terrain unaware) Anelastic dt at level 1 would be: 3.791106611 (terrain aware) 3.791106611 (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 : 0.0001798699112 0.001060281659 and volume-weighted sum 13897.41327 Subtracting 4.523897549e-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 = 0.0001753460137 MLMG: Initial residual (resid0) = 0.0001753460137 MLMG: Final Iter. 5 resid, resid/bnorm = 6.245157981e-11, 3.561619595e-07 MLMG: Timers: Solve = 0.011268997 Iter = 0.010663655 Bottom = 0.006377587 Time in solve 0.012749394 Max/L2 norm of divergence after solve at level 1 : 4.523948683e-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 : 0.0002694035492 0.002768887678 and volume-weighted sum 13897.41327 Subtracting 4.523897549e-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 = 0.0002706316403 MLMG: Initial residual (resid0) = 0.0002706316403 MLMG: Final Iter. 6 resid, resid/bnorm = 1.25408705e-11, 4.633926204e-08 MLMG: Timers: Solve = 0.012474402 Iter = 0.01188447 Bottom = 0.006890158 Time in solve 0.013937015 Max/L2 norm of divergence after solve at level 1 : 4.523906048e-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 = 0.048593691 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: 0.2689779991 (terrain aware) 0.2689779991 (terrain unaware) Anelastic dt at level 1 would be: 3.734002846 (terrain aware) 3.734002846 (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 : 0.0001844855899 0.001110363494 and volume-weighted sum 13259.20036 Subtracting 4.316145951e-06 from rhs in subdomain 0 Sum after subtraction 2.493664997e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001801694439 MLMG: Initial residual (resid0) = 0.0001801694439 MLMG: Final Iter. 5 resid, resid/bnorm = 5.644608701e-11, 3.132944509e-07 MLMG: Timers: Solve = 0.010668674 Iter = 0.010086162 Bottom = 0.00591326 Time in solve 0.012130689 Max/L2 norm of divergence after solve at level 1 : 4.316202397e-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 : 0.0002730733816 0.002814498243 and volume-weighted sum 13259.20036 Subtracting 4.316145951e-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 = 0.0002757217277 MLMG: Initial residual (resid0) = 0.0002757217277 MLMG: Final Iter. 6 resid, resid/bnorm = 1.242843253e-11, 4.507599975e-08 MLMG: Timers: Solve = 0.012945513 Iter = 0.01233158 Bottom = 0.007337334 Time in solve 0.014434353 Max/L2 norm of divergence after solve at level 1 : 4.316154271e-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 = 0.048720028 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: 0.2686279639 (terrain aware) 0.2686279639 (terrain unaware) Anelastic dt at level 1 would be: 3.677619316 (terrain aware) 3.677619316 (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 : 0.0002038832274 0.001182201836 and volume-weighted sum 12918.14804 Subtracting 4.205126316e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0001996781011 MLMG: Initial residual (resid0) = 0.0001996781011 MLMG: Final Iter. 5 resid, resid/bnorm = 5.811115476e-11, 2.910241756e-07 MLMG: Timers: Solve = 0.010505603 Iter = 0.009928399 Bottom = 0.005753068 Time in solve 0.011965158 Max/L2 norm of divergence after solve at level 1 : 4.205184427e-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 : 0.000290630878 0.002861366787 and volume-weighted sum 12918.14804 Subtracting 4.205126316e-06 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 = 0.0002864257517 MLMG: Initial residual (resid0) = 0.0002864257517 MLMG: Final Iter. 6 resid, resid/bnorm = 1.22729939e-11, 4.284877959e-08 MLMG: Timers: Solve = 0.012794912 Iter = 0.012173849 Bottom = 0.007091829 Time in solve 0.014314047 Max/L2 norm of divergence after solve at level 1 : 4.205134529e-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 = 0.047867862 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: 0.2682827844 (terrain aware) 0.2682827844 (terrain unaware) Anelastic dt at level 1 would be: 3.630938078 (terrain aware) 3.630938078 (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 : 0.0002145973753 0.00126510213 and volume-weighted sum 12904.31256 Subtracting 4.200622577e-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 = 0.0002103967527 MLMG: Initial residual (resid0) = 0.0002103967527 MLMG: Final Iter. 5 resid, resid/bnorm = 6.785970109e-11, 3.225320743e-07 MLMG: Timers: Solve = 0.010497629 Iter = 0.009917147 Bottom = 0.005749456 Time in solve 0.011959013 Max/L2 norm of divergence after solve at level 1 : 4.200681247e-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 : 0.0002978425062 0.002909737577 and volume-weighted sum 12904.31256 Subtracting 4.200622577e-06 from rhs in subdomain 0 Sum after subtraction 1.463672933e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002936418837 MLMG: Initial residual (resid0) = 0.0002936418837 MLMG: Final Iter. 6 resid, resid/bnorm = 1.206963505e-11, 4.110324758e-08 MLMG: Timers: Solve = 0.012528123 Iter = 0.011939482 Bottom = 0.006966335 Time in solve 0.014000811 Max/L2 norm of divergence after solve at level 1 : 4.200630721e-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 = 0.04777878 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: 0.2679446215 (terrain aware) 0.2679446215 (terrain unaware) Anelastic dt at level 1 would be: 3.582042899 (terrain aware) 3.582042899 (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 : 0.0002297453327 0.001333239507 and volume-weighted sum 13221.66078 Subtracting 4.303926036e-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 = 0.0002254414067 MLMG: Initial residual (resid0) = 0.0002254414067 MLMG: Final Iter. 5 resid, resid/bnorm = 6.570470432e-11, 2.91449141e-07 MLMG: Timers: Solve = 0.010518886 Iter = 0.009917675 Bottom = 0.005743964 Time in solve 0.011997122 Max/L2 norm of divergence after solve at level 1 : 4.303991237e-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 : 0.000318214341 0.002959840498 and volume-weighted sum 13221.66078 Subtracting 4.303926036e-06 from rhs in subdomain 0 Sum after subtraction 1.246832498e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000313910415 MLMG: Initial residual (resid0) = 0.000313910415 MLMG: Final Iter. 6 resid, resid/bnorm = 1.182593949e-11, 3.767297586e-08 MLMG: Timers: Solve = 0.012609712 Iter = 0.012019043 Bottom = 0.006999978 Time in solve 0.014088823 Max/L2 norm of divergence after solve at level 1 : 4.303934102e-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 = 0.04779497 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: 0.2676159641 (terrain aware) 0.2676159641 (terrain unaware) Anelastic dt at level 1 would be: 3.530855695 (terrain aware) 3.530855695 (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 : 0.0002448316804 0.001396046625 and volume-weighted sum 13822.05094 Subtracting 4.499365539e-06 from rhs in subdomain 0 Sum after subtraction -2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0002403323149 MLMG: Initial residual (resid0) = 0.0002403323149 MLMG: Final Iter. 5 resid, resid/bnorm = 7.456538138e-11, 3.102594897e-07 MLMG: Timers: Solve = 0.0104932 Iter = 0.009903746 Bottom = 0.00574338 Time in solve 0.011961297 Max/L2 norm of divergence after solve at level 1 : 4.499440104e-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 : 0.0003243411411 0.003011330233 and volume-weighted sum 13822.05094 Subtracting 4.499365539e-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 = 0.0003198417756 MLMG: Initial residual (resid0) = 0.0003198417756 MLMG: Final Iter. 6 resid, resid/bnorm = 1.154936309e-11, 3.610961411e-08 MLMG: Timers: Solve = 0.012574891 Iter = 0.011988252 Bottom = 0.007009089 Time in solve 0.014065048 Max/L2 norm of divergence after solve at level 1 : 4.499373524e-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 = 0.047765929 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: 0.2672638808 (terrain aware) 0.2672638808 (terrain unaware) Anelastic dt at level 1 would be: 3.482690147 (terrain aware) 3.482690147 (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 : 0.0002563964068 0.001468481913 and volume-weighted sum 14587.37809 Subtracting 4.748495472e-06 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 = 0.0002516479113 MLMG: Initial residual (resid0) = 0.0002516479113 MLMG: Final Iter. 5 resid, resid/bnorm = 7.677196832e-11, 3.050769145e-07 MLMG: Timers: Solve = 0.010645805 Iter = 0.010044273 Bottom = 0.005880823 Time in solve 0.012102343 Max/L2 norm of divergence after solve at level 1 : 4.748571824e-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 : 0.000341166478 0.003064686115 and volume-weighted sum 14587.37809 Subtracting 4.748495472e-06 from rhs in subdomain 0 Sum after subtraction -5.421010862e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003364179825 MLMG: Initial residual (resid0) = 0.0003364179825 MLMG: Final Iter. 6 resid, resid/bnorm = 1.124394214e-11, 3.342253602e-08 MLMG: Timers: Solve = 0.012566018 Iter = 0.011975809 Bottom = 0.006946173 Time in solve 0.014037175 Max/L2 norm of divergence after solve at level 1 : 4.748503374e-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 = 0.047919326 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: 0.2669169123 (terrain aware) 0.2669169123 (terrain unaware) Anelastic dt at level 1 would be: 3.430037699 (terrain aware) 3.430037699 (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 : 0.0002806876379 0.00154263204 and volume-weighted sum 15347.29609 Subtracting 4.995864613e-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 = 0.0002756917733 MLMG: Initial residual (resid0) = 0.0002756917733 MLMG: Final Iter. 5 resid, resid/bnorm = 8.112183463e-11, 2.942482964e-07 MLMG: Timers: Solve = 0.010581272 Iter = 0.010008741 Bottom = 0.005828435 Time in solve 0.012036197 Max/L2 norm of divergence after solve at level 1 : 4.995926663e-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 : 0.0003585286448 0.003119658037 and volume-weighted sum 15347.29609 Subtracting 4.995864613e-06 from rhs in subdomain 0 Sum after subtraction -9.215718466e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003535327802 MLMG: Initial residual (resid0) = 0.0003535327802 MLMG: Final Iter. 6 resid, resid/bnorm = 1.090898397e-11, 3.085706497e-08 MLMG: Timers: Solve = 0.012439353 Iter = 0.011853527 Bottom = 0.006864922 Time in solve 0.013876947 Max/L2 norm of divergence after solve at level 1 : 4.995872424e-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 = 0.047501995 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: 0.2665842222 (terrain aware) 0.2665842222 (terrain unaware) Anelastic dt at level 1 would be: 3.387108331 (terrain aware) 3.387108331 (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 : 0.0002878958487 0.001617893026 and volume-weighted sum 15929.8017 Subtracting 5.185482325e-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 = 0.0002827103664 MLMG: Initial residual (resid0) = 0.0002827103664 MLMG: Final Iter. 5 resid, resid/bnorm = 7.36088743e-11, 2.60368501e-07 MLMG: Timers: Solve = 0.010819183 Iter = 0.010224124 Bottom = 0.006036157 Time in solve 0.012291556 Max/L2 norm of divergence after solve at level 1 : 5.185555934e-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 : 0.0003766657464 0.003175525104 and volume-weighted sum 15929.8017 Subtracting 5.185482325e-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 = 0.0003714802641 MLMG: Initial residual (resid0) = 0.0003714802641 MLMG: Final Iter. 6 resid, resid/bnorm = 1.053811958e-11, 2.836791238e-08 MLMG: Timers: Solve = 0.01230224 Iter = 0.01171587 Bottom = 0.006708789 Time in solve 0.013782351 Max/L2 norm of divergence after solve at level 1 : 5.185490032e-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 = 0.047522815 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: 0.2662642551 (terrain aware) 0.2662642551 (terrain unaware) Anelastic dt at level 1 would be: 3.344293962 (terrain aware) 3.344293962 (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 : 0.000313939805 0.001706984706 and volume-weighted sum 16209.05594 Subtracting 5.276385398e-06 from rhs in subdomain 0 Sum after subtraction -1.463672933e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003086634196 MLMG: Initial residual (resid0) = 0.0003086634196 MLMG: Final Iter. 6 resid, resid/bnorm = 7.590037655e-12, 2.45900135e-08 MLMG: Timers: Solve = 0.012717049 Iter = 0.012121892 Bottom = 0.007132251 Time in solve 0.0141816 Max/L2 norm of divergence after solve at level 1 : 5.276388255e-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 : 0.0003763231426 0.003232331539 and volume-weighted sum 16209.05594 Subtracting 5.276385398e-06 from rhs in subdomain 0 Sum after subtraction 5.421010862e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003710467572 MLMG: Initial residual (resid0) = 0.0003710467572 MLMG: Final Iter. 6 resid, resid/bnorm = 1.01378864e-11, 2.73223959e-08 MLMG: Timers: Solve = 0.012361794 Iter = 0.011766541 Bottom = 0.00681122 Time in solve 0.013849243 Max/L2 norm of divergence after solve at level 1 : 5.276392979e-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 = 0.049390115 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: 0.2659162854 (terrain aware) 0.2659162854 (terrain unaware) Anelastic dt at level 1 would be: 3.303636317 (terrain aware) 3.303636317 (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 : 0.0003289914768 0.001807627493 and volume-weighted sum 16132.09107 Subtracting 5.25133173e-06 from rhs in subdomain 0 Sum after subtraction 3.089976192e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003237401451 MLMG: Initial residual (resid0) = 0.0003237401451 MLMG: Final Iter. 6 resid, resid/bnorm = 1.004055011e-11, 3.101422625e-08 MLMG: Timers: Solve = 0.012617294 Iter = 0.012017566 Bottom = 0.007043058 Time in solve 0.014098042 Max/L2 norm of divergence after solve at level 1 : 5.251335792e-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 : 0.0004033396273 0.003289837332 and volume-weighted sum 16132.09107 Subtracting 5.25133173e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0003980882955 MLMG: Initial residual (resid0) = 0.0003980882955 MLMG: Final Iter. 6 resid, resid/bnorm = 9.709488909e-12, 2.439028984e-08 MLMG: Timers: Solve = 0.012325099 Iter = 0.011736425 Bottom = 0.006756581 Time in solve 0.013779655 Max/L2 norm of divergence after solve at level 1 : 5.251339166e-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 = 0.049307146 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: 0.265590433 (terrain aware) 0.265590433 (terrain unaware) Anelastic dt at level 1 would be: 3.265705103 (terrain aware) 3.265705103 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (47,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(1) m_ref->m_hash_sig(0) ((0,0,0) (47,0,63) (0,0,0)) ) [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 : 0.005001203111 0.05464769773 and volume-weighted sum -32706.48253 Subtracting -1.419552193e-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 = 0.004987007589 MLMG: Initial residual (resid0) = 0.004987007589 MLMG: Final Iter. 7 resid, resid/bnorm = 3.402495863e-11, 6.822720444e-09 MLMG: Timers: Solve = 0.012163425 Iter = 0.011560797 Bottom = 0.005812777 Time in solve 0.013984259 Max/L2 norm of divergence after solve at level 1 : 1.419555277e-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 : 0.001205785071 0.008348637268 and volume-weighted sum -32706.48253 Subtracting -1.419552193e-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 = 0.001219980593 MLMG: Initial residual (resid0) = 0.001219980593 MLMG: Final Iter. 6 resid, resid/bnorm = 8.320398173e-12, 6.820106995e-09 MLMG: Timers: Solve = 0.010544212 Iter = 0.00995681 Bottom = 0.004991567 Time in solve 0.012027235 Max/L2 norm of divergence after solve at level 1 : 1.419553016e-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 = 0.052278268 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: 0.2652760312 (terrain aware) 0.2652760312 (terrain unaware) Anelastic dt at level 1 would be: 3.219361586 (terrain aware) 3.219361586 (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 : 0.003658370739 0.01723304461 and volume-weighted sum -40527.20297 Subtracting -1.758993184e-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 = 0.003640780807 MLMG: Initial residual (resid0) = 0.003640780807 MLMG: Final Iter. 7 resid, resid/bnorm = 9.557164361e-12, 2.625031516e-09 MLMG: Timers: Solve = 0.011997049 Iter = 0.011407733 Bottom = 0.005676618 Time in solve 0.013473243 Max/L2 norm of divergence after solve at level 1 : 1.75899414e-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 : 0.0004075232432 0.003504756863 and volume-weighted sum -40527.20297 Subtracting -1.758993184e-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 = 0.0004251131751 MLMG: Initial residual (resid0) = 0.0004251131751 MLMG: Final Iter. 6 resid, resid/bnorm = 1.397202415e-11, 3.286659875e-08 MLMG: Timers: Solve = 0.010341987 Iter = 0.009759191 Bottom = 0.004812409 Time in solve 0.011824966 Max/L2 norm of divergence after solve at level 1 : 1.758994582e-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 = 0.047929371 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: 0.2649384567 (terrain aware) 0.2649384567 (terrain unaware) Anelastic dt at level 1 would be: 3.184317169 (terrain aware) 3.184317169 (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 : 0.0003580079372 0.002643016385 and volume-weighted sum -39132.4799 Subtracting -1.698458329e-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 = 0.0003749925205 MLMG: Initial residual (resid0) = 0.0003749925205 MLMG: Final Iter. 6 resid, resid/bnorm = 2.474739531e-11, 6.599437043e-08 MLMG: Timers: Solve = 0.010255994 Iter = 0.009675388 Bottom = 0.004740521 Time in solve 0.011870103 Max/L2 norm of divergence after solve at level 1 : 1.698460804e-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 : 0.0004126485432 0.003554061697 and volume-weighted sum -39132.4799 Subtracting -1.698458329e-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 = 0.0004296331265 MLMG: Initial residual (resid0) = 0.0004296331265 MLMG: Final Iter. 6 resid, resid/bnorm = 1.347769751e-11, 3.13702475e-08 MLMG: Timers: Solve = 0.010428721 Iter = 0.009834598 Bottom = 0.004907266 Time in solve 0.011875381 Max/L2 norm of divergence after solve at level 1 : 1.698459677e-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 = 0.045897475 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: 0.2646240069 (terrain aware) 0.2646240069 (terrain unaware) Anelastic dt at level 1 would be: 3.143169101 (terrain aware) 3.143169101 (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 : 0.000383481545 0.002834068459 and volume-weighted sum -25916.33237 Subtracting -1.124840815e-05 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 = 0.0003947299532 MLMG: Initial residual (resid0) = 0.0003947299532 MLMG: Final Iter. 6 resid, resid/bnorm = 2.802905947e-11, 7.100818989e-08 MLMG: Timers: Solve = 0.010395708 Iter = 0.009808433 Bottom = 0.004873168 Time in solve 0.011855686 Max/L2 norm of divergence after solve at level 1 : 1.124843617e-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 : 0.0004460639583 0.003559478058 and volume-weighted sum -25916.33237 Subtracting -1.124840815e-05 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 = 0.0004573123664 MLMG: Initial residual (resid0) = 0.0004573123664 MLMG: Final Iter. 6 resid, resid/bnorm = 1.285294834e-11, 2.810540298e-08 MLMG: Timers: Solve = 0.010375992 Iter = 0.009793066 Bottom = 0.004871033 Time in solve 0.011813237 Max/L2 norm of divergence after solve at level 1 : 1.1248421e-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 = 0.046436619 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: 0.2643470137 (terrain aware) 0.2643470137 (terrain unaware) Anelastic dt at level 1 would be: 3.111144848 (terrain aware) 3.111144848 (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 : 0.0004085210405 0.002540931643 and volume-weighted sum -4082.229659 Subtracting -1.771801067e-06 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 = 0.0004102928416 MLMG: Initial residual (resid0) = 0.0004102928416 MLMG: Final Iter. 6 resid, resid/bnorm = 1.969386632e-11, 4.799953672e-08 MLMG: Timers: Solve = 0.010540451 Iter = 0.009966503 Bottom = 0.005029966 Time in solve 0.011994215 Max/L2 norm of divergence after solve at level 1 : 1.771820761e-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 : 0.0004592732725 0.003579614865 and volume-weighted sum -4082.229659 Subtracting -1.771801067e-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 = 0.0004610450735 MLMG: Initial residual (resid0) = 0.0004610450735 MLMG: Final Iter. 6 resid, resid/bnorm = 1.196143588e-11, 2.594417892e-08 MLMG: Timers: Solve = 0.010413108 Iter = 0.009829533 Bottom = 0.004879285 Time in solve 0.011918378 Max/L2 norm of divergence after solve at level 1 : 1.771813029e-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 = 0.046599667 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: 0.2640297396 (terrain aware) 0.2640297396 (terrain unaware) Anelastic dt at level 1 would be: 3.079517267 (terrain aware) 3.079517267 (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 : 0.0004529633012 0.002355753061 and volume-weighted sum 20415.07477 Subtracting 8.860709535e-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 = 0.0004441025916 MLMG: Initial residual (resid0) = 0.0004441025916 MLMG: Final Iter. 6 resid, resid/bnorm = 5.837214577e-12, 1.314384263e-08 MLMG: Timers: Solve = 0.010401534 Iter = 0.009826562 Bottom = 0.004889956 Time in solve 0.011869108 Max/L2 norm of divergence after solve at level 1 : 8.860714393e-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 : 0.0004942559823 0.003664753345 and volume-weighted sum 20415.07477 Subtracting 8.860709535e-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 = 0.0004853952727 MLMG: Initial residual (resid0) = 0.0004853952727 MLMG: Final Iter. 6 resid, resid/bnorm = 1.080936994e-11, 2.226921139e-08 MLMG: Timers: Solve = 0.010434344 Iter = 0.009844381 Bottom = 0.004903119 Time in solve 0.011901128 Max/L2 norm of divergence after solve at level 1 : 8.860717484e-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 = 0.045821853 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: 0.2637590541 (terrain aware) 0.2637590541 (terrain unaware) Anelastic dt at level 1 would be: 3.05042709 (terrain aware) 3.05042709 (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 : 0.0004686838894 0.002598178088 and volume-weighted sum 42844.30097 Subtracting 1.859561674e-05 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 = 0.0004500882726 MLMG: Initial residual (resid0) = 0.0004500882726 MLMG: Final Iter. 6 resid, resid/bnorm = 7.282835047e-12, 1.618090381e-08 MLMG: Timers: Solve = 0.010502486 Iter = 0.009912149 Bottom = 0.004966597 Time in solve 0.011966509 Max/L2 norm of divergence after solve at level 1 : 1.859562402e-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 : 0.0005015031844 0.003808082118 and volume-weighted sum 42844.30097 Subtracting 1.859561674e-05 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 = 0.0004829075676 MLMG: Initial residual (resid0) = 0.0004829075676 MLMG: Final Iter. 6 resid, resid/bnorm = 9.620545988e-12, 1.99221272e-08 MLMG: Timers: Solve = 0.010483799 Iter = 0.009900407 Bottom = 0.004977387 Time in solve 0.011923704 Max/L2 norm of divergence after solve at level 1 : 1.859562494e-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 = 0.046430572 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: 0.2634994022 (terrain aware) 0.2634994022 (terrain unaware) Anelastic dt at level 1 would be: 3.0187418 (terrain aware) 3.0187418 (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 : 0.0005161350442 0.002910508071 and volume-weighted sum 61199.53798 Subtracting 2.656229947e-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 = 0.0004895727447 MLMG: Initial residual (resid0) = 0.0004895727447 MLMG: Final Iter. 6 resid, resid/bnorm = 1.258258788e-11, 2.570116089e-08 MLMG: Timers: Solve = 0.010542715 Iter = 0.009964395 Bottom = 0.005039917 Time in solve 0.011994811 Max/L2 norm of divergence after solve at level 1 : 2.656231205e-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 : 0.0005349263398 0.00397478196 and volume-weighted sum 61199.53798 Subtracting 2.656229947e-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 = 0.0005083640403 MLMG: Initial residual (resid0) = 0.0005083640403 MLMG: Final Iter. 6 resid, resid/bnorm = 9.056323484e-12, 1.78146422e-08 MLMG: Timers: Solve = 0.010613039 Iter = 0.010010318 Bottom = 0.005055421 Time in solve 0.012120952 Max/L2 norm of divergence after solve at level 1 : 2.65623079e-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 = 0.046253058 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: 0.2632349356 (terrain aware) 0.2632349356 (terrain unaware) Anelastic dt at level 1 would be: 2.988806772 (terrain aware) 2.988806772 (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 : 0.0005233435541 0.003141167909 and volume-weighted sum 74990.25026 Subtracting 3.254785167e-05 from rhs in subdomain 0 Sum after subtraction -6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004907957024 MLMG: Initial residual (resid0) = 0.0004907957024 MLMG: Final Iter. 6 resid, resid/bnorm = 1.47315111e-11, 3.001556662e-08 MLMG: Timers: Solve = 0.010571904 Iter = 0.009983778 Bottom = 0.005046429 Time in solve 0.012069074 Max/L2 norm of divergence after solve at level 1 : 3.25478664e-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 : 0.000528939809 0.004134146295 and volume-weighted sum 74990.25026 Subtracting 3.254785167e-05 from rhs in subdomain 0 Sum after subtraction -1.062518129e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0004963919573 MLMG: Initial residual (resid0) = 0.0004963919573 MLMG: Final Iter. 6 resid, resid/bnorm = 9.37123545e-12, 1.887870122e-08 MLMG: Timers: Solve = 0.01059424 Iter = 0.010006603 Bottom = 0.005049892 Time in solve 0.012090889 Max/L2 norm of divergence after solve at level 1 : 3.254786033e-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 = 0.046466774 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: 0.2630297627 (terrain aware) 0.2630297627 (terrain unaware) Anelastic dt at level 1 would be: 2.95892628 (terrain aware) 2.95892628 (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 : 0.0005647901479 0.003319731356 and volume-weighted sum 83457.38541 Subtracting 3.622282353e-05 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 = 0.0005285673244 MLMG: Initial residual (resid0) = 0.0005285673244 MLMG: Final Iter. 6 resid, resid/bnorm = 1.706645928e-11, 3.228814665e-08 MLMG: Timers: Solve = 0.010565309 Iter = 0.009978331 Bottom = 0.005040003 Time in solve 0.012010285 Max/L2 norm of divergence after solve at level 1 : 3.62228406e-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 : 0.0005624334329 0.004261089245 and volume-weighted sum 83457.38541 Subtracting 3.622282353e-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 = 0.0005262106094 MLMG: Initial residual (resid0) = 0.0005262106094 MLMG: Final Iter. 6 resid, resid/bnorm = 9.613559379e-12, 1.826941382e-08 MLMG: Timers: Solve = 0.010564848 Iter = 0.009981465 Bottom = 0.005031883 Time in solve 0.012011718 Max/L2 norm of divergence after solve at level 1 : 3.62228324e-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 = 0.046488103 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: 0.2627733197 (terrain aware) 0.2627733197 (terrain unaware) Anelastic dt at level 1 would be: 2.93132678 (terrain aware) 2.93132678 (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 : 0.0005718323391 0.003445992348 and volume-weighted sum 84893.80901 Subtracting 3.684627127e-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 = 0.0005349860678 MLMG: Initial residual (resid0) = 0.0005349860678 MLMG: Final Iter. 6 resid, resid/bnorm = 1.941975621e-11, 3.629955504e-08 MLMG: Timers: Solve = 0.010616111 Iter = 0.010040922 Bottom = 0.005110742 Time in solve 0.012077786 Max/L2 norm of divergence after solve at level 1 : 3.684629069e-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 : 0.0005518516695 0.004329653096 and volume-weighted sum 84893.80901 Subtracting 3.684627127e-05 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 = 0.0005150053982 MLMG: Initial residual (resid0) = 0.0005150053982 MLMG: Final Iter. 6 resid, resid/bnorm = 9.77389659e-12, 1.897824105e-08 MLMG: Timers: Solve = 0.010663924 Iter = 0.010073194 Bottom = 0.005069175 Time in solve 0.01212744 Max/L2 norm of divergence after solve at level 1 : 3.684628035e-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 = 0.046997858 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: 0.2625870377 (terrain aware) 0.2625870377 (terrain unaware) Anelastic dt at level 1 would be: 2.908303542 (terrain aware) 2.908303542 (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 : 0.0005965182552 0.003488886961 and volume-weighted sum 77468.90819 Subtracting 3.362365807e-05 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 = 0.0005628945971 MLMG: Initial residual (resid0) = 0.0005628945971 MLMG: Final Iter. 6 resid, resid/bnorm = 2.00520073e-11, 3.562302322e-08 MLMG: Timers: Solve = 0.010557326 Iter = 0.009965585 Bottom = 0.005057716 Time in solve 0.012031371 Max/L2 norm of divergence after solve at level 1 : 3.362367812e-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 : 0.0005823020126 0.004323524621 and volume-weighted sum 77468.90819 Subtracting 3.362365807e-05 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 = 0.0005486783545 MLMG: Initial residual (resid0) = 0.0005486783545 MLMG: Final Iter. 6 resid, resid/bnorm = 9.850518282e-12, 1.795317457e-08 MLMG: Timers: Solve = 0.010483033 Iter = 0.009894656 Bottom = 0.004981756 Time in solve 0.012004959 Max/L2 norm of divergence after solve at level 1 : 3.362366734e-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 = 0.046138723 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: 0.2623735702 (terrain aware) 0.2623735702 (terrain unaware) Anelastic dt at level 1 would be: 2.883426797 (terrain aware) 2.883426797 (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 : 0.0006021276573 0.003399647819 and volume-weighted sum 61051.55091 Subtracting 2.649806897e-05 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 = 0.0005756295884 MLMG: Initial residual (resid0) = 0.0005756295884 MLMG: Final Iter. 6 resid, resid/bnorm = 1.669493954e-11, 2.900292111e-08 MLMG: Timers: Solve = 0.010518393 Iter = 0.009925055 Bottom = 0.005006974 Time in solve 0.011999251 Max/L2 norm of divergence after solve at level 1 : 2.649808567e-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 : 0.0005691249518 0.004261619329 and volume-weighted sum 61051.55091 Subtracting 2.649806897e-05 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 = 0.0005426268828 MLMG: Initial residual (resid0) = 0.0005426268828 MLMG: Final Iter. 6 resid, resid/bnorm = 9.852984985e-12, 1.815793743e-08 MLMG: Timers: Solve = 0.010496161 Iter = 0.009873023 Bottom = 0.004906222 Time in solve 0.011972679 Max/L2 norm of divergence after solve at level 1 : 2.649807841e-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 = 0.046342637 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: 0.2622081175 (terrain aware) 0.2622081175 (terrain unaware) Anelastic dt at level 1 would be: 2.864318794 (terrain aware) 2.864318794 (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 : 0.0006236848176 0.003201044331 and volume-weighted sum 38601.00029 Subtracting 1.675390638e-05 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 = 0.0006069309113 MLMG: Initial residual (resid0) = 0.0006069309113 MLMG: Final Iter. 6 resid, resid/bnorm = 9.789421609e-12, 1.61293838e-08 MLMG: Timers: Solve = 0.010532295 Iter = 0.00994043 Bottom = 0.00496116 Time in solve 0.012005214 Max/L2 norm of divergence after solve at level 1 : 1.675391485e-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 : 0.0005793586234 0.004198401659 and volume-weighted sum 38601.00029 Subtracting 1.675390638e-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 = 0.000562604717 MLMG: Initial residual (resid0) = 0.000562604717 MLMG: Final Iter. 6 resid, resid/bnorm = 9.821736266e-12, 1.74576145e-08 MLMG: Timers: Solve = 0.010413986 Iter = 0.009845541 Bottom = 0.004890964 Time in solve 0.011845229 Max/L2 norm of divergence after solve at level 1 : 1.675391598e-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 = 0.046678655 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: 0.2620335983 (terrain aware) 0.2620335983 (terrain unaware) Anelastic dt at level 1 would be: 2.843855335 (terrain aware) 2.843855335 (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 : 0.0006151588971 0.003109449827 and volume-weighted sum 15471.41379 Subtracting 6.715023346e-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 = 0.0006084438737 MLMG: Initial residual (resid0) = 0.0006084438737 MLMG: Final Iter. 6 resid, resid/bnorm = 8.10349425e-12, 1.331839238e-08 MLMG: Timers: Solve = 0.010174664 Iter = 0.009586188 Bottom = 0.00465643 Time in solve 0.011650292 Max/L2 norm of divergence after solve at level 1 : 6.715028709e-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 : 0.000568186688 0.004184466963 and volume-weighted sum 15471.41379 Subtracting 6.715023346e-06 from rhs in subdomain 0 Sum after subtraction 4.119968255e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005614716647 MLMG: Initial residual (resid0) = 0.0005614716647 MLMG: Final Iter. 6 resid, resid/bnorm = 9.788140181e-12, 1.743300828e-08 MLMG: Timers: Solve = 0.010369503 Iter = 0.009779158 Bottom = 0.004843027 Time in solve 0.011828776 Max/L2 norm of divergence after solve at level 1 : 6.715033132e-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 = 0.045817207 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: 0.2618932448 (terrain aware) 0.2618932448 (terrain unaware) Anelastic dt at level 1 would be: 2.819328701 (terrain aware) 2.819328701 (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 : 0.0006420979511 0.003239263276 and volume-weighted sum -3620.576945 Subtracting -1.571430966e-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 = 0.000643669382 MLMG: Initial residual (resid0) = 0.000643669382 MLMG: Final Iter. 6 resid, resid/bnorm = 1.831807688e-11, 2.8458829e-08 MLMG: Timers: Solve = 0.010266289 Iter = 0.009670753 Bottom = 0.004748201 Time in solve 0.011741479 Max/L2 norm of divergence after solve at level 1 : 1.571449284e-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 : 0.0005649049362 0.004223658367 and volume-weighted sum -3620.576945 Subtracting -1.571430966e-06 from rhs in subdomain 0 Sum after subtraction 6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0005664763672 MLMG: Initial residual (resid0) = 0.0005664763672 MLMG: Final Iter. 6 resid, resid/bnorm = 9.957788276e-12, 1.757847079e-08 MLMG: Timers: Solve = 0.010441009 Iter = 0.009859093 Bottom = 0.004928973 Time in solve 0.011914284 Max/L2 norm of divergence after solve at level 1 : 1.571440729e-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 = 0.046280684 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: 0.2617538632 (terrain aware) 0.2617538632 (terrain unaware) Anelastic dt at level 1 would be: 2.804285497 (terrain aware) 2.804285497 (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 : 0.0006293295759 0.003351347259 and volume-weighted sum -17561.31411 Subtracting -7.622098139e-06 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 = 0.000636951674 MLMG: Initial residual (resid0) = 0.000636951674 MLMG: Final Iter. 6 resid, resid/bnorm = 1.860993109e-11, 2.921717902e-08 MLMG: Timers: Solve = 0.010302749 Iter = 0.009725369 Bottom = 0.00480728 Time in solve 0.011733643 Max/L2 norm of divergence after solve at level 1 : 7.622116749e-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 : 0.0005630372205 0.004289148504 and volume-weighted sum -17561.31411 Subtracting -7.622098139e-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 = 0.0005706593186 MLMG: Initial residual (resid0) = 0.0005706593186 MLMG: Final Iter. 6 resid, resid/bnorm = 1.009491426e-11, 1.768991398e-08 MLMG: Timers: Solve = 0.010382255 Iter = 0.009786945 Bottom = 0.004844879 Time in solve 0.01184482 Max/L2 norm of divergence after solve at level 1 : 7.622107861e-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 = 0.045740531 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: 0.2616471072 (terrain aware) 0.2616471072 (terrain unaware) Anelastic dt at level 1 would be: 2.782685783 (terrain aware) 2.782685783 (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 : 0.0006675492414 0.003365631422 and volume-weighted sum -28856.88253 Subtracting -1.25246886e-05 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 = 0.00068007393 MLMG: Initial residual (resid0) = 0.00068007393 MLMG: Final Iter. 6 resid, resid/bnorm = 9.846475772e-12, 1.447853731e-08 MLMG: Timers: Solve = 0.010440888 Iter = 0.009854089 Bottom = 0.004915108 Time in solve 0.01192001 Max/L2 norm of divergence after solve at level 1 : 1.252469844e-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 : 0.0005607498675 0.004365572638 and volume-weighted sum -28856.88253 Subtracting -1.25246886e-05 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 = 0.0005732745561 MLMG: Initial residual (resid0) = 0.0005732745561 MLMG: Final Iter. 6 resid, resid/bnorm = 1.017621607e-11, 1.775103388e-08 MLMG: Timers: Solve = 0.010478712 Iter = 0.009890307 Bottom = 0.004920565 Time in solve 0.011940842 Max/L2 norm of divergence after solve at level 1 : 1.252469828e-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 = 0.046123436 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: 0.2615423068 (terrain aware) 0.2615423068 (terrain unaware) Anelastic dt at level 1 would be: 2.770877272 (terrain aware) 2.770877272 (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 : 0.0006650594101 0.003435850234 and volume-weighted sum -40675.01791 Subtracting -1.765408764e-05 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 = 0.0006827134977 MLMG: Initial residual (resid0) = 0.0006827134977 MLMG: Final Iter. 6 resid, resid/bnorm = 6.94777911e-12, 1.017671268e-08 MLMG: Timers: Solve = 0.010635343 Iter = 0.010042726 Bottom = 0.005115088 Time in solve 0.012103078 Max/L2 norm of divergence after solve at level 1 : 1.765408987e-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 : 0.0005604477004 0.004454454337 and volume-weighted sum -40675.01791 Subtracting -1.765408764e-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 = 0.000578101788 MLMG: Initial residual (resid0) = 0.000578101788 MLMG: Final Iter. 6 resid, resid/bnorm = 1.02051048e-11, 1.765278193e-08 MLMG: Timers: Solve = 0.010613112 Iter = 0.010011072 Bottom = 0.005051098 Time in solve 0.012119272 Max/L2 norm of divergence after solve at level 1 : 1.765409747e-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 = 0.046928662 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: 0.261477735 (terrain aware) 0.261477735 (terrain unaware) Anelastic dt at level 1 would be: 2.754123056 (terrain aware) 2.754123056 (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 : 0.0006881537378 0.003555156514 and volume-weighted sum -53456.99356 Subtracting -2.320182012e-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 = 0.0007113555579 MLMG: Initial residual (resid0) = 0.0007113555579 MLMG: Final Iter. 6 resid, resid/bnorm = 7.644928154e-12, 1.074698591e-08 MLMG: Timers: Solve = 0.010623114 Iter = 0.010048456 Bottom = 0.005127529 Time in solve 0.012054274 Max/L2 norm of divergence after solve at level 1 : 2.320182309e-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 : 0.0005859974607 0.004559654015 and volume-weighted sum -53456.99356 Subtracting -2.320182012e-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 = 0.0006091992808 MLMG: Initial residual (resid0) = 0.0006091992808 MLMG: Final Iter. 6 resid, resid/bnorm = 1.019294035e-11, 1.673170122e-08 MLMG: Timers: Solve = 0.010585303 Iter = 0.010011845 Bottom = 0.00501459 Time in solve 0.01201377 Max/L2 norm of divergence after solve at level 1 : 2.320183005e-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 = 0.046698521 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: 0.2614042991 (terrain aware) 0.2614042991 (terrain unaware) Anelastic dt at level 1 would be: 2.74569667 (terrain aware) 2.74569667 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (63,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(1) m_ref->m_hash_sig(0) ((0,0,0) (47,0,47) (0,0,0)) ) [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 : 0.005653074673 0.06516662421 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 = 0.005679508978 MLMG: Initial residual (resid0) = 0.005679508978 MLMG: Final Iter. 7 resid, resid/bnorm = 4.021464303e-11, 7.080654892e-09 MLMG: Timers: Solve = 0.014760118 Iter = 0.014164826 Bottom = 0.008397683 Time in solve 0.0162074 Max/L2 norm of divergence after solve at level 1 : 2.643433687e-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 : 0.0005783447863 0.004786758952 and volume-weighted sum -81206.18694 Subtracting -2.643430565e-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 = 0.0006047790919 MLMG: Initial residual (resid0) = 0.0006047790919 MLMG: Final Iter. 6 resid, resid/bnorm = 1.242199057e-11, 2.053971564e-08 MLMG: Timers: Solve = 0.012979199 Iter = 0.012393152 Bottom = 0.007458973 Time in solve 0.014467697 Max/L2 norm of divergence after solve at level 1 : 2.643431807e-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 = 0.058033937 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: 0.2613874727 (terrain aware) 0.2613874727 (terrain unaware) Anelastic dt at level 1 would be: 2.733238391 (terrain aware) 2.733238391 (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 : 0.0007047806501 0.005555408394 and volume-weighted sum -80657.15314 Subtracting -2.62555837e-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 = 0.0007310362338 MLMG: Initial residual (resid0) = 0.0007310362338 MLMG: Final Iter. 6 resid, resid/bnorm = 5.226456893e-11, 7.149381455e-08 MLMG: Timers: Solve = 0.012330732 Iter = 0.01175178 Bottom = 0.006816195 Time in solve 0.013758124 Max/L2 norm of divergence after solve at level 1 : 2.625560913e-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 : 0.0006035878393 0.004735828439 and volume-weighted sum -80657.15314 Subtracting -2.62555837e-05 from rhs in subdomain 0 Sum after subtraction 1.517883041e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000629843423 MLMG: Initial residual (resid0) = 0.000629843423 MLMG: Final Iter. 6 resid, resid/bnorm = 1.243248527e-11, 1.973900944e-08 MLMG: Timers: Solve = 0.012751099 Iter = 0.012163267 Bottom = 0.007247759 Time in solve 0.014195266 Max/L2 norm of divergence after solve at level 1 : 2.625559614e-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 = 0.050865767 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: 0.2613333637 (terrain aware) 0.2613333637 (terrain unaware) Anelastic dt at level 1 would be: 2.72738361 (terrain aware) 2.72738361 (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 : 0.0007287501876 0.004163881733 and volume-weighted sum -63118.51875 Subtracting -2.054639282e-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 = 0.0007492965804 MLMG: Initial residual (resid0) = 0.0007492965804 MLMG: Final Iter. 6 resid, resid/bnorm = 3.000904562e-11, 4.004962307e-08 MLMG: Timers: Solve = 0.01218485 Iter = 0.011606852 Bottom = 0.006664017 Time in solve 0.013622327 Max/L2 norm of divergence after solve at level 1 : 2.054642283e-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 : 0.0006227902866 0.004699898908 and volume-weighted sum -63118.51875 Subtracting -2.054639282e-05 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 = 0.0006433366794 MLMG: Initial residual (resid0) = 0.0006433366794 MLMG: Final Iter. 6 resid, resid/bnorm = 1.247629566e-11, 1.939310482e-08 MLMG: Timers: Solve = 0.012776848 Iter = 0.012176764 Bottom = 0.007251301 Time in solve 0.01422997 Max/L2 norm of divergence after solve at level 1 : 2.05464053e-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 = 0.050352869 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: 0.2613601622 (terrain aware) 0.2613601622 (terrain unaware) Anelastic dt at level 1 would be: 2.717458353 (terrain aware) 2.717458353 (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 : 0.0007399596062 0.00403233364 and volume-weighted sum -29287.52316 Subtracting -9.533698946e-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 = 0.0007494933052 MLMG: Initial residual (resid0) = 0.0007494933052 MLMG: Final Iter. 6 resid, resid/bnorm = 2.723391613e-11, 3.633643683e-08 MLMG: Timers: Solve = 0.011824223 Iter = 0.011242172 Bottom = 0.006312202 Time in solve 0.013311003 Max/L2 norm of divergence after solve at level 1 : 9.53372618e-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 : 0.0006283453476 0.004646458026 and volume-weighted sum -29287.52316 Subtracting -9.533698946e-06 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 = 0.0006378790465 MLMG: Initial residual (resid0) = 0.0006378790465 MLMG: Final Iter. 6 resid, resid/bnorm = 1.269605737e-11, 1.99035498e-08 MLMG: Timers: Solve = 0.012878559 Iter = 0.012298485 Bottom = 0.007329236 Time in solve 0.014317575 Max/L2 norm of divergence after solve at level 1 : 9.533711642e-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 = 0.050501587 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: 0.261334119 (terrain aware) 0.261334119 (terrain unaware) Anelastic dt at level 1 would be: 2.715225166 (terrain aware) 2.715225166 (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 : 0.0007844097775 0.00371556314 and volume-weighted sum 13522.01457 Subtracting 4.40169745e-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 = 0.0007800080801 MLMG: Initial residual (resid0) = 0.0007800080801 MLMG: Final Iter. 6 resid, resid/bnorm = 1.371263011e-11, 1.758011291e-08 MLMG: Timers: Solve = 0.012377077 Iter = 0.011782944 Bottom = 0.006844531 Time in solve 0.013817607 Max/L2 norm of divergence after solve at level 1 : 4.401707799e-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 : 0.0006719598746 0.004681024896 and volume-weighted sum 13522.01457 Subtracting 4.40169745e-06 from rhs in subdomain 0 Sum after subtraction 7.589415207e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006675581771 MLMG: Initial residual (resid0) = 0.0006675581771 MLMG: Final Iter. 6 resid, resid/bnorm = 1.291092217e-11, 1.934051984e-08 MLMG: Timers: Solve = 0.012702293 Iter = 0.012136829 Bottom = 0.007195082 Time in solve 0.014124594 Max/L2 norm of divergence after solve at level 1 : 4.401705481e-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 = 0.05101015 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: 0.2614069051 (terrain aware) 0.2614069051 (terrain unaware) Anelastic dt at level 1 would be: 2.708444857 (terrain aware) 2.708444857 (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 : 0.0007855560534 0.003740612681 and volume-weighted sum 55768.14102 Subtracting 1.815369174e-05 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 = 0.0007674023616 MLMG: Initial residual (resid0) = 0.0007674023616 MLMG: Final Iter. 6 resid, resid/bnorm = 5.942824754e-12, 7.744079314e-09 MLMG: Timers: Solve = 0.012580552 Iter = 0.011989797 Bottom = 0.007045256 Time in solve 0.014027656 Max/L2 norm of divergence after solve at level 1 : 1.815369768e-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 : 0.0006868345158 0.004839116747 and volume-weighted sum 55768.14102 Subtracting 1.815369174e-05 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000668680824 MLMG: Initial residual (resid0) = 0.000668680824 MLMG: Final Iter. 6 resid, resid/bnorm = 1.290810677e-11, 1.93038387e-08 MLMG: Timers: Solve = 0.012715543 Iter = 0.012128301 Bottom = 0.007200087 Time in solve 0.014141045 Max/L2 norm of divergence after solve at level 1 : 1.815369962e-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 = 0.051261882 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: 0.2614261501 (terrain aware) 0.2614261501 (terrain unaware) Anelastic dt at level 1 would be: 2.710040392 (terrain aware) 2.710040392 (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 : 0.0008360483614 0.004081839449 and volume-weighted sum 90308.59259 Subtracting 2.939732832e-05 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 = 0.0008066510331 MLMG: Initial residual (resid0) = 0.0008066510331 MLMG: Final Iter. 6 resid, resid/bnorm = 1.755114098e-11, 2.175803447e-08 MLMG: Timers: Solve = 0.012344856 Iter = 0.011749451 Bottom = 0.00673281 Time in solve 0.013818774 Max/L2 norm of divergence after solve at level 1 : 2.939734587e-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 : 0.0007188601317 0.005060532819 and volume-weighted sum 90308.59259 Subtracting 2.939732832e-05 from rhs in subdomain 0 Sum after subtraction 1.235990477e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006894628034 MLMG: Initial residual (resid0) = 0.0006894628034 MLMG: Final Iter. 6 resid, resid/bnorm = 1.273011774e-11, 1.846382093e-08 MLMG: Timers: Solve = 0.012788443 Iter = 0.012173046 Bottom = 0.007250468 Time in solve 0.014262419 Max/L2 norm of divergence after solve at level 1 : 2.939733601e-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 = 0.051791711 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: 0.2615245311 (terrain aware) 0.2615245311 (terrain unaware) Anelastic dt at level 1 would be: 2.706037916 (terrain aware) 2.706037916 (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 : 0.000828445219 0.004372650813 and volume-weighted sum 113848.6191 Subtracting 3.706009737e-05 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 = 0.0007913851216 MLMG: Initial residual (resid0) = 0.0007913851216 MLMG: Final Iter. 6 resid, resid/bnorm = 2.040583001e-11, 2.578495532e-08 MLMG: Timers: Solve = 0.01236176 Iter = 0.011771275 Bottom = 0.006816927 Time in solve 0.013804019 Max/L2 norm of divergence after solve at level 1 : 3.706011778e-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 : 0.0007383142926 0.005263550457 and volume-weighted sum 113848.6191 Subtracting 3.706009737e-05 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 = 0.0007012541952 MLMG: Initial residual (resid0) = 0.0007012541952 MLMG: Final Iter. 6 resid, resid/bnorm = 1.243726026e-11, 1.77357374e-08 MLMG: Timers: Solve = 0.012514129 Iter = 0.011908233 Bottom = 0.006987399 Time in solve 0.013950993 Max/L2 norm of divergence after solve at level 1 : 3.706010484e-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 = 0.051415602 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: 0.2616065723 (terrain aware) 0.2616065723 (terrain unaware) Anelastic dt at level 1 would be: 2.711481905 (terrain aware) 2.711481905 (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 : 0.0008635081834 0.004510116595 and volume-weighted sum 125431.8026 Subtracting 4.083066491e-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 = 0.0008226775184 MLMG: Initial residual (resid0) = 0.0008226775184 MLMG: Final Iter. 6 resid, resid/bnorm = 1.8823568e-11, 2.288085863e-08 MLMG: Timers: Solve = 0.012379122 Iter = 0.01178519 Bottom = 0.006848303 Time in solve 0.013824108 Max/L2 norm of divergence after solve at level 1 : 4.083068374e-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 : 0.000739146942 0.00539626398 and volume-weighted sum 125431.8026 Subtracting 4.083066491e-05 from rhs in subdomain 0 Sum after subtraction 2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0006983162771 MLMG: Initial residual (resid0) = 0.0006983162771 MLMG: Final Iter. 6 resid, resid/bnorm = 1.206894881e-11, 1.728292639e-08 MLMG: Timers: Solve = 0.012760332 Iter = 0.012171143 Bottom = 0.00723937 Time in solve 0.014228133 Max/L2 norm of divergence after solve at level 1 : 4.083067214e-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 = 0.051208593 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: 0.2617228568 (terrain aware) 0.2617228568 (terrain unaware) Anelastic dt at level 1 would be: 2.709801981 (terrain aware) 2.709801981 (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 : 0.0008549793814 0.004528365982 and volume-weighted sum 124576.1173 Subtracting 4.05521215e-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 = 0.0008144272599 MLMG: Initial residual (resid0) = 0.0008144272599 MLMG: Final Iter. 6 resid, resid/bnorm = 1.833672573e-11, 2.251487227e-08 MLMG: Timers: Solve = 0.012340408 Iter = 0.011744956 Bottom = 0.00682893 Time in solve 0.013779699 Max/L2 norm of divergence after solve at level 1 : 4.055213984e-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 : 0.0007581900434 0.005434694161 and volume-weighted sum 124576.1173 Subtracting 4.05521215e-05 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 = 0.0007176379218 MLMG: Initial residual (resid0) = 0.0007176379218 MLMG: Final Iter. 6 resid, resid/bnorm = 1.163093379e-11, 1.620724524e-08 MLMG: Timers: Solve = 0.012826585 Iter = 0.012259257 Bottom = 0.007268535 Time in solve 0.014248899 Max/L2 norm of divergence after solve at level 1 : 4.055212848e-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 = 0.050900599 seconds. 3DPlotfile write time = 0.006700427 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: 0.2618609431 (terrain aware) 0.2618609431 (terrain unaware) Anelastic dt at level 1 would be: 2.717347665 (terrain aware) 2.717347665 (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 : 0.0008681137907 0.004442831421 and volume-weighted sum 110850.0822 Subtracting 3.608401114e-05 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 = 0.0008320297795 MLMG: Initial residual (resid0) = 0.0008320297795 MLMG: Final Iter. 6 resid, resid/bnorm = 1.830065887e-11, 2.199519695e-08 MLMG: Timers: Solve = 0.012482493 Iter = 0.011882367 Bottom = 0.006885219 Time in solve 0.013952647 Max/L2 norm of divergence after solve at level 1 : 3.608402944e-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 : 0.0007533706342 0.005380145079 and volume-weighted sum 110850.0822 Subtracting 3.608401114e-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 = 0.000717286623 MLMG: Initial residual (resid0) = 0.000717286623 MLMG: Final Iter. 6 resid, resid/bnorm = 1.129175063e-11, 1.574231314e-08 MLMG: Timers: Solve = 0.012732869 Iter = 0.012146854 Bottom = 0.007219345 Time in solve 0.014172811 Max/L2 norm of divergence after solve at level 1 : 3.608401803e-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 = 0.051603576 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: 0.261985964 (terrain aware) 0.261985964 (terrain unaware) Anelastic dt at level 1 would be: 2.719110071 (terrain aware) 2.719110071 (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 : 0.0008580270157 0.004237118287 and volume-weighted sum 84931.66527 Subtracting 2.764702646e-05 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 = 0.0008303799893 MLMG: Initial residual (resid0) = 0.0008303799893 MLMG: Final Iter. 6 resid, resid/bnorm = 1.687583882e-11, 2.032303167e-08 MLMG: Timers: Solve = 0.012330327 Iter = 0.011746524 Bottom = 0.006807746 Time in solve 0.013798106 Max/L2 norm of divergence after solve at level 1 : 2.764704333e-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 : 0.0007654917296 0.005265865802 and volume-weighted sum 84931.66527 Subtracting 2.764702646e-05 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 = 0.0007378447031 MLMG: Initial residual (resid0) = 0.0007378447031 MLMG: Final Iter. 6 resid, resid/bnorm = 1.110859338e-11, 1.505546267e-08 MLMG: Timers: Solve = 0.012821322 Iter = 0.012235235 Bottom = 0.007329775 Time in solve 0.014249661 Max/L2 norm of divergence after solve at level 1 : 2.76470334e-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 = 0.051380033 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: 0.2621708343 (terrain aware) 0.2621708343 (terrain unaware) Anelastic dt at level 1 would be: 2.728049446 (terrain aware) 2.728049446 (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 : 0.0008612653669 0.003937677362 and volume-weighted sum 49944.04026 Subtracting 1.625782561e-05 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 = 0.0008450075413 MLMG: Initial residual (resid0) = 0.0008450075413 MLMG: Final Iter. 6 resid, resid/bnorm = 1.248997226e-11, 1.478090035e-08 MLMG: Timers: Solve = 0.012416602 Iter = 0.011841942 Bottom = 0.00689311 Time in solve 0.013868168 Max/L2 norm of divergence after solve at level 1 : 1.625783741e-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 : 0.0007581476782 0.005158957981 and volume-weighted sum 49944.04026 Subtracting 1.625782561e-05 from rhs in subdomain 0 Sum after subtraction -5.746271514e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007418898526 MLMG: Initial residual (resid0) = 0.0007418898526 MLMG: Final Iter. 6 resid, resid/bnorm = 1.113323214e-11, 1.500658366e-08 MLMG: Timers: Solve = 0.012748131 Iter = 0.012151247 Bottom = 0.007226755 Time in solve 0.014212552 Max/L2 norm of divergence after solve at level 1 : 1.625783265e-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 = 0.051389639 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: 0.2622963541 (terrain aware) 0.2622963541 (terrain unaware) Anelastic dt at level 1 would be: 2.733353905 (terrain aware) 2.733353905 (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 : 0.0008417897451 0.003706912099 and volume-weighted sum 11721.93012 Subtracting 3.815732459e-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 = 0.0008379740126 MLMG: Initial residual (resid0) = 0.0008379740126 MLMG: Final Iter. 6 resid, resid/bnorm = 6.429659495e-12, 7.672862641e-09 MLMG: Timers: Solve = 0.012706436 Iter = 0.012119425 Bottom = 0.007202477 Time in solve 0.014146927 Max/L2 norm of divergence after solve at level 1 : 3.815737279e-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 : 0.0007508461114 0.005125188618 and volume-weighted sum 11721.93012 Subtracting 3.815732459e-06 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 = 0.0007470303789 MLMG: Initial residual (resid0) = 0.0007470303789 MLMG: Final Iter. 6 resid, resid/bnorm = 1.122092469e-11, 1.502070733e-08 MLMG: Timers: Solve = 0.012369413 Iter = 0.011785275 Bottom = 0.006849207 Time in solve 0.013799032 Max/L2 norm of divergence after solve at level 1 : 3.815739667e-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 = 0.05122353 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: 0.2625008745 (terrain aware) 0.2625008745 (terrain unaware) Anelastic dt at level 1 would be: 2.743361431 (terrain aware) 2.743361431 (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 : 0.0008540313785 0.00374492103 and volume-weighted sum -22902.45786 Subtracting -7.455227166e-06 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 = 0.0008614866057 MLMG: Initial residual (resid0) = 0.0008614866057 MLMG: Final Iter. 6 resid, resid/bnorm = 7.68834164e-12, 8.92450514e-09 MLMG: Timers: Solve = 0.012419627 Iter = 0.011824875 Bottom = 0.006895142 Time in solve 0.013908491 Max/L2 norm of divergence after solve at level 1 : 7.455234855e-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 : 0.0007461892657 0.005180054903 and volume-weighted sum -22902.45786 Subtracting -7.455227166e-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 = 0.0007536444929 MLMG: Initial residual (resid0) = 0.0007536444929 MLMG: Final Iter. 6 resid, resid/bnorm = 1.13219127e-11, 1.502288255e-08 MLMG: Timers: Solve = 0.012517926 Iter = 0.01193345 Bottom = 0.007013584 Time in solve 0.013958568 Max/L2 norm of divergence after solve at level 1 : 7.455238488e-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 = 0.051143816 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: 0.2626407861 (terrain aware) 0.2626407861 (terrain unaware) Anelastic dt at level 1 would be: 2.752129248 (terrain aware) 2.752129248 (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 : 0.000847084538 0.003946856204 and volume-weighted sum -49155.46566 Subtracting -1.600112815e-05 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 = 0.0008630856661 MLMG: Initial residual (resid0) = 0.0008630856661 MLMG: Final Iter. 6 resid, resid/bnorm = 1.448330367e-11, 1.678084139e-08 MLMG: Timers: Solve = 0.01217537 Iter = 0.01158632 Bottom = 0.00666199 Time in solve 0.013614016 Max/L2 norm of divergence after solve at level 1 : 1.600114263e-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 : 0.0007437031787 0.005283699073 and volume-weighted sum -49155.46566 Subtracting -1.600112815e-05 from rhs in subdomain 0 Sum after subtraction -2.439454888e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007597043068 MLMG: Initial residual (resid0) = 0.0007597043068 MLMG: Final Iter. 6 resid, resid/bnorm = 1.138991977e-11, 1.49925697e-08 MLMG: Timers: Solve = 0.012753234 Iter = 0.01216824 Bottom = 0.007205376 Time in solve 0.014184873 Max/L2 norm of divergence after solve at level 1 : 1.600113954e-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 = 0.051306048 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: 0.2628373673 (terrain aware) 0.2628373673 (terrain unaware) Anelastic dt at level 1 would be: 2.76296532 (terrain aware) 2.76296532 (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 : 0.0008544599904 0.004046299635 and volume-weighted sum -66312.35079 Subtracting -2.158605169e-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 = 0.0008760460421 MLMG: Initial residual (resid0) = 0.0008760460421 MLMG: Final Iter. 6 resid, resid/bnorm = 1.477197186e-11, 1.686209531e-08 MLMG: Timers: Solve = 0.012328421 Iter = 0.011752262 Bottom = 0.00680384 Time in solve 0.013766551 Max/L2 norm of divergence after solve at level 1 : 2.158606646e-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 : 0.0007493049477 0.005391077784 and volume-weighted sum -66312.35079 Subtracting -2.158605169e-05 from rhs in subdomain 0 Sum after subtraction 2.927345866e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007708909994 MLMG: Initial residual (resid0) = 0.0007708909994 MLMG: Final Iter. 6 resid, resid/bnorm = 1.133404763e-11, 1.470252947e-08 MLMG: Timers: Solve = 0.012776824 Iter = 0.012183552 Bottom = 0.007193698 Time in solve 0.01422151 Max/L2 norm of divergence after solve at level 1 : 2.158606302e-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 = 0.05124629 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: 0.2630133161 (terrain aware) 0.2630133161 (terrain unaware) Anelastic dt at level 1 would be: 2.775036029 (terrain aware) 2.775036029 (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 : 0.0008633650531 0.004029799945 and volume-weighted sum -76760.63832 Subtracting -2.498718695e-05 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 = 0.0008883522401 MLMG: Initial residual (resid0) = 0.0008883522401 MLMG: Final Iter. 6 resid, resid/bnorm = 1.032702798e-11, 1.16249248e-08 MLMG: Timers: Solve = 0.012476284 Iter = 0.0118832 Bottom = 0.006942339 Time in solve 0.013917139 Max/L2 norm of divergence after solve at level 1 : 2.498719728e-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 : 0.0007586009784 0.00548386564 and volume-weighted sum -76760.63832 Subtracting -2.498718695e-05 from rhs in subdomain 0 Sum after subtraction -1.604619215e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007632260178 MLMG: Initial residual (resid0) = 0.0007632260178 MLMG: Final Iter. 6 resid, resid/bnorm = 1.131443344e-11, 1.482448603e-08 MLMG: Timers: Solve = 0.012719475 Iter = 0.01215233 Bottom = 0.007183818 Time in solve 0.014161803 Max/L2 norm of divergence after solve at level 1 : 2.498719827e-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 = 0.050756805 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: 0.263201345 (terrain aware) 0.263201345 (terrain unaware) Anelastic dt at level 1 would be: 2.786288941 (terrain aware) 2.786288941 (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 : 0.0008631758227 0.004029158705 and volume-weighted sum -82806.48237 Subtracting -2.695523515e-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 = 0.0008901310578 MLMG: Initial residual (resid0) = 0.0008901310578 MLMG: Final Iter. 6 resid, resid/bnorm = 7.479613174e-12, 8.402822381e-09 MLMG: Timers: Solve = 0.012615498 Iter = 0.012039233 Bottom = 0.007065 Time in solve 0.014051591 Max/L2 norm of divergence after solve at level 1 : 2.695524239e-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 : 0.0007841162326 0.005561192992 and volume-weighted sum -82806.48237 Subtracting -2.695523515e-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 = 0.0007741415351 MLMG: Initial residual (resid0) = 0.0007741415351 MLMG: Final Iter. 6 resid, resid/bnorm = 1.130973581e-11, 1.460939027e-08 MLMG: Timers: Solve = 0.012723814 Iter = 0.012115359 Bottom = 0.007155049 Time in solve 0.014204304 Max/L2 norm of divergence after solve at level 1 : 2.695524646e-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 = 0.051158654 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: 0.263408319 (terrain aware) 0.263408319 (terrain unaware) Anelastic dt at level 1 would be: 2.801270968 (terrain aware) 2.801270968 (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 : 0.0008796637916 0.004050818825 and volume-weighted sum -84014.1589 Subtracting -2.734835902e-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 = 0.0009070121506 MLMG: Initial residual (resid0) = 0.0009070121506 MLMG: Final Iter. 6 resid, resid/bnorm = 8.572134e-12, 9.450958285e-09 MLMG: Timers: Solve = 0.012537467 Iter = 0.011943908 Bottom = 0.006994593 Time in solve 0.01398308 Max/L2 norm of divergence after solve at level 1 : 2.734836759e-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 : 0.0008064816321 0.005617328356 and volume-weighted sum -84014.1589 Subtracting -2.734835902e-05 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 = 0.0007791332731 MLMG: Initial residual (resid0) = 0.0007791332731 MLMG: Final Iter. 6 resid, resid/bnorm = 1.140240495e-11, 1.463472983e-08 MLMG: Timers: Solve = 0.012521557 Iter = 0.011929794 Bottom = 0.006977315 Time in solve 0.013953118 Max/L2 norm of divergence after solve at level 1 : 2.734837042e-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 = 0.051227417 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: 0.2635861359 (terrain aware) 0.2635861359 (terrain unaware) Anelastic dt at level 1 would be: 2.812450738 (terrain aware) 2.812450738 (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 : 0.0008763707152 0.004080238563 and volume-weighted sum -76993.92722 Subtracting -2.506312735e-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 = 0.0009014338426 MLMG: Initial residual (resid0) = 0.0009014338426 MLMG: Final Iter. 6 resid, resid/bnorm = 1.320150001e-11, 1.464500154e-08 MLMG: Timers: Solve = 0.012391823 Iter = 0.011802192 Bottom = 0.006842907 Time in solve 0.013844099 Max/L2 norm of divergence after solve at level 1 : 2.506314055e-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 : 0.0008121423782 0.005637394062 and volume-weighted sum -76993.92722 Subtracting -2.506312735e-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 = 0.0007923744824 MLMG: Initial residual (resid0) = 0.0007923744824 MLMG: Final Iter. 6 resid, resid/bnorm = 1.145241616e-11, 1.445328745e-08 MLMG: Timers: Solve = 0.012498283 Iter = 0.011884122 Bottom = 0.006905329 Time in solve 0.013964944 Max/L2 norm of divergence after solve at level 1 : 2.50631388e-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 = 0.051955554 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: 0.2638198327 (terrain aware) 0.2638198327 (terrain unaware) Anelastic dt at level 1 would be: 2.830086908 (terrain aware) 2.830086908 (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 : 0.0008971832376 0.004131398581 and volume-weighted sum -57761.56011 Subtracting -1.880259118e-05 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 = 0.0009159858288 MLMG: Initial residual (resid0) = 0.0009159858288 MLMG: Final Iter. 6 resid, resid/bnorm = 1.956743093e-11, 2.136215465e-08 MLMG: Timers: Solve = 0.012398234 Iter = 0.011807896 Bottom = 0.006836988 Time in solve 0.01384765 Max/L2 norm of divergence after solve at level 1 : 1.880261075e-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 : 0.0008489591818 0.005617950258 and volume-weighted sum -57761.56011 Subtracting -1.880259118e-05 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 = 0.0008301565907 MLMG: Initial residual (resid0) = 0.0008301565907 MLMG: Final Iter. 6 resid, resid/bnorm = 1.145868676e-11, 1.380304256e-08 MLMG: Timers: Solve = 0.012794673 Iter = 0.012191886 Bottom = 0.007139377 Time in solve 0.014230267 Max/L2 norm of divergence after solve at level 1 : 1.880260264e-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 = 0.051605435 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: 0.263989612 (terrain aware) 0.263989612 (terrain unaware) Anelastic dt at level 1 would be: 2.841050856 (terrain aware) 2.841050856 (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 : 0.0009205040116 0.004105003767 and volume-weighted sum -25295.02833 Subtracting -8.234058702e-06 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 = 0.0009287380703 MLMG: Initial residual (resid0) = 0.0009287380703 MLMG: Final Iter. 6 resid, resid/bnorm = 2.172887773e-11, 2.339613118e-08 MLMG: Timers: Solve = 0.012303425 Iter = 0.011708941 Bottom = 0.006733207 Time in solve 0.01375436 Max/L2 norm of divergence after solve at level 1 : 8.234080431e-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 : 0.0008409872416 0.005597863432 and volume-weighted sum -25295.02833 Subtracting -8.234058702e-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 = 0.0008327531829 MLMG: Initial residual (resid0) = 0.0008327531829 MLMG: Final Iter. 6 resid, resid/bnorm = 1.134698818e-11, 1.362587189e-08 MLMG: Timers: Solve = 0.012663687 Iter = 0.012075699 Bottom = 0.007114877 Time in solve 0.014186805 Max/L2 norm of divergence after solve at level 1 : 8.234070049e-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 = 0.051214977 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: 0.2642358652 (terrain aware) 0.2642358652 (terrain unaware) Anelastic dt at level 1 would be: 2.860400603 (terrain aware) 2.860400603 (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 : 0.0009299577305 0.003952294962 and volume-weighted sum 16305.36155 Subtracting 5.30773488e-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 = 0.0009246499956 MLMG: Initial residual (resid0) = 0.0009246499956 MLMG: Final Iter. 6 resid, resid/bnorm = 1.576227459e-11, 1.704674705e-08 MLMG: Timers: Solve = 0.012322287 Iter = 0.011736777 Bottom = 0.006769955 Time in solve 0.013764649 Max/L2 norm of divergence after solve at level 1 : 5.307746746e-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 : 0.0008785973319 0.005645662066 and volume-weighted sum 16305.36155 Subtracting 5.30773488e-06 from rhs in subdomain 0 Sum after subtraction -3.252606517e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008839050668 MLMG: Initial residual (resid0) = 0.0008839050668 MLMG: Final Iter. 6 resid, resid/bnorm = 1.103736053e-11, 1.248704295e-08 MLMG: Timers: Solve = 0.012701481 Iter = 0.012117229 Bottom = 0.007197282 Time in solve 0.014163669 Max/L2 norm of divergence after solve at level 1 : 5.307743736e-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 = 0.050874545 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: 0.2644189968 (terrain aware) 0.2644189968 (terrain unaware) Anelastic dt at level 1 would be: 2.872280403 (terrain aware) 2.872280403 (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 : 0.0009800214531 0.003936836882 and volume-weighted sum 59001.86949 Subtracting 1.920633772e-05 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 = 0.0009608151154 MLMG: Initial residual (resid0) = 0.0009608151154 MLMG: Final Iter. 6 resid, resid/bnorm = 4.617684856e-12, 4.806007714e-09 MLMG: Timers: Solve = 0.012625228 Iter = 0.012046006 Bottom = 0.007090539 Time in solve 0.014058123 Max/L2 norm of divergence after solve at level 1 : 1.920634234e-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 : 0.0008419701266 0.00579253691 and volume-weighted sum 59001.86949 Subtracting 1.920633772e-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 = 0.0008611764644 MLMG: Initial residual (resid0) = 0.0008611764644 MLMG: Final Iter. 6 resid, resid/bnorm = 1.075502579e-11, 1.248875955e-08 MLMG: Timers: Solve = 0.013049791 Iter = 0.012481318 Bottom = 0.007504594 Time in solve 0.014517191 Max/L2 norm of divergence after solve at level 1 : 1.920634655e-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 = 0.051661758 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: 0.2646635274 (terrain aware) 0.2646635274 (terrain unaware) Anelastic dt at level 1 would be: 2.891394887 (terrain aware) 2.891394887 (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 : 0.0009657818035 0.004239816043 and volume-weighted sum 94582.79141 Subtracting 3.078866908e-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 = 0.0009349931345 MLMG: Initial residual (resid0) = 0.0009349931345 MLMG: Final Iter. 6 resid, resid/bnorm = 9.349155937e-12, 9.999170681e-09 MLMG: Timers: Solve = 0.0122784 Iter = 0.011689023 Bottom = 0.006718932 Time in solve 0.013719343 Max/L2 norm of divergence after solve at level 1 : 3.078867843e-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 : 0.0008679168754 0.0059932413 and volume-weighted sum 94582.79141 Subtracting 3.078866908e-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 = 0.0008987055444 MLMG: Initial residual (resid0) = 0.0008987055444 MLMG: Final Iter. 6 resid, resid/bnorm = 1.0416614e-11, 1.159068625e-08 MLMG: Timers: Solve = 0.013019745 Iter = 0.012434237 Bottom = 0.007492814 Time in solve 0.014467148 Max/L2 norm of divergence after solve at level 1 : 3.078867779e-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 = 0.051491461 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: 0.264877992 (terrain aware) 0.264877992 (terrain unaware) Anelastic dt at level 1 would be: 2.906146561 (terrain aware) 2.906146561 (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 : 0.00101592993 0.004597845991 and volume-weighted sum 117835.4741 Subtracting 3.835790171e-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 = 0.000977572028 MLMG: Initial residual (resid0) = 0.000977572028 MLMG: Final Iter. 6 resid, resid/bnorm = 1.739561068e-11, 1.779470994e-08 MLMG: Timers: Solve = 0.012316135 Iter = 0.011738502 Bottom = 0.006782253 Time in solve 0.013809102 Max/L2 norm of divergence after solve at level 1 : 3.835791911e-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 : 0.0008669808748 0.006169149667 and volume-weighted sum 117835.4741 Subtracting 3.835790171e-05 from rhs in subdomain 0 Sum after subtraction 2.916503844e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009053387765 MLMG: Initial residual (resid0) = 0.0009053387765 MLMG: Final Iter. 6 resid, resid/bnorm = 1.008853544e-11, 1.114338158e-08 MLMG: Timers: Solve = 0.012563357 Iter = 0.011978841 Bottom = 0.007031509 Time in solve 0.014024866 Max/L2 norm of divergence after solve at level 1 : 3.835791025e-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 = 0.051226923 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: 0.2651225764 (terrain aware) 0.2651225764 (terrain unaware) Anelastic dt at level 1 would be: 2.924976321 (terrain aware) 2.924976321 (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 : 0.0009784210048 0.004762634279 and volume-weighted sum 127104.384 Subtracting 4.137512501e-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 = 0.0009370458798 MLMG: Initial residual (resid0) = 0.0009370458798 MLMG: Final Iter. 6 resid, resid/bnorm = 1.987777011e-11, 2.121323036e-08 MLMG: Timers: Solve = 0.012427952 Iter = 0.011835087 Bottom = 0.006866798 Time in solve 0.013876532 Max/L2 norm of divergence after solve at level 1 : 4.137514489e-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 : 0.0008833737169 0.006266912663 and volume-weighted sum 127104.384 Subtracting 4.137512501e-05 from rhs in subdomain 0 Sum after subtraction 2.797241605e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000924748842 MLMG: Initial residual (resid0) = 0.000924748842 MLMG: Final Iter. 6 resid, resid/bnorm = 9.770647412e-12, 1.05657309e-08 MLMG: Timers: Solve = 0.012824134 Iter = 0.01219791 Bottom = 0.007225227 Time in solve 0.014276245 Max/L2 norm of divergence after solve at level 1 : 4.137513345e-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 = 0.051582615 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: 0.2653600583 (terrain aware) 0.2653600583 (terrain unaware) Anelastic dt at level 1 would be: 2.942352672 (terrain aware) 2.942352672 (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 : 0.001030884035 0.004726098584 and volume-weighted sum 122828.5357 Subtracting 3.998324729e-05 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009909007875 MLMG: Initial residual (resid0) = 0.0009909007875 MLMG: Final Iter. 6 resid, resid/bnorm = 1.931037857e-11, 1.948770131e-08 MLMG: Timers: Solve = 0.012405114 Iter = 0.011824263 Bottom = 0.006852721 Time in solve 0.013850527 Max/L2 norm of divergence after solve at level 1 : 3.99832666e-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 : 0.0009277608928 0.006272459397 and volume-weighted sum 122828.5357 Subtracting 3.998324729e-05 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 = 0.0009677441401 MLMG: Initial residual (resid0) = 0.0009677441401 MLMG: Final Iter. 6 resid, resid/bnorm = 9.362352588e-12, 9.674408969e-09 MLMG: Timers: Solve = 0.012809706 Iter = 0.012220102 Bottom = 0.007270285 Time in solve 0.014257743 Max/L2 norm of divergence after solve at level 1 : 3.998325565e-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 = 0.051154105 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: 0.2655905365 (terrain aware) 0.2655905365 (terrain unaware) Anelastic dt at level 1 would be: 2.961089273 (terrain aware) 2.961089273 (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 : 0.000973514204 0.004559067715 and volume-weighted sum 106109.2456 Subtracting 3.454077006e-05 from rhs in subdomain 0 Sum after subtraction 2.775557562e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009389734339 MLMG: Initial residual (resid0) = 0.0009389734339 MLMG: Final Iter. 6 resid, resid/bnorm = 1.805837901e-11, 1.923204466e-08 MLMG: Timers: Solve = 0.012444408 Iter = 0.011868227 Bottom = 0.006867822 Time in solve 0.013886377 Max/L2 norm of divergence after solve at level 1 : 3.454078812e-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 : 0.0009335490481 0.006202387421 and volume-weighted sum 106109.2456 Subtracting 3.454077006e-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 = 0.0009680898182 MLMG: Initial residual (resid0) = 0.0009680898182 MLMG: Final Iter. 6 resid, resid/bnorm = 8.873726223e-12, 9.166222035e-09 MLMG: Timers: Solve = 0.012581415 Iter = 0.011994446 Bottom = 0.007034343 Time in solve 0.014012908 Max/L2 norm of divergence after solve at level 1 : 3.454077833e-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 = 0.050748436 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: 0.2658407884 (terrain aware) 0.2658407884 (terrain unaware) Anelastic dt at level 1 would be: 2.980801376 (terrain aware) 2.980801376 (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 : 0.001027032663 0.004323132913 and volume-weighted sum 78473.01946 Subtracting 2.554460269e-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 = 0.00100148806 MLMG: Initial residual (resid0) = 0.00100148806 MLMG: Final Iter. 6 resid, resid/bnorm = 1.654876271e-11, 1.652417375e-08 MLMG: Timers: Solve = 0.012335908 Iter = 0.011757 Bottom = 0.006786588 Time in solve 0.013771107 Max/L2 norm of divergence after solve at level 1 : 2.554461924e-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 : 0.0009730775453 0.006093043381 and volume-weighted sum 78473.01946 Subtracting 2.554460269e-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 = 0.000998622148 MLMG: Initial residual (resid0) = 0.000998622148 MLMG: Final Iter. 6 resid, resid/bnorm = 8.389795877e-12, 8.401371724e-09 MLMG: Timers: Solve = 0.012796541 Iter = 0.012209906 Bottom = 0.007264381 Time in solve 0.014239395 Max/L2 norm of divergence after solve at level 1 : 2.554461085e-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 = 0.051731636 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: 0.266173592 (terrain aware) 0.266173592 (terrain unaware) Anelastic dt at level 1 would be: 2.998304309 (terrain aware) 2.998304309 (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 : 0.0009421537441 0.004082455936 and volume-weighted sum 42617.43083 Subtracting 1.38728616e-05 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 = 0.0009282808825 MLMG: Initial residual (resid0) = 0.0009282808825 MLMG: Final Iter. 6 resid, resid/bnorm = 1.467540964e-11, 1.580923395e-08 MLMG: Timers: Solve = 0.012517132 Iter = 0.011932229 Bottom = 0.006932215 Time in solve 0.013952151 Max/L2 norm of divergence after solve at level 1 : 1.387287627e-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 : 0.0009691228455 0.005998823491 and volume-weighted sum 42617.43083 Subtracting 1.38728616e-05 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 = 0.0009829957071 MLMG: Initial residual (resid0) = 0.0009829957071 MLMG: Final Iter. 6 resid, resid/bnorm = 8.113142685e-12, 8.253487403e-09 MLMG: Timers: Solve = 0.012893605 Iter = 0.012304833 Bottom = 0.007361802 Time in solve 0.014351164 Max/L2 norm of divergence after solve at level 1 : 1.387286966e-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 = 0.051670767 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: 0.2664607603 (terrain aware) 0.2664607603 (terrain unaware) Anelastic dt at level 1 would be: 3.020061643 (terrain aware) 3.020061643 (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 : 0.001004528662 0.003935352974 and volume-weighted sum 3106.905093 Subtracting 1.011362335e-06 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 = 0.001003517299 MLMG: Initial residual (resid0) = 0.001003517299 MLMG: Final Iter. 6 resid, resid/bnorm = 9.783800767e-12, 9.749508825e-09 MLMG: Timers: Solve = 0.01261223 Iter = 0.012019116 Bottom = 0.007040485 Time in solve 0.014110923 Max/L2 norm of divergence after solve at level 1 : 1.011372119e-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 : 0.001023454773 0.005971055613 and volume-weighted sum 3106.905093 Subtracting 1.011362335e-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 = 0.001024466135 MLMG: Initial residual (resid0) = 0.001024466135 MLMG: Final Iter. 6 resid, resid/bnorm = 8.060325207e-12, 7.867829819e-09 MLMG: Timers: Solve = 0.012825487 Iter = 0.012235067 Bottom = 0.00727707 Time in solve 0.014294851 Max/L2 norm of divergence after solve at level 1 : 1.011370303e-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 = 0.052272886 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: 0.2666661455 (terrain aware) 0.2666661455 (terrain unaware) Anelastic dt at level 1 would be: 3.035885911 (terrain aware) 3.035885911 (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 : 0.0009322954378 0.003983830572 and volume-weighted sum -33929.43299 Subtracting -1.10447373e-05 from rhs in subdomain 0 Sum after subtraction -8.890457814e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009433401751 MLMG: Initial residual (resid0) = 0.0009433401751 MLMG: Final Iter. 5 resid, resid/bnorm = 9.629158545e-11, 1.020751453e-07 MLMG: Timers: Solve = 0.010630547 Iter = 0.010030667 Bottom = 0.005870826 Time in solve 0.012083635 Max/L2 norm of divergence after solve at level 1 : 1.104483359e-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 : 0.001006950143 0.006023974414 and volume-weighted sum -33929.43299 Subtracting -1.10447373e-05 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 = 0.0009959054054 MLMG: Initial residual (resid0) = 0.0009959054054 MLMG: Final Iter. 6 resid, resid/bnorm = 8.081088783e-12, 8.114313608e-09 MLMG: Timers: Solve = 0.012675106 Iter = 0.012082083 Bottom = 0.00710616 Time in solve 0.014127944 Max/L2 norm of divergence after solve at level 1 : 1.104474538e-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 = 0.049669179 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: 0.2669169919 (terrain aware) 0.2669169919 (terrain unaware) Anelastic dt at level 1 would be: 3.059371998 (terrain aware) 3.059371998 (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 : 0.000981332522 0.004203390274 and volume-weighted sum -62596.98007 Subtracting -2.037662112e-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 = 0.001001709143 MLMG: Initial residual (resid0) = 0.001001709143 MLMG: Final Iter. 6 resid, resid/bnorm = 1.36029205e-11, 1.357971083e-08 MLMG: Timers: Solve = 0.012411558 Iter = 0.011807821 Bottom = 0.006849057 Time in solve 0.013868923 Max/L2 norm of divergence after solve at level 1 : 2.037663472e-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 : 0.001065135055 0.006121755311 and volume-weighted sum -62596.98007 Subtracting -2.037662112e-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 = 0.001044758434 MLMG: Initial residual (resid0) = 0.001044758434 MLMG: Final Iter. 6 resid, resid/bnorm = 8.093209412e-12, 7.746488708e-09 MLMG: Timers: Solve = 0.012415752 Iter = 0.011826213 Bottom = 0.00687618 Time in solve 0.013874059 Max/L2 norm of divergence after solve at level 1 : 2.037662921e-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 = 0.051100995 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: 0.2671108103 (terrain aware) 0.2671108103 (terrain unaware) Anelastic dt at level 1 would be: 3.07514948 (terrain aware) 3.07514948 (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 : 0.0009278472155 0.00439723004 and volume-weighted sum -79629.13119 Subtracting -2.592094114e-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 = 0.0009537681567 MLMG: Initial residual (resid0) = 0.0009537681567 MLMG: Final Iter. 6 resid, resid/bnorm = 1.996634549e-11, 2.09341708e-08 MLMG: Timers: Solve = 0.012481247 Iter = 0.011893745 Bottom = 0.006946089 Time in solve 0.01395804 Max/L2 norm of divergence after solve at level 1 : 2.592096111e-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 : 0.001034146754 0.006211983168 and volume-weighted sum -79629.13119 Subtracting -2.592094114e-05 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 = 0.001008225813 MLMG: Initial residual (resid0) = 0.001008225813 MLMG: Final Iter. 6 resid, resid/bnorm = 8.124410731e-12, 8.058126093e-09 MLMG: Timers: Solve = 0.012525368 Iter = 0.01194948 Bottom = 0.006986319 Time in solve 0.014017284 Max/L2 norm of divergence after solve at level 1 : 2.592094927e-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 = 0.0508287 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: 0.267355031 (terrain aware) 0.267355031 (terrain unaware) Anelastic dt at level 1 would be: 3.099782629 (terrain aware) 3.099782629 (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 : 0.0009748167189 0.004419409375 and volume-weighted sum -85563.5254 Subtracting -2.785271009e-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 = 0.001002669429 MLMG: Initial residual (resid0) = 0.001002669429 MLMG: Final Iter. 6 resid, resid/bnorm = 2.052388092e-11, 2.046923973e-08 MLMG: Timers: Solve = 0.012335283 Iter = 0.011756539 Bottom = 0.006787726 Time in solve 0.013778541 Max/L2 norm of divergence after solve at level 1 : 2.785273061e-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 : 0.001094443384 0.006264691584 and volume-weighted sum -85563.5254 Subtracting -2.785271009e-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 = 0.001066590674 MLMG: Initial residual (resid0) = 0.001066590674 MLMG: Final Iter. 6 resid, resid/bnorm = 8.068849015e-12, 7.565084913e-09 MLMG: Timers: Solve = 0.012579293 Iter = 0.011958782 Bottom = 0.00697498 Time in solve 0.014010426 Max/L2 norm of divergence after solve at level 1 : 2.785271816e-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 = 0.050589796 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: 0.2675294706 (terrain aware) 0.2675294706 (terrain unaware) Anelastic dt at level 1 would be: 3.114711142 (terrain aware) 3.114711142 (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 : 0.0009366488563 0.004329963256 and volume-weighted sum -83465.25439 Subtracting -2.716967916e-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 = 0.0009638185355 MLMG: Initial residual (resid0) = 0.0009638185355 MLMG: Final Iter. 6 resid, resid/bnorm = 1.405989018e-11, 1.458769433e-08 MLMG: Timers: Solve = 0.012537894 Iter = 0.011959469 Bottom = 0.007004816 Time in solve 0.014071995 Max/L2 norm of divergence after solve at level 1 : 2.716969322e-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 : 0.001053389872 0.006282242487 and volume-weighted sum -83465.25439 Subtracting -2.716967916e-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 = 0.001026220193 MLMG: Initial residual (resid0) = 0.001026220193 MLMG: Final Iter. 6 resid, resid/bnorm = 7.828028781e-12, 7.628020609e-09 MLMG: Timers: Solve = 0.0125806 Iter = 0.012012603 Bottom = 0.007012406 Time in solve 0.014072631 Max/L2 norm of divergence after solve at level 1 : 2.716968699e-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 = 0.051575985 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: 0.2677655448 (terrain aware) 0.2677655448 (terrain unaware) Anelastic dt at level 1 would be: 3.139816253 (terrain aware) 3.139816253 (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 : 0.0009809816736 0.004246964469 and volume-weighted sum -76030.12178 Subtracting -2.47493886e-05 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 = 0.001005731062 MLMG: Initial residual (resid0) = 0.001005731062 MLMG: Final Iter. 6 resid, resid/bnorm = 8.782016428e-12, 8.731972948e-09 MLMG: Timers: Solve = 0.012715973 Iter = 0.012088276 Bottom = 0.007088422 Time in solve 0.014214659 Max/L2 norm of divergence after solve at level 1 : 2.474939549e-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 : 0.001114855884 0.006277835661 and volume-weighted sum -76030.12178 Subtracting -2.47493886e-05 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001090106496 MLMG: Initial residual (resid0) = 0.001090106496 MLMG: Final Iter. 6 resid, resid/bnorm = 7.440196178e-12, 6.825201215e-09 MLMG: Timers: Solve = 0.012670734 Iter = 0.012082976 Bottom = 0.007099903 Time in solve 0.01416401 Max/L2 norm of divergence after solve at level 1 : 2.474939604e-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 = 0.05203024 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: 0.2679266858 (terrain aware) 0.2679266858 (terrain unaware) Anelastic dt at level 1 would be: 3.152674578 (terrain aware) 3.152674578 (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 : 0.0009492457518 0.004193763106 and volume-weighted sum -63511.41958 Subtracting -2.067429023e-05 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 = 0.000969920042 MLMG: Initial residual (resid0) = 0.000969920042 MLMG: Final Iter. 6 resid, resid/bnorm = 7.10590732e-12, 7.326281562e-09 MLMG: Timers: Solve = 0.012719068 Iter = 0.012138857 Bottom = 0.007149156 Time in solve 0.014209698 Max/L2 norm of divergence after solve at level 1 : 2.067429632e-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 : 0.001070067085 0.006258451652 and volume-weighted sum -63511.41958 Subtracting -2.067429023e-05 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 = 0.001049392795 MLMG: Initial residual (resid0) = 0.001049392795 MLMG: Final Iter. 6 resid, resid/bnorm = 6.971955213e-12, 6.643799392e-09 MLMG: Timers: Solve = 0.012505936 Iter = 0.01191341 Bottom = 0.006951999 Time in solve 0.013985856 Max/L2 norm of divergence after solve at level 1 : 2.06742972e-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 = 0.051807163 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: 0.2681562397 (terrain aware) 0.2681562397 (terrain unaware) Anelastic dt at level 1 would be: 3.176674013 (terrain aware) 3.176674013 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (79,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(1) m_ref->m_hash_sig(0) ((0,0,0) (63,0,47) (0,0,0)) ) [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 : 0.007700054122 0.07625285064 and volume-weighted sum -52969.15271 Subtracting -1.379405019e-05 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 = 0.007686260071 MLMG: Initial residual (resid0) = 0.007686260071 MLMG: Final Iter. 7 resid, resid/bnorm = 3.228610811e-11, 4.200496446e-09 MLMG: Timers: Solve = 0.015667713 Iter = 0.015063332 Bottom = 0.009237458 Time in solve 0.017146534 Max/L2 norm of divergence after solve at level 1 : 1.37940785e-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 : 0.001127122554 0.006281601907 and volume-weighted sum -52969.15271 Subtracting -1.379405019e-05 from rhs in subdomain 0 Sum after subtraction -2.493664997e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001113328504 MLMG: Initial residual (resid0) = 0.001113328504 MLMG: Final Iter. 6 resid, resid/bnorm = 1.020403445e-11, 9.165340163e-09 MLMG: Timers: Solve = 0.01352714 Iter = 0.012917667 Bottom = 0.007868207 Time in solve 0.014977117 Max/L2 norm of divergence after solve at level 1 : 1.379406039e-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 = 0.059828154 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: 0.2683170432 (terrain aware) 0.2683170432 (terrain unaware) Anelastic dt at level 1 would be: 3.190391909 (terrain aware) 3.190391909 (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 : 0.0009670987233 0.005514534573 and volume-weighted sum -23353.7808 Subtracting -6.08171375e-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 = 0.000973180437 MLMG: Initial residual (resid0) = 0.000973180437 MLMG: Final Iter. 6 resid, resid/bnorm = 3.944767681e-11, 4.05348025e-08 MLMG: Timers: Solve = 0.013353106 Iter = 0.012773939 Bottom = 0.007776073 Time in solve 0.01483696 Max/L2 norm of divergence after solve at level 1 : 6.081735486e-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 : 0.001074570484 0.006198993917 and volume-weighted sum -23353.7808 Subtracting -6.08171375e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00106848877 MLMG: Initial residual (resid0) = 0.00106848877 MLMG: Final Iter. 6 resid, resid/bnorm = 1.037330725e-11, 9.708391456e-09 MLMG: Timers: Solve = 0.013382801 Iter = 0.012808489 Bottom = 0.00781103 Time in solve 0.014891308 Max/L2 norm of divergence after solve at level 1 : 6.081724123e-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 = 0.053272174 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: 0.2685464281 (terrain aware) 0.2685464281 (terrain unaware) Anelastic dt at level 1 would be: 3.214279166 (terrain aware) 3.214279166 (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 : 0.001010252418 0.004166626384 and volume-weighted sum 15119.84417 Subtracting 3.93745942e-06 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 = 0.001006314959 MLMG: Initial residual (resid0) = 0.001006314959 MLMG: Final Iter. 6 resid, resid/bnorm = 1.565927059e-11, 1.55610035e-08 MLMG: Timers: Solve = 0.013064261 Iter = 0.012468267 Bottom = 0.007493695 Time in solve 0.014558426 Max/L2 norm of divergence after solve at level 1 : 3.937471844e-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 : 0.001133667314 0.006212704391 and volume-weighted sum 15119.84417 Subtracting 3.93745942e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001137604774 MLMG: Initial residual (resid0) = 0.001137604774 MLMG: Final Iter. 6 resid, resid/bnorm = 1.039858553e-11, 9.140771707e-09 MLMG: Timers: Solve = 0.013326853 Iter = 0.012739372 Bottom = 0.0077529 Time in solve 0.014846079 Max/L2 norm of divergence after solve at level 1 : 3.937465824e-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 = 0.053031856 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: 0.2687053873 (terrain aware) 0.2687053873 (terrain unaware) Anelastic dt at level 1 would be: 3.228042111 (terrain aware) 3.228042111 (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 : 0.000986476722 0.004183700449 and volume-weighted sum 57004.27575 Subtracting 1.484486348e-05 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 = 0.0009716318586 MLMG: Initial residual (resid0) = 0.0009716318586 MLMG: Final Iter. 6 resid, resid/bnorm = 1.177241208e-11, 1.2116124e-08 MLMG: Timers: Solve = 0.013034405 Iter = 0.012443276 Bottom = 0.007486107 Time in solve 0.014488956 Max/L2 norm of divergence after solve at level 1 : 1.484487193e-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 : 0.001076859877 0.0062941003 and volume-weighted sum 57004.27575 Subtracting 1.484486348e-05 from rhs in subdomain 0 Sum after subtraction -6.830473687e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00109170474 MLMG: Initial residual (resid0) = 0.00109170474 MLMG: Final Iter. 6 resid, resid/bnorm = 1.030442496e-11, 9.438838705e-09 MLMG: Timers: Solve = 0.013629788 Iter = 0.013038358 Bottom = 0.008062833 Time in solve 0.01509892 Max/L2 norm of divergence after solve at level 1 : 1.484486966e-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 = 0.052910037 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: 0.2689341966 (terrain aware) 0.2689341966 (terrain unaware) Anelastic dt at level 1 would be: 3.251844713 (terrain aware) 3.251844713 (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 : 0.001032770378 0.004378481146 and volume-weighted sum 94151.41635 Subtracting 2.451859801e-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 = 0.00100825178 MLMG: Initial residual (resid0) = 0.00100825178 MLMG: Final Iter. 6 resid, resid/bnorm = 1.031823891e-11, 1.023379191e-08 MLMG: Timers: Solve = 0.013334308 Iter = 0.012751475 Bottom = 0.007786646 Time in solve 0.014802838 Max/L2 norm of divergence after solve at level 1 : 2.451860412e-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 : 0.001139606934 0.006423725875 and volume-weighted sum 94151.41635 Subtracting 2.451859801e-05 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 = 0.001164125532 MLMG: Initial residual (resid0) = 0.001164125532 MLMG: Final Iter. 6 resid, resid/bnorm = 1.008756186e-11, 8.665355739e-09 MLMG: Timers: Solve = 0.013616573 Iter = 0.01304275 Bottom = 0.008053441 Time in solve 0.015111481 Max/L2 norm of divergence after solve at level 1 : 2.451860391e-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 = 0.05305573 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: 0.2690976088 (terrain aware) 0.2690976088 (terrain unaware) Anelastic dt at level 1 would be: 3.265713923 (terrain aware) 3.265713923 (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 : 0.001002371731 0.004687016444 and volume-weighted sum 119417.8366 Subtracting 3.109839494e-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 = 0.0009712733365 MLMG: Initial residual (resid0) = 0.0009712733365 MLMG: Final Iter. 6 resid, resid/bnorm = 1.629083913e-11, 1.677266174e-08 MLMG: Timers: Solve = 0.013424083 Iter = 0.012830123 Bottom = 0.007854276 Time in solve 0.014879763 Max/L2 norm of divergence after solve at level 1 : 3.109840795e-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 : 0.001087114847 0.006542343474 and volume-weighted sum 119417.8366 Subtracting 3.109839494e-05 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 = 0.001118213242 MLMG: Initial residual (resid0) = 0.001118213242 MLMG: Final Iter. 6 resid, resid/bnorm = 9.765828445e-12, 8.733422287e-09 MLMG: Timers: Solve = 0.013688976 Iter = 0.013086366 Bottom = 0.008051875 Time in solve 0.015129593 Max/L2 norm of divergence after solve at level 1 : 3.109840097e-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 = 0.053425512 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: 0.2693235098 (terrain aware) 0.2693235098 (terrain unaware) Anelastic dt at level 1 would be: 3.289636836 (terrain aware) 3.289636836 (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 : 0.001043665057 0.004865038036 and volume-weighted sum 129360.9096 Subtracting 3.368773687e-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 = 0.00100997732 MLMG: Initial residual (resid0) = 0.00100997732 MLMG: Final Iter. 6 resid, resid/bnorm = 1.843788573e-11, 1.825574235e-08 MLMG: Timers: Solve = 0.013199905 Iter = 0.012606831 Bottom = 0.007630225 Time in solve 0.014689831 Max/L2 norm of divergence after solve at level 1 : 3.368775531e-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 : 0.001153375258 0.006596473035 and volume-weighted sum 129360.9096 Subtracting 3.368773687e-05 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001187062995 MLMG: Initial residual (resid0) = 0.001187062995 MLMG: Final Iter. 6 resid, resid/bnorm = 9.394575612e-12, 7.914134004e-09 MLMG: Timers: Solve = 0.013681154 Iter = 0.013094603 Bottom = 0.008102909 Time in solve 0.015137413 Max/L2 norm of divergence after solve at level 1 : 3.368774316e-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 = 0.053246103 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: 0.2694909142 (terrain aware) 0.2694909142 (terrain unaware) Anelastic dt at level 1 would be: 3.303266251 (terrain aware) 3.303266251 (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 : 0.0009984709117 0.004821009528 and volume-weighted sum 124123.4295 Subtracting 3.232380977e-05 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 = 0.000966147102 MLMG: Initial residual (resid0) = 0.000966147102 MLMG: Final Iter. 6 resid, resid/bnorm = 1.910228653e-11, 1.977161292e-08 MLMG: Timers: Solve = 0.013117914 Iter = 0.012523884 Bottom = 0.007560771 Time in solve 0.014644049 Max/L2 norm of divergence after solve at level 1 : 3.232382887e-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 : 0.001108853999 0.006571368451 and volume-weighted sum 124123.4295 Subtracting 3.232380977e-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 = 0.001141177808 MLMG: Initial residual (resid0) = 0.001141177808 MLMG: Final Iter. 6 resid, resid/bnorm = 9.016593055e-12, 7.901128982e-09 MLMG: Timers: Solve = 0.013701293 Iter = 0.01311449 Bottom = 0.008105071 Time in solve 0.015144972 Max/L2 norm of divergence after solve at level 1 : 3.232381616e-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 = 0.052570917 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: 0.2697084272 (terrain aware) 0.2697084272 (terrain unaware) Anelastic dt at level 1 would be: 3.327654588 (terrain aware) 3.327654588 (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 : 0.001036678316 0.004639720949 and volume-weighted sum 105618.7293 Subtracting 2.750487743e-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 = 0.001009173438 MLMG: Initial residual (resid0) = 0.001009173438 MLMG: Final Iter. 6 resid, resid/bnorm = 1.792693433e-11, 1.776397758e-08 MLMG: Timers: Solve = 0.013316783 Iter = 0.012722678 Bottom = 0.0076489 Time in solve 0.014788635 Max/L2 norm of divergence after solve at level 1 : 2.750489536e-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 : 0.001175812146 0.006483509529 and volume-weighted sum 105618.7293 Subtracting 2.750487743e-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 = 0.001203317023 MLMG: Initial residual (resid0) = 0.001203317023 MLMG: Final Iter. 6 resid, resid/bnorm = 8.6484394e-12, 7.187166169e-09 MLMG: Timers: Solve = 0.013594544 Iter = 0.012991336 Bottom = 0.0080162 Time in solve 0.015041888 Max/L2 norm of divergence after solve at level 1 : 2.750488375e-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 = 0.053567428 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: 0.2698766317 (terrain aware) 0.2698766317 (terrain unaware) Anelastic dt at level 1 would be: 3.340715722 (terrain aware) 3.340715722 (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 : 0.0009766526998 0.004426315263 and volume-weighted sum 76182.61911 Subtracting 1.983922373e-05 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 = 0.0009568134761 MLMG: Initial residual (resid0) = 0.0009568134761 MLMG: Final Iter. 6 resid, resid/bnorm = 1.901868843e-11, 1.98771118e-08 MLMG: Timers: Solve = 0.013380938 Iter = 0.012786352 Bottom = 0.007835889 Time in solve 0.014831941 Max/L2 norm of divergence after solve at level 1 : 1.983924275e-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 : 0.001140185189 0.006368243381 and volume-weighted sum 76182.61911 Subtracting 1.983922373e-05 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 = 0.001160024413 MLMG: Initial residual (resid0) = 0.001160024413 MLMG: Final Iter. 6 resid, resid/bnorm = 8.340647238e-12, 7.190061816e-09 MLMG: Timers: Solve = 0.013795427 Iter = 0.013215001 Bottom = 0.008239727 Time in solve 0.015223932 Max/L2 norm of divergence after solve at level 1 : 1.983922985e-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 = 0.053230535 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: 0.2700797021 (terrain aware) 0.2700797021 (terrain unaware) Anelastic dt at level 1 would be: 3.365929419 (terrain aware) 3.365929419 (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 : 0.001018226094 0.004240642399 and volume-weighted sum 38722.1681 Subtracting 1.008389794e-05 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 = 0.001008142196 MLMG: Initial residual (resid0) = 0.001008142196 MLMG: Final Iter. 6 resid, resid/bnorm = 1.838881183e-11, 1.824029576e-08 MLMG: Timers: Solve = 0.013085771 Iter = 0.012504182 Bottom = 0.007523939 Time in solve 0.014599854 Max/L2 norm of divergence after solve at level 1 : 1.008391633e-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 : 0.001203464706 0.006270583808 and volume-weighted sum 38722.1681 Subtracting 1.008389794e-05 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 = 0.001213548604 MLMG: Initial residual (resid0) = 0.001213548604 MLMG: Final Iter. 6 resid, resid/bnorm = 8.225372423e-12, 6.777950545e-09 MLMG: Timers: Solve = 0.014001997 Iter = 0.013408903 Bottom = 0.008415322 Time in solve 0.015474279 Max/L2 norm of divergence after solve at level 1 : 1.00839038e-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 = 0.054039574 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: 0.2702463907 (terrain aware) 0.2702463907 (terrain unaware) Anelastic dt at level 1 would be: 3.377987046 (terrain aware) 3.377987046 (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 : 0.0009440844406 0.004126150942 and volume-weighted sum -2412.637415 Subtracting -6.282909936e-07 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 = 0.0009447127316 MLMG: Initial residual (resid0) = 0.0009447127316 MLMG: Final Iter. 6 resid, resid/bnorm = 1.278632172e-11, 1.353461353e-08 MLMG: Timers: Solve = 0.013192141 Iter = 0.012595809 Bottom = 0.007632882 Time in solve 0.014698484 Max/L2 norm of divergence after solve at level 1 : 6.283011362e-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 : 0.001177650004 0.006229938928 and volume-weighted sum -2412.637415 Subtracting -6.282909936e-07 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 = 0.001177021713 MLMG: Initial residual (resid0) = 0.001177021713 MLMG: Final Iter. 6 resid, resid/bnorm = 8.152822276e-12, 6.926654103e-09 MLMG: Timers: Solve = 0.013932258 Iter = 0.01334391 Bottom = 0.008336163 Time in solve 0.015433974 Max/L2 norm of divergence after solve at level 1 : 6.282991464e-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 = 0.053652953 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: 0.2702044109 (terrain aware) 0.2702044109 (terrain unaware) Anelastic dt at level 1 would be: 3.403959991 (terrain aware) 3.403959991 (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 : 0.0009965087711 0.004150181762 and volume-weighted sum -41247.37009 Subtracting -1.074150263e-05 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 = 0.001007250274 MLMG: Initial residual (resid0) = 0.001007250274 MLMG: Final Iter. 5 resid, resid/bnorm = 6.018260928e-11, 5.97494097e-08 MLMG: Timers: Solve = 0.011101575 Iter = 0.010518264 Bottom = 0.006362088 Time in solve 0.012575756 Max/L2 norm of divergence after solve at level 1 : 1.074156281e-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 : 0.001230228736 0.00625761954 and volume-weighted sum -41247.37009 Subtracting -1.074150263e-05 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 = 0.001219487233 MLMG: Initial residual (resid0) = 0.001219487233 MLMG: Final Iter. 6 resid, resid/bnorm = 8.292615509e-12, 6.800083907e-09 MLMG: Timers: Solve = 0.013978 Iter = 0.013382101 Bottom = 0.008411453 Time in solve 0.015483002 Max/L2 norm of divergence after solve at level 1 : 1.074151092e-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 = 0.051042451 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: 0.2701059483 (terrain aware) 0.2701059483 (terrain unaware) Anelastic dt at level 1 would be: 3.414684289 (terrain aware) 3.414684289 (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 : 0.0009185270513 0.004329732896 and volume-weighted sum -71418.77588 Subtracting -1.859863955e-05 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 = 0.0009371256908 MLMG: Initial residual (resid0) = 0.0009371256908 MLMG: Final Iter. 6 resid, resid/bnorm = 1.184670596e-11, 1.264153366e-08 MLMG: Timers: Solve = 0.013218471 Iter = 0.012644136 Bottom = 0.007638513 Time in solve 0.014653688 Max/L2 norm of divergence after solve at level 1 : 1.85986514e-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 : 0.001213902356 0.00632493174 and volume-weighted sum -71418.77588 Subtracting -1.859863955e-05 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 = 0.001195303717 MLMG: Initial residual (resid0) = 0.001195303717 MLMG: Final Iter. 6 resid, resid/bnorm = 8.425699645e-12, 7.049003135e-09 MLMG: Timers: Solve = 0.013449556 Iter = 0.012846061 Bottom = 0.007884407 Time in solve 0.014913517 Max/L2 norm of divergence after solve at level 1 : 1.859864798e-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 = 0.053063603 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: 0.2700058308 (terrain aware) 0.2700058308 (terrain unaware) Anelastic dt at level 1 would be: 3.41385572 (terrain aware) 3.41385572 (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 : 0.0009837538813 0.004528058605 and volume-weighted sum -88511.10813 Subtracting -2.304976774e-05 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 = 0.001006803649 MLMG: Initial residual (resid0) = 0.001006803649 MLMG: Final Iter. 6 resid, resid/bnorm = 2.027541144e-11, 2.013839685e-08 MLMG: Timers: Solve = 0.013413317 Iter = 0.012801654 Bottom = 0.007798461 Time in solve 0.014894452 Max/L2 norm of divergence after solve at level 1 : 2.304978802e-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 : 0.001244005925 0.006381653151 and volume-weighted sum -88511.10813 Subtracting -2.304976774e-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 = 0.001220956157 MLMG: Initial residual (resid0) = 0.001220956157 MLMG: Final Iter. 6 resid, resid/bnorm = 8.510982175e-12, 6.970751675e-09 MLMG: Timers: Solve = 0.013550335 Iter = 0.012971779 Bottom = 0.007999357 Time in solve 0.015017864 Max/L2 norm of divergence after solve at level 1 : 2.304977625e-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 = 0.053241761 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: 0.269905066 (terrain aware) 0.269905066 (terrain unaware) Anelastic dt at level 1 would be: 3.406048502 (terrain aware) 3.406048502 (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 : 0.0009196959023 0.004567590998 and volume-weighted sum -92004.34186 Subtracting -2.395946403e-05 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 = 0.0009436553663 MLMG: Initial residual (resid0) = 0.0009436553663 MLMG: Final Iter. 6 resid, resid/bnorm = 2.036250496e-11, 2.157832794e-08 MLMG: Timers: Solve = 0.01332246 Iter = 0.012741402 Bottom = 0.007756811 Time in solve 0.014765343 Max/L2 norm of divergence after solve at level 1 : 2.395948439e-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 : 0.001238883532 0.006396988879 and volume-weighted sum -92004.34186 Subtracting -2.395946403e-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 = 0.001214924068 MLMG: Initial residual (resid0) = 0.001214924068 MLMG: Final Iter. 6 resid, resid/bnorm = 8.509592906e-12, 7.0042179e-09 MLMG: Timers: Solve = 0.013559012 Iter = 0.01297106 Bottom = 0.007995431 Time in solve 0.015042348 Max/L2 norm of divergence after solve at level 1 : 2.395947254e-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 = 0.0530179 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: 0.2698053459 (terrain aware) 0.2698053459 (terrain unaware) Anelastic dt at level 1 would be: 3.397670589 (terrain aware) 3.397670589 (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 : 0.0009864030172 0.004444086582 and volume-weighted sum -85218.90713 Subtracting -2.219242373e-05 from rhs in subdomain 0 Sum after subtraction 1.214306433e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001008595441 MLMG: Initial residual (resid0) = 0.001008595441 MLMG: Final Iter. 6 resid, resid/bnorm = 1.379849911e-11, 1.368090569e-08 MLMG: Timers: Solve = 0.013134603 Iter = 0.012550526 Bottom = 0.007580489 Time in solve 0.014571185 Max/L2 norm of divergence after solve at level 1 : 2.219243753e-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 : 0.001260155026 0.00637504997 and volume-weighted sum -85218.90713 Subtracting -2.219242373e-05 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 = 0.001237962602 MLMG: Initial residual (resid0) = 0.001237962602 MLMG: Final Iter. 6 resid, resid/bnorm = 8.385085811e-12, 6.773294927e-09 MLMG: Timers: Solve = 0.013849261 Iter = 0.013221689 Bottom = 0.008201277 Time in solve 0.015321321 Max/L2 norm of divergence after solve at level 1 : 2.219243212e-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 = 0.053204912 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: 0.2696979531 (terrain aware) 0.2696979531 (terrain unaware) Anelastic dt at level 1 would be: 3.388960887 (terrain aware) 3.388960887 (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 : 0.0009345090447 0.004303837189 and volume-weighted sum -72834.91078 Subtracting -1.896742468e-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 = 0.0009534764693 MLMG: Initial residual (resid0) = 0.0009534764693 MLMG: Final Iter. 6 resid, resid/bnorm = 7.62252321e-12, 7.994453409e-09 MLMG: Timers: Solve = 0.01348939 Iter = 0.012899921 Bottom = 0.007945422 Time in solve 0.01497341 Max/L2 norm of divergence after solve at level 1 : 1.896743082e-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 : 0.00127024766 0.006335811327 and volume-weighted sum -72834.91078 Subtracting -1.896742468e-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 = 0.001251280235 MLMG: Initial residual (resid0) = 0.001251280235 MLMG: Final Iter. 6 resid, resid/bnorm = 8.149691906e-12, 6.513082902e-09 MLMG: Timers: Solve = 0.013657278 Iter = 0.0130726 Bottom = 0.00810414 Time in solve 0.015163465 Max/L2 norm of divergence after solve at level 1 : 1.896743283e-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 = 0.053772709 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: 0.2695889826 (terrain aware) 0.2695889826 (terrain unaware) Anelastic dt at level 1 would be: 3.379444676 (terrain aware) 3.379444676 (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 : 0.0009993369139 0.004215497586 and volume-weighted sum -57786.20792 Subtracting -1.504849164e-05 from rhs in subdomain 0 Sum after subtraction -1.626303259e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001014385406 MLMG: Initial residual (resid0) = 0.001014385406 MLMG: Final Iter. 5 resid, resid/bnorm = 7.283009024e-11, 7.179725757e-08 MLMG: Timers: Solve = 0.011204518 Iter = 0.01061436 Bottom = 0.006478491 Time in solve 0.012656726 Max/L2 norm of divergence after solve at level 1 : 1.504854583e-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 : 0.001261928068 0.006293865559 and volume-weighted sum -57786.20792 Subtracting -1.504849164e-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 = 0.001246879576 MLMG: Initial residual (resid0) = 0.001246879576 MLMG: Final Iter. 6 resid, resid/bnorm = 7.834358799e-12, 6.283171967e-09 MLMG: Timers: Solve = 0.013609126 Iter = 0.013011655 Bottom = 0.008060747 Time in solve 0.015049349 Max/L2 norm of divergence after solve at level 1 : 1.504849948e-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 = 0.051010281 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: 0.2694835316 (terrain aware) 0.2694835316 (terrain unaware) Anelastic dt at level 1 would be: 3.368946031 (terrain aware) 3.368946031 (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 : 0.0009497900764 0.004154505626 and volume-weighted sum -39880.88805 Subtracting -1.038564793e-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 = 0.0009601757243 MLMG: Initial residual (resid0) = 0.0009601757243 MLMG: Final Iter. 5 resid, resid/bnorm = 8.134634446e-11, 8.472026776e-08 MLMG: Timers: Solve = 0.011236946 Iter = 0.010663653 Bottom = 0.006487677 Time in solve 0.012671105 Max/L2 norm of divergence after solve at level 1 : 1.038571388e-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 : 0.001293568878 0.006256298196 and volume-weighted sum -39880.88805 Subtracting -1.038564793e-05 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 = 0.00128318323 MLMG: Initial residual (resid0) = 0.00128318323 MLMG: Final Iter. 6 resid, resid/bnorm = 7.639460489e-12, 5.953522699e-09 MLMG: Timers: Solve = 0.013587902 Iter = 0.012997249 Bottom = 0.008039135 Time in solve 0.015055228 Max/L2 norm of divergence after solve at level 1 : 1.038565557e-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 = 0.050790829 seconds. 3DPlotfile write time = 0.006742808 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: 0.2693818448 (terrain aware) 0.2693818448 (terrain unaware) Anelastic dt at level 1 would be: 3.358668598 (terrain aware) 3.358668598 (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 : 0.001009906406 0.004135730271 and volume-weighted sum -17147.13655 Subtracting -4.465400143e-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 = 0.001014371806 MLMG: Initial residual (resid0) = 0.001014371806 MLMG: Final Iter. 6 resid, resid/bnorm = 9.225803501e-12, 9.095090625e-09 MLMG: Timers: Solve = 0.013113027 Iter = 0.012499746 Bottom = 0.007512865 Time in solve 0.014600367 Max/L2 norm of divergence after solve at level 1 : 4.465409369e-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 : 0.001253649143 0.006229565909 and volume-weighted sum -17147.13655 Subtracting -4.465400143e-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 = 0.001249183743 MLMG: Initial residual (resid0) = 0.001249183743 MLMG: Final Iter. 6 resid, resid/bnorm = 7.431438453e-12, 5.949035515e-09 MLMG: Timers: Solve = 0.013531313 Iter = 0.012945828 Bottom = 0.007979026 Time in solve 0.015004437 Max/L2 norm of divergence after solve at level 1 : 4.465407575e-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 = 0.053781215 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: 0.2692814316 (terrain aware) 0.2692814316 (terrain unaware) Anelastic dt at level 1 would be: 3.348603252 (terrain aware) 3.348603252 (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 : 0.0009852278339 0.004162300085 and volume-weighted sum 11367.33214 Subtracting 2.960242744e-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 = 0.0009822675911 MLMG: Initial residual (resid0) = 0.0009822675911 MLMG: Final Iter. 6 resid, resid/bnorm = 1.525505171e-11, 1.553044389e-08 MLMG: Timers: Solve = 0.013224534 Iter = 0.01262815 Bottom = 0.007662297 Time in solve 0.014723239 Max/L2 norm of divergence after solve at level 1 : 2.960253595e-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 : 0.001309677834 0.006226866227 and volume-weighted sum 11367.33214 Subtracting 2.960242744e-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 = 0.001312638076 MLMG: Initial residual (resid0) = 0.001312638076 MLMG: Final Iter. 6 resid, resid/bnorm = 7.221630661e-12, 5.501616013e-09 MLMG: Timers: Solve = 0.013731373 Iter = 0.013141172 Bottom = 0.008165269 Time in solve 0.015218766 Max/L2 norm of divergence after solve at level 1 : 2.960249764e-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 = 0.053167151 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: 0.2691757753 (terrain aware) 0.2691757753 (terrain unaware) Anelastic dt at level 1 would be: 3.338752653 (terrain aware) 3.338752653 (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 : 0.001023730959 0.004204162065 and volume-weighted sum 43411.62376 Subtracting 1.130511035e-05 from rhs in subdomain 0 Sum after subtraction 2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001012425849 MLMG: Initial residual (resid0) = 0.001012425849 MLMG: Final Iter. 6 resid, resid/bnorm = 1.445180757e-11, 1.427443559e-08 MLMG: Timers: Solve = 0.013332679 Iter = 0.012739296 Bottom = 0.007772986 Time in solve 0.014823423 Max/L2 norm of divergence after solve at level 1 : 1.13051202e-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 : 0.001232860036 0.006264782285 and volume-weighted sum 43411.62376 Subtracting 1.130511035e-05 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 = 0.001244165146 MLMG: Initial residual (resid0) = 0.001244165146 MLMG: Final Iter. 6 resid, resid/bnorm = 7.098246919e-12, 5.705228878e-09 MLMG: Timers: Solve = 0.013811226 Iter = 0.013224113 Bottom = 0.008262088 Time in solve 0.015319142 Max/L2 norm of divergence after solve at level 1 : 1.130511741e-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 = 0.0537588 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: 0.2690739413 (terrain aware) 0.2690739413 (terrain unaware) Anelastic dt at level 1 would be: 3.329151571 (terrain aware) 3.329151571 (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 : 0.001029626083 0.004298018527 and volume-weighted sum 73648.60405 Subtracting 1.917932397e-05 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 = 0.001010446759 MLMG: Initial residual (resid0) = 0.001010446759 MLMG: Final Iter. 6 resid, resid/bnorm = 1.09261724e-11, 1.08132094e-08 MLMG: Timers: Solve = 0.01309138 Iter = 0.012501123 Bottom = 0.00754064 Time in solve 0.014558998 Max/L2 norm of divergence after solve at level 1 : 1.917932918e-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 : 0.001319044637 0.006338186279 and volume-weighted sum 73648.60405 Subtracting 1.917932397e-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 = 0.001338223961 MLMG: Initial residual (resid0) = 0.001338223961 MLMG: Final Iter. 6 resid, resid/bnorm = 7.055749516e-12, 5.272472862e-09 MLMG: Timers: Solve = 0.013885484 Iter = 0.013306592 Bottom = 0.008308947 Time in solve 0.015325288 Max/L2 norm of divergence after solve at level 1 : 1.917933103e-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 = 0.05310075 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: 0.2689762151 (terrain aware) 0.2689762151 (terrain unaware) Anelastic dt at level 1 would be: 3.319867286 (terrain aware) 3.319867286 (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 : 0.001025293044 0.004472436765 and volume-weighted sum 95846.9086 Subtracting 2.496013245e-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 = 0.001000332911 MLMG: Initial residual (resid0) = 0.001000332911 MLMG: Final Iter. 6 resid, resid/bnorm = 1.304632158e-11, 1.304197976e-08 MLMG: Timers: Solve = 0.013377057 Iter = 0.012790056 Bottom = 0.007779821 Time in solve 0.014820048 Max/L2 norm of divergence after solve at level 1 : 2.496014045e-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 : 0.001265611034 0.006410819539 and volume-weighted sum 95846.9086 Subtracting 2.496013245e-05 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001290571167 MLMG: Initial residual (resid0) = 0.001290571167 MLMG: Final Iter. 6 resid, resid/bnorm = 7.019432905e-12, 5.439012654e-09 MLMG: Timers: Solve = 0.01390088 Iter = 0.013311554 Bottom = 0.008299095 Time in solve 0.015376545 Max/L2 norm of divergence after solve at level 1 : 2.496013947e-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 = 0.053370811 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: 0.268882617 (terrain aware) 0.268882617 (terrain unaware) Anelastic dt at level 1 would be: 3.309888229 (terrain aware) 3.309888229 (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 : 0.00106138598 0.004622061926 and volume-weighted sum 105659.1697 Subtracting 2.751540878e-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 = 0.001033870571 MLMG: Initial residual (resid0) = 0.001033870571 MLMG: Final Iter. 6 resid, resid/bnorm = 1.531652716e-11, 1.481474334e-08 MLMG: Timers: Solve = 0.013049402 Iter = 0.012450627 Bottom = 0.007498124 Time in solve 0.014502204 Max/L2 norm of divergence after solve at level 1 : 2.75154241e-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 : 0.001325420036 0.00644296175 and volume-weighted sum 105659.1697 Subtracting 2.751540878e-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 = 0.001352935445 MLMG: Initial residual (resid0) = 0.001352935445 MLMG: Final Iter. 6 resid, resid/bnorm = 6.954820553e-12, 5.140541316e-09 MLMG: Timers: Solve = 0.014138543 Iter = 0.013427903 Bottom = 0.008356142 Time in solve 0.01588023 Max/L2 norm of divergence after solve at level 1 : 2.751541574e-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 = 0.054320146 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: 0.268792953 (terrain aware) 0.268792953 (terrain unaware) Anelastic dt at level 1 would be: 3.299277022 (terrain aware) 3.299277022 (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 : 0.001002037015 0.004629233088 and volume-weighted sum 101890.1266 Subtracting 2.653388712e-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 = 0.0009755031281 MLMG: Initial residual (resid0) = 0.0009755031281 MLMG: Final Iter. 6 resid, resid/bnorm = 1.92851767e-11, 1.97694668e-08 MLMG: Timers: Solve = 0.013213891 Iter = 0.012620981 Bottom = 0.007650322 Time in solve 0.014703665 Max/L2 norm of divergence after solve at level 1 : 2.653390641e-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 : 0.001306536259 0.006415508179 and volume-weighted sum 101890.1266 Subtracting 2.653388712e-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 = 0.001333070146 MLMG: Initial residual (resid0) = 0.001333070146 MLMG: Final Iter. 6 resid, resid/bnorm = 6.880912906e-12, 5.161703551e-09 MLMG: Timers: Solve = 0.013845206 Iter = 0.013250857 Bottom = 0.008265223 Time in solve 0.015387474 Max/L2 norm of divergence after solve at level 1 : 2.6533894e-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 = 0.05332161 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: 0.2687070284 (terrain aware) 0.2687070284 (terrain unaware) Anelastic dt at level 1 would be: 3.289147457 (terrain aware) 3.289147457 (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 : 0.001071140897 0.004503368271 and volume-weighted sum 85915.38237 Subtracting 2.237379749e-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 = 0.0010487671 MLMG: Initial residual (resid0) = 0.0010487671 MLMG: Final Iter. 6 resid, resid/bnorm = 2.135568139e-11, 2.036265382e-08 MLMG: Timers: Solve = 0.013139256 Iter = 0.012546117 Bottom = 0.007574602 Time in solve 0.014620692 Max/L2 norm of divergence after solve at level 1 : 2.237381885e-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 : 0.001327101699 0.006337292739 and volume-weighted sum 85915.38237 Subtracting 2.237379749e-05 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 = 0.001349475496 MLMG: Initial residual (resid0) = 0.001349475496 MLMG: Final Iter. 6 resid, resid/bnorm = 6.805726606e-12, 5.043238373e-09 MLMG: Timers: Solve = 0.014108438 Iter = 0.013519288 Bottom = 0.008415799 Time in solve 0.015610152 Max/L2 norm of divergence after solve at level 1 : 2.23738043e-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 = 0.053868673 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: 0.2686247475 (terrain aware) 0.2686247475 (terrain unaware) Anelastic dt at level 1 would be: 3.279667304 (terrain aware) 3.279667304 (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 : 0.0009583845021 0.004330938197 and volume-weighted sum 60237.19 Subtracting 1.568676823e-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 = 0.0009426977338 MLMG: Initial residual (resid0) = 0.0009426977338 MLMG: Final Iter. 6 resid, resid/bnorm = 2.099227029e-11, 2.2268294e-08 MLMG: Timers: Solve = 0.013295069 Iter = 0.012709909 Bottom = 0.007725789 Time in solve 0.014730078 Max/L2 norm of divergence after solve at level 1 : 1.568678922e-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 : 0.00134661912 0.006241602753 and volume-weighted sum 60237.19 Subtracting 1.568676823e-05 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 = 0.001362305889 MLMG: Initial residual (resid0) = 0.001362305889 MLMG: Final Iter. 6 resid, resid/bnorm = 6.738768828e-12, 4.946590105e-09 MLMG: Timers: Solve = 0.013392716 Iter = 0.012805993 Bottom = 0.007841441 Time in solve 0.014842657 Max/L2 norm of divergence after solve at level 1 : 1.568677497e-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 = 0.052510385 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: 0.2685304888 (terrain aware) 0.2685304888 (terrain unaware) Anelastic dt at level 1 would be: 3.270988044 (terrain aware) 3.270988044 (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 : 0.001059151128 0.00417671405 and volume-weighted sum 27847.28023 Subtracting 7.251895893e-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 = 0.001051899232 MLMG: Initial residual (resid0) = 0.001051899232 MLMG: Final Iter. 6 resid, resid/bnorm = 1.770077668e-11, 1.682744521e-08 MLMG: Timers: Solve = 0.01337743 Iter = 0.012783524 Bottom = 0.007803468 Time in solve 0.014828195 Max/L2 norm of divergence after solve at level 1 : 7.251913594e-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 : 0.001320300629 0.006161973111 and volume-weighted sum 27847.28023 Subtracting 7.251895893e-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 = 0.001327552524 MLMG: Initial residual (resid0) = 0.001327552524 MLMG: Final Iter. 6 resid, resid/bnorm = 6.670033242e-12, 5.024308357e-09 MLMG: Timers: Solve = 0.013813363 Iter = 0.013222963 Bottom = 0.008250816 Time in solve 0.015264197 Max/L2 norm of divergence after solve at level 1 : 7.251902563e-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 = 0.05336111 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: 0.268435425 (terrain aware) 0.268435425 (terrain unaware) Anelastic dt at level 1 would be: 3.26321291 (terrain aware) 3.26321291 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (95,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(1) m_ref->m_hash_sig(0) ((0,0,0) (79,0,47) (0,0,0)) ) [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 : 0.008237547446 0.0793936486 and volume-weighted sum 2256.016326 Subtracting 4.895868762e-07 from rhs in subdomain 0 Sum after subtraction -6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.008238037033 MLMG: Initial residual (resid0) = 0.008238037033 MLMG: Final Iter. 7 resid, resid/bnorm = 2.872802267e-11, 3.487241264e-09 MLMG: Timers: Solve = 0.016240494 Iter = 0.015643336 Bottom = 0.009848 Time in solve 0.017737631 Max/L2 norm of divergence after solve at level 1 : 4.896156043e-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 : 0.001377660786 0.006146736318 and volume-weighted sum 2256.016326 Subtracting 4.895868762e-07 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 = 0.001378150373 MLMG: Initial residual (resid0) = 0.001378150373 MLMG: Final Iter. 6 resid, resid/bnorm = 8.55887892e-12, 6.210410044e-09 MLMG: Timers: Solve = 0.013731485 Iter = 0.01314347 Bottom = 0.008177313 Time in solve 0.015209576 Max/L2 norm of divergence after solve at level 1 : 4.895917896e-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 = 0.060705781 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: 0.2683360869 (terrain aware) 0.2683360869 (terrain unaware) Anelastic dt at level 1 would be: 3.254229396 (terrain aware) 3.254229396 (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 : 0.001038273433 0.004651320278 and volume-weighted sum -36436.29265 Subtracting -7.907181565e-06 from rhs in subdomain 0 Sum after subtraction -3.577867169e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001046180614 MLMG: Initial residual (resid0) = 0.001046180614 MLMG: Final Iter. 6 resid, resid/bnorm = 2.7304769e-11, 2.609947902e-08 MLMG: Timers: Solve = 0.014009905 Iter = 0.013412795 Bottom = 0.008404298 Time in solve 0.015518759 Max/L2 norm of divergence after solve at level 1 : 7.90720887e-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 : 0.00129895877 0.006141852691 and volume-weighted sum -36436.29265 Subtracting -7.907181565e-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 = 0.001291051588 MLMG: Initial residual (resid0) = 0.001291051588 MLMG: Final Iter. 6 resid, resid/bnorm = 8.390952809e-12, 6.499316439e-09 MLMG: Timers: Solve = 0.013969744 Iter = 0.013375394 Bottom = 0.008311518 Time in solve 0.015426769 Max/L2 norm of divergence after solve at level 1 : 7.907189956e-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 = 0.054669755 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: 0.268244316 (terrain aware) 0.268244316 (terrain unaware) Anelastic dt at level 1 would be: 3.244776334 (terrain aware) 3.244776334 (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 : 0.001001085255 0.004218914981 and volume-weighted sum -67761.86253 Subtracting -1.470526531e-05 from rhs in subdomain 0 Sum after subtraction -6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001015790521 MLMG: Initial residual (resid0) = 0.001015790521 MLMG: Final Iter. 6 resid, resid/bnorm = 8.897992079e-12, 8.759672294e-09 MLMG: Timers: Solve = 0.014041138 Iter = 0.013445756 Bottom = 0.008471215 Time in solve 0.015540842 Max/L2 norm of divergence after solve at level 1 : 1.47052742e-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 : 0.001401238211 0.00618708501 and volume-weighted sum -67761.86253 Subtracting -1.470526531e-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 = 0.001386532946 MLMG: Initial residual (resid0) = 0.001386532946 MLMG: Final Iter. 6 resid, resid/bnorm = 8.290722086e-12, 5.979462739e-09 MLMG: Timers: Solve = 0.013872867 Iter = 0.013271319 Bottom = 0.008278702 Time in solve 0.015379746 Max/L2 norm of divergence after solve at level 1 : 1.47052736e-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 = 0.054276017 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: 0.2681556353 (terrain aware) 0.2681556353 (terrain unaware) Anelastic dt at level 1 would be: 3.23616518 (terrain aware) 3.23616518 (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 : 0.001000445111 0.00438275842 and volume-weighted sum -86901.0085 Subtracting -1.88587258e-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 = 0.001019303836 MLMG: Initial residual (resid0) = 0.001019303836 MLMG: Final Iter. 6 resid, resid/bnorm = 1.580217792e-11, 1.550291223e-08 MLMG: Timers: Solve = 0.013942921 Iter = 0.013349112 Bottom = 0.008391257 Time in solve 0.015404486 Max/L2 norm of divergence after solve at level 1 : 1.885874161e-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 : 0.001354092065 0.006229898429 and volume-weighted sum -86901.0085 Subtracting -1.88587258e-05 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 = 0.001335233339 MLMG: Initial residual (resid0) = 0.001335233339 MLMG: Final Iter. 6 resid, resid/bnorm = 8.170698025e-12, 6.119303484e-09 MLMG: Timers: Solve = 0.013795169 Iter = 0.013203523 Bottom = 0.008239371 Time in solve 0.015261935 Max/L2 norm of divergence after solve at level 1 : 1.885873397e-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 = 0.054168702 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: 0.2680646841 (terrain aware) 0.2680646841 (terrain unaware) Anelastic dt at level 1 would be: 3.228587773 (terrain aware) 3.228587773 (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 : 0.00102463809 0.004449717563 and volume-weighted sum -92059.64892 Subtracting -1.997822242e-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 = 0.001044616313 MLMG: Initial residual (resid0) = 0.001044616313 MLMG: Final Iter. 6 resid, resid/bnorm = 1.693095791e-11, 1.620782455e-08 MLMG: Timers: Solve = 0.01416934 Iter = 0.013577238 Bottom = 0.008585479 Time in solve 0.015651291 Max/L2 norm of divergence after solve at level 1 : 1.997823935e-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 : 0.001400947509 0.006239583498 and volume-weighted sum -92059.64892 Subtracting -1.997822242e-05 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 = 0.001380969287 MLMG: Initial residual (resid0) = 0.001380969287 MLMG: Final Iter. 6 resid, resid/bnorm = 8.023822885e-12, 5.810283372e-09 MLMG: Timers: Solve = 0.013852425 Iter = 0.013259928 Bottom = 0.008287594 Time in solve 0.01536364 Max/L2 norm of divergence after solve at level 1 : 1.997823045e-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 = 0.054657057 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: 0.2679619496 (terrain aware) 0.2679619496 (terrain unaware) Anelastic dt at level 1 would be: 3.222306256 (terrain aware) 3.222306256 (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 : 0.0009598730027 0.004365927515 and volume-weighted sum -85275.41896 Subtracting -1.850595029e-05 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 = 0.000978378953 MLMG: Initial residual (resid0) = 0.000978378953 MLMG: Final Iter. 6 resid, resid/bnorm = 1.37227587e-11, 1.402601585e-08 MLMG: Timers: Solve = 0.013887338 Iter = 0.013286599 Bottom = 0.008329339 Time in solve 0.015341553 Max/L2 norm of divergence after solve at level 1 : 1.850596402e-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 : 0.001394038208 0.00621140098 and volume-weighted sum -85275.41896 Subtracting -1.850595029e-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 = 0.001375532258 MLMG: Initial residual (resid0) = 0.001375532258 MLMG: Final Iter. 6 resid, resid/bnorm = 7.856723573e-12, 5.711769773e-09 MLMG: Timers: Solve = 0.013969005 Iter = 0.013379882 Bottom = 0.008383275 Time in solve 0.015434798 Max/L2 norm of divergence after solve at level 1 : 1.850595815e-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 = 0.054121484 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: 0.2678670868 (terrain aware) 0.2678670868 (terrain unaware) Anelastic dt at level 1 would be: 3.214819555 (terrain aware) 3.214819555 (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 : 0.001048717685 0.004211340721 and volume-weighted sum -71182.97294 Subtracting -1.544769378e-05 from rhs in subdomain 0 Sum after subtraction -6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001064165379 MLMG: Initial residual (resid0) = 0.001064165379 MLMG: Final Iter. 6 resid, resid/bnorm = 7.837762781e-12, 7.365173627e-09 MLMG: Timers: Solve = 0.014310411 Iter = 0.013712521 Bottom = 0.008719287 Time in solve 0.015803271 Max/L2 norm of divergence after solve at level 1 : 1.544770139e-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 : 0.001378380934 0.006164488034 and volume-weighted sum -71182.97294 Subtracting -1.544769378e-05 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 = 0.00136293324 MLMG: Initial residual (resid0) = 0.00136293324 MLMG: Final Iter. 6 resid, resid/bnorm = 7.783439908e-12, 5.710800558e-09 MLMG: Timers: Solve = 0.013921958 Iter = 0.01332865 Bottom = 0.008366657 Time in solve 0.015436189 Max/L2 norm of divergence after solve at level 1 : 1.544770156e-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 = 0.054700461 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: 0.2677821192 (terrain aware) 0.2677821192 (terrain unaware) Anelastic dt at level 1 would be: 3.207119824 (terrain aware) 3.207119824 (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 : 0.000940503086 0.00409444002 and volume-weighted sum -54410.56706 Subtracting -1.180784875e-05 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 = 0.0009523109347 MLMG: Initial residual (resid0) = 0.0009523109347 MLMG: Final Iter. 5 resid, resid/bnorm = 6.039536624e-11, 6.341979708e-08 MLMG: Timers: Solve = 0.012000708 Iter = 0.011405279 Bottom = 0.0072439 Time in solve 0.013460698 Max/L2 norm of divergence after solve at level 1 : 1.180789843e-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 : 0.001418362702 0.006118415114 and volume-weighted sum -54410.56706 Subtracting -1.180784875e-05 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 = 0.001406554853 MLMG: Initial residual (resid0) = 0.001406554853 MLMG: Final Iter. 6 resid, resid/bnorm = 7.648390154e-12, 5.437676418e-09 MLMG: Timers: Solve = 0.014012388 Iter = 0.013423238 Bottom = 0.008451091 Time in solve 0.015482479 Max/L2 norm of divergence after solve at level 1 : 1.18078564e-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 = 0.052605902 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: 0.2677028876 (terrain aware) 0.2677028876 (terrain unaware) Anelastic dt at level 1 would be: 3.200777721 (terrain aware) 3.200777721 (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 : 0.001059618208 0.004030660209 and volume-weighted sum -37117.77202 Subtracting -8.055072052e-06 from rhs in subdomain 0 Sum after subtraction 9.215718466e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00106767328 MLMG: Initial residual (resid0) = 0.00106767328 MLMG: Final Iter. 5 resid, resid/bnorm = 5.355651675e-11, 5.016189667e-08 MLMG: Timers: Solve = 0.012153715 Iter = 0.011559615 Bottom = 0.007321728 Time in solve 0.013648713 Max/L2 norm of divergence after solve at level 1 : 8.055125609e-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 : 0.001337129577 0.00608013125 and volume-weighted sum -37117.77202 Subtracting -8.055072052e-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 = 0.001329074505 MLMG: Initial residual (resid0) = 0.001329074505 MLMG: Final Iter. 6 resid, resid/bnorm = 7.627624986e-12, 5.739049959e-09 MLMG: Timers: Solve = 0.014305077 Iter = 0.013723848 Bottom = 0.008740663 Time in solve 0.01579398 Max/L2 norm of divergence after solve at level 1 : 8.05507968e-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 = 0.052729888 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: 0.2675903494 (terrain aware) 0.2675903494 (terrain unaware) Anelastic dt at level 1 would be: 3.188984664 (terrain aware) 3.188984664 (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 : 0.001005305623 0.003999408135 and volume-weighted sum -18580.3172 Subtracting -4.032186892e-06 from rhs in subdomain 0 Sum after subtraction -1.029992064e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001009337809 MLMG: Initial residual (resid0) = 0.001009337809 MLMG: Final Iter. 5 resid, resid/bnorm = 7.609586181e-11, 7.539186692e-08 MLMG: Timers: Solve = 0.011713161 Iter = 0.011132936 Bottom = 0.006969693 Time in solve 0.013163414 Max/L2 norm of divergence after solve at level 1 : 4.032261697e-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 : 0.001427384255 0.006053080649 and volume-weighted sum -18580.3172 Subtracting -4.032186892e-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 = 0.001423352069 MLMG: Initial residual (resid0) = 0.001423352069 MLMG: Final Iter. 6 resid, resid/bnorm = 7.575404605e-12, 5.322228261e-09 MLMG: Timers: Solve = 0.013985567 Iter = 0.013400546 Bottom = 0.00844966 Time in solve 0.015451872 Max/L2 norm of divergence after solve at level 1 : 4.032194467e-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 = 0.052024844 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: 0.267486499 (terrain aware) 0.267486499 (terrain unaware) Anelastic dt at level 1 would be: 3.177789674 (terrain aware) 3.177789674 (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 : 0.001049369546 0.004012389854 and volume-weighted sum 3112.234706 Subtracting 6.753981566e-07 from rhs in subdomain 0 Sum after subtraction 7.047314121e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001048694148 MLMG: Initial residual (resid0) = 0.001048694148 MLMG: Final Iter. 6 resid, resid/bnorm = 1.008962404e-11, 9.621131256e-09 MLMG: Timers: Solve = 0.014105795 Iter = 0.013510834 Bottom = 0.008556979 Time in solve 0.015556472 Max/L2 norm of divergence after solve at level 1 : 6.754048266e-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 : 0.001365818675 0.006039235002 and volume-weighted sum 3112.234706 Subtracting 6.753981566e-07 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 = 0.001366494073 MLMG: Initial residual (resid0) = 0.001366494073 MLMG: Final Iter. 6 resid, resid/bnorm = 7.492980574e-12, 5.483361195e-09 MLMG: Timers: Solve = 0.014093791 Iter = 0.01347515 Bottom = 0.008492958 Time in solve 0.01555042 Max/L2 norm of divergence after solve at level 1 : 6.754036848e-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 = 0.05551092 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: 0.2673923458 (terrain aware) 0.2673923458 (terrain unaware) Anelastic dt at level 1 would be: 3.167877884 (terrain aware) 3.167877884 (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 : 0.001059632842 0.004053194235 and volume-weighted sum 28438.58458 Subtracting 6.171567834e-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 = 0.001053461274 MLMG: Initial residual (resid0) = 0.001053461274 MLMG: Final Iter. 6 resid, resid/bnorm = 1.247158039e-11, 1.183867001e-08 MLMG: Timers: Solve = 0.014314164 Iter = 0.013714758 Bottom = 0.008716459 Time in solve 0.01576645 Max/L2 norm of divergence after solve at level 1 : 6.171576393e-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 : 0.001416561599 0.006048033751 and volume-weighted sum 28438.58458 Subtracting 6.171567834e-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 = 0.001422733167 MLMG: Initial residual (resid0) = 0.001422733167 MLMG: Final Iter. 6 resid, resid/bnorm = 7.369239794e-12, 5.179635906e-09 MLMG: Timers: Solve = 0.014581141 Iter = 0.013941664 Bottom = 0.008877481 Time in solve 0.016045398 Max/L2 norm of divergence after solve at level 1 : 6.171573221e-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 = 0.055008363 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: 0.2672795378 (terrain aware) 0.2672795378 (terrain unaware) Anelastic dt at level 1 would be: 3.159446185 (terrain aware) 3.159446185 (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 : 0.001018244356 0.004094423535 and volume-weighted sum 54856.49085 Subtracting 1.190462041e-05 from rhs in subdomain 0 Sum after subtraction -1.883801275e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001006339736 MLMG: Initial residual (resid0) = 0.001006339736 MLMG: Final Iter. 6 resid, resid/bnorm = 1.01974736e-11, 1.013323159e-08 MLMG: Timers: Solve = 0.01420791 Iter = 0.013605853 Bottom = 0.008647558 Time in solve 0.015662019 Max/L2 norm of divergence after solve at level 1 : 1.190462626e-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 : 0.00140522746 0.006083491288 and volume-weighted sum 54856.49085 Subtracting 1.190462041e-05 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 = 0.001417132081 MLMG: Initial residual (resid0) = 0.001417132081 MLMG: Final Iter. 6 resid, resid/bnorm = 7.189383623e-12, 5.073192344e-09 MLMG: Timers: Solve = 0.013997977 Iter = 0.013408365 Bottom = 0.008441993 Time in solve 0.015448661 Max/L2 norm of divergence after solve at level 1 : 1.190462562e-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 = 0.054557116 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: 0.2671737342 (terrain aware) 0.2671737342 (terrain unaware) Anelastic dt at level 1 would be: 3.149702157 (terrain aware) 3.149702157 (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 : 0.001098805077 0.004160923757 and volume-weighted sum 77380.29508 Subtracting 1.679259876e-05 from rhs in subdomain 0 Sum after subtraction -1.355252716e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001082012478 MLMG: Initial residual (resid0) = 0.001082012478 MLMG: Final Iter. 6 resid, resid/bnorm = 9.228987773e-12, 8.529465194e-09 MLMG: Timers: Solve = 0.013599432 Iter = 0.013016574 Bottom = 0.00804721 Time in solve 0.015058075 Max/L2 norm of divergence after solve at level 1 : 1.679260309e-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 : 0.001384916332 0.006127012067 and volume-weighted sum 77380.29508 Subtracting 1.679259876e-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 = 0.001401708931 MLMG: Initial residual (resid0) = 0.001401708931 MLMG: Final Iter. 6 resid, resid/bnorm = 6.951696102e-12, 4.959443397e-09 MLMG: Timers: Solve = 0.013973091 Iter = 0.013382361 Bottom = 0.008357047 Time in solve 0.015425668 Max/L2 norm of divergence after solve at level 1 : 1.679260376e-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 = 0.053572046 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: 0.2670796262 (terrain aware) 0.2670796262 (terrain unaware) Anelastic dt at level 1 would be: 3.139264417 (terrain aware) 3.139264417 (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 : 0.0009737878168 0.004262506664 and volume-weighted sum 90728.47047 Subtracting 1.968933821e-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 = 0.0009540984786 MLMG: Initial residual (resid0) = 0.0009540984786 MLMG: Final Iter. 6 resid, resid/bnorm = 9.847964118e-12, 1.032174806e-08 MLMG: Timers: Solve = 0.014137506 Iter = 0.013540018 Bottom = 0.008563832 Time in solve 0.015619756 Max/L2 norm of divergence after solve at level 1 : 1.968934806e-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 : 0.001430260716 0.006156155852 and volume-weighted sum 90728.47047 Subtracting 1.968933821e-05 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 = 0.001449950054 MLMG: Initial residual (resid0) = 0.001449950054 MLMG: Final Iter. 6 resid, resid/bnorm = 6.65958502e-12, 4.592975462e-09 MLMG: Timers: Solve = 0.013894399 Iter = 0.013305257 Bottom = 0.008335949 Time in solve 0.015358346 Max/L2 norm of divergence after solve at level 1 : 1.968934301e-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 = 0.054618049 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: 0.2669987287 (terrain aware) 0.2669987287 (terrain unaware) Anelastic dt at level 1 would be: 3.130642779 (terrain aware) 3.130642779 (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 : 0.001107831472 0.004327428824 and volume-weighted sum 91684.98626 Subtracting 1.989691542e-05 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 = 0.001087934556 MLMG: Initial residual (resid0) = 0.001087934556 MLMG: Final Iter. 6 resid, resid/bnorm = 1.74864787e-11, 1.607309796e-08 MLMG: Timers: Solve = 0.013900794 Iter = 0.013318491 Bottom = 0.008350171 Time in solve 0.015340351 Max/L2 norm of divergence after solve at level 1 : 1.989693291e-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 : 0.001335462795 0.006147293506 and volume-weighted sum 91684.98626 Subtracting 1.989691542e-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 = 0.001355359711 MLMG: Initial residual (resid0) = 0.001355359711 MLMG: Final Iter. 6 resid, resid/bnorm = 6.324777304e-12, 4.666493518e-09 MLMG: Timers: Solve = 0.013708582 Iter = 0.01311542 Bottom = 0.008159863 Time in solve 0.015184633 Max/L2 norm of divergence after solve at level 1 : 1.989692004e-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 = 0.053939689 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: 0.266902117 (terrain aware) 0.266902117 (terrain unaware) Anelastic dt at level 1 would be: 3.124149608 (terrain aware) 3.124149608 (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 : 0.001041213585 0.004286223967 and volume-weighted sum 80087.5795 Subtracting 1.738011708e-05 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 = 0.001023833468 MLMG: Initial residual (resid0) = 0.001023833468 MLMG: Final Iter. 6 resid, resid/bnorm = 2.11322998e-11, 2.064036825e-08 MLMG: Timers: Solve = 0.01384285 Iter = 0.013244565 Bottom = 0.008267715 Time in solve 0.015338633 Max/L2 norm of divergence after solve at level 1 : 1.738013821e-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 : 0.001440606237 0.006092699126 and volume-weighted sum 80087.5795 Subtracting 1.738011708e-05 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 = 0.001457986354 MLMG: Initial residual (resid0) = 0.001457986354 MLMG: Final Iter. 6 resid, resid/bnorm = 6.122281393e-12, 4.199134907e-09 MLMG: Timers: Solve = 0.013936379 Iter = 0.013345833 Bottom = 0.008339615 Time in solve 0.015394802 Max/L2 norm of divergence after solve at level 1 : 1.738012154e-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 = 0.05444949 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: 0.2668085379 (terrain aware) 0.2668085379 (terrain unaware) Anelastic dt at level 1 would be: 3.115179784 (terrain aware) 3.115179784 (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 : 0.001076038624 0.004156430343 and volume-weighted sum 58228.39078 Subtracting 1.263636953e-05 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 = 0.001063402255 MLMG: Initial residual (resid0) = 0.001063402255 MLMG: Final Iter. 6 resid, resid/bnorm = 1.975441323e-11, 1.857661402e-08 MLMG: Timers: Solve = 0.013983774 Iter = 0.013397649 Bottom = 0.008417754 Time in solve 0.015420711 Max/L2 norm of divergence after solve at level 1 : 1.263638928e-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 : 0.00139375037 0.00602056993 and volume-weighted sum 58228.39078 Subtracting 1.263636953e-05 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 = 0.00140638674 MLMG: Initial residual (resid0) = 0.00140638674 MLMG: Final Iter. 6 resid, resid/bnorm = 5.954902607e-12, 4.23418569e-09 MLMG: Timers: Solve = 0.013990567 Iter = 0.013409905 Bottom = 0.008426079 Time in solve 0.015452026 Max/L2 norm of divergence after solve at level 1 : 1.263637388e-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 = 0.054211506 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: 0.2667286691 (terrain aware) 0.2667286691 (terrain unaware) Anelastic dt at level 1 would be: 3.106916176 (terrain aware) 3.106916176 (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 : 0.00107990248 0.004013595931 and volume-weighted sum 29660.4038 Subtracting 6.436719575e-06 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 = 0.00107346576 MLMG: Initial residual (resid0) = 0.00107346576 MLMG: Final Iter. 6 resid, resid/bnorm = 1.439834609e-11, 1.341295328e-08 MLMG: Timers: Solve = 0.013849074 Iter = 0.013231962 Bottom = 0.008258183 Time in solve 0.015322064 Max/L2 norm of divergence after solve at level 1 : 6.436733973e-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 : 0.001431382728 0.005958135765 and volume-weighted sum 29660.4038 Subtracting 6.436719575e-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 = 0.001437819447 MLMG: Initial residual (resid0) = 0.001437819447 MLMG: Final Iter. 6 resid, resid/bnorm = 5.784933981e-12, 4.023407801e-09 MLMG: Timers: Solve = 0.013940441 Iter = 0.01335105 Bottom = 0.008316738 Time in solve 0.015464315 Max/L2 norm of divergence after solve at level 1 : 6.436723832e-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 = 0.053924738 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: 0.2666629721 (terrain aware) 0.2666629721 (terrain unaware) Anelastic dt at level 1 would be: 3.101008928 (terrain aware) 3.101008928 (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 : 0.001004937261 0.003927156331 and volume-weighted sum -1624.791445 Subtracting -3.526023102e-07 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 = 0.001005289863 MLMG: Initial residual (resid0) = 0.001005289863 MLMG: Final Iter. 6 resid, resid/bnorm = 6.917041396e-12, 6.880643734e-09 MLMG: Timers: Solve = 0.014293247 Iter = 0.013570699 Bottom = 0.008575219 Time in solve 0.015954628 Max/L2 norm of divergence after solve at level 1 : 3.526089798e-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 : 0.001444721222 0.005922400869 and volume-weighted sum -1624.791445 Subtracting -3.526023102e-07 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 = 0.00144436862 MLMG: Initial residual (resid0) = 0.00144436862 MLMG: Final Iter. 6 resid, resid/bnorm = 5.788413639e-12, 4.007573661e-09 MLMG: Timers: Solve = 0.013854697 Iter = 0.013264401 Bottom = 0.008293653 Time in solve 0.015325124 Max/L2 norm of divergence after solve at level 1 : 3.526080986e-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 = 0.05451584 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: 0.2665643863 (terrain aware) 0.2665643863 (terrain unaware) Anelastic dt at level 1 would be: 3.09587711 (terrain aware) 3.09587711 (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 : 0.001090264917 0.003927572624 and volume-weighted sum -31378.91861 Subtracting -6.809661157e-06 from rhs in subdomain 0 Sum after subtraction 3.577867169e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001097074578 MLMG: Initial residual (resid0) = 0.001097074578 MLMG: Final Iter. 5 resid, resid/bnorm = 6.289987555e-11, 5.733418384e-08 MLMG: Timers: Solve = 0.011900458 Iter = 0.011305034 Bottom = 0.007141148 Time in solve 0.013357348 Max/L2 norm of divergence after solve at level 1 : 6.809724057e-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 : 0.001396272766 0.005928575627 and volume-weighted sum -31378.91861 Subtracting -6.809661157e-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 = 0.001389463105 MLMG: Initial residual (resid0) = 0.001389463105 MLMG: Final Iter. 6 resid, resid/bnorm = 5.793212454e-12, 4.169389193e-09 MLMG: Timers: Solve = 0.01401527 Iter = 0.01342543 Bottom = 0.008444241 Time in solve 0.015471757 Max/L2 norm of divergence after solve at level 1 : 6.809666951e-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 = 0.052323496 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: 0.2664792968 (terrain aware) 0.2664792968 (terrain unaware) Anelastic dt at level 1 would be: 3.087636873 (terrain aware) 3.087636873 (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 : 0.0009670307805 0.004001349721 and volume-weighted sum -55338.15152 Subtracting -1.200914746e-05 from rhs in subdomain 0 Sum after subtraction -1.404041813e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000979039928 MLMG: Initial residual (resid0) = 0.000979039928 MLMG: Final Iter. 6 resid, resid/bnorm = 6.889542842e-12, 7.037039701e-09 MLMG: Timers: Solve = 0.013807062 Iter = 0.013214396 Bottom = 0.00827148 Time in solve 0.015283762 Max/L2 norm of divergence after solve at level 1 : 1.200915435e-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 : 0.001471120778 0.005958342515 and volume-weighted sum -55338.15152 Subtracting -1.200914746e-05 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 = 0.001459111631 MLMG: Initial residual (resid0) = 0.001459111631 MLMG: Final Iter. 6 resid, resid/bnorm = 5.779949518e-12, 3.961279861e-09 MLMG: Timers: Solve = 0.013931922 Iter = 0.013342411 Bottom = 0.008318443 Time in solve 0.015441178 Max/L2 norm of divergence after solve at level 1 : 1.200915324e-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 = 0.053815269 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: 0.2664098981 (terrain aware) 0.2664098981 (terrain unaware) Anelastic dt at level 1 would be: 3.081849496 (terrain aware) 3.081849496 (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 : 0.001073721395 0.004099630117 and volume-weighted sum -69964.15592 Subtracting -1.518319356e-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 = 0.001088904589 MLMG: Initial residual (resid0) = 0.001088904589 MLMG: Final Iter. 6 resid, resid/bnorm = 1.073071152e-11, 9.85459298e-09 MLMG: Timers: Solve = 0.013805647 Iter = 0.013216236 Bottom = 0.008283152 Time in solve 0.015261225 Max/L2 norm of divergence after solve at level 1 : 1.518320429e-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 : 0.001393257519 0.005980192864 and volume-weighted sum -69964.15592 Subtracting -1.518319356e-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 = 0.001378074325 MLMG: Initial residual (resid0) = 0.001378074325 MLMG: Final Iter. 6 resid, resid/bnorm = 5.728748225e-12, 4.15706767e-09 MLMG: Timers: Solve = 0.014199997 Iter = 0.01361945 Bottom = 0.008533684 Time in solve 0.01567534 Max/L2 norm of divergence after solve at level 1 : 1.518319929e-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 = 0.053403002 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: 0.2663299823 (terrain aware) 0.2663299823 (terrain unaware) Anelastic dt at level 1 would be: 3.078844866 (terrain aware) 3.078844866 (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 : 0.001034720921 0.004157742696 and volume-weighted sum -73513.80794 Subtracting -1.595351735e-05 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 = 0.001050674438 MLMG: Initial residual (resid0) = 0.001050674438 MLMG: Final Iter. 6 resid, resid/bnorm = 1.249548866e-11, 1.189282636e-08 MLMG: Timers: Solve = 0.014269798 Iter = 0.013695749 Bottom = 0.008695827 Time in solve 0.015716012 Max/L2 norm of divergence after solve at level 1 : 1.595352984e-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 : 0.001468544885 0.005984431513 and volume-weighted sum -73513.80794 Subtracting -1.595351735e-05 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 = 0.001452591368 MLMG: Initial residual (resid0) = 0.001452591368 MLMG: Final Iter. 6 resid, resid/bnorm = 5.631854914e-12, 3.877108895e-09 MLMG: Timers: Solve = 0.013786235 Iter = 0.013198438 Bottom = 0.008236678 Time in solve 0.015295459 Max/L2 norm of divergence after solve at level 1 : 1.595352298e-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 = 0.053845244 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: 0.2662444897 (terrain aware) 0.2662444897 (terrain unaware) Anelastic dt at level 1 would be: 3.067942102 (terrain aware) 3.067942102 (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 : 0.001032600447 0.004117678185 and volume-weighted sum -66887.25552 Subtracting -1.451546344e-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 = 0.001047115911 MLMG: Initial residual (resid0) = 0.001047115911 MLMG: Final Iter. 6 resid, resid/bnorm = 1.117722868e-11, 1.067429935e-08 MLMG: Timers: Solve = 0.014204307 Iter = 0.013611993 Bottom = 0.008658475 Time in solve 0.015674105 Max/L2 norm of divergence after solve at level 1 : 1.451547461e-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 : 0.001449555045 0.005963057748 and volume-weighted sum -66887.25552 Subtracting -1.451546344e-05 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 = 0.001435039582 MLMG: Initial residual (resid0) = 0.001435039582 MLMG: Final Iter. 6 resid, resid/bnorm = 5.465409646e-12, 3.808542785e-09 MLMG: Timers: Solve = 0.013911902 Iter = 0.013319342 Bottom = 0.008341113 Time in solve 0.015389545 Max/L2 norm of divergence after solve at level 1 : 1.45154689e-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 = 0.054022964 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: 0.2661607743 (terrain aware) 0.2661607743 (terrain unaware) Anelastic dt at level 1 would be: 3.059802601 (terrain aware) 3.059802601 (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 : 0.001086496494 0.003995699944 and volume-weighted sum -53462.92467 Subtracting -1.160219719e-05 from rhs in subdomain 0 Sum after subtraction -6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001098098691 MLMG: Initial residual (resid0) = 0.001098098691 MLMG: Final Iter. 6 resid, resid/bnorm = 8.727852849e-12, 7.94814976e-09 MLMG: Timers: Solve = 0.014189591 Iter = 0.013595334 Bottom = 0.008613278 Time in solve 0.015673651 Max/L2 norm of divergence after solve at level 1 : 1.160220446e-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 : 0.001431093929 0.005922706874 and volume-weighted sum -53462.92467 Subtracting -1.160219719e-05 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 = 0.001419491732 MLMG: Initial residual (resid0) = 0.001419491732 MLMG: Final Iter. 6 resid, resid/bnorm = 5.23075453e-12, 3.684948924e-09 MLMG: Timers: Solve = 0.01403471 Iter = 0.01344427 Bottom = 0.008501999 Time in solve 0.015494524 Max/L2 norm of divergence after solve at level 1 : 1.160220243e-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 = 0.054215737 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: 0.2660583833 (terrain aware) 0.2660583833 (terrain unaware) Anelastic dt at level 1 would be: 3.054013197 (terrain aware) 3.054013197 (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 : 0.000960208252 0.003887499292 and volume-weighted sum -37651.52422 Subtracting -8.170903693e-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 = 0.0009683791556 MLMG: Initial residual (resid0) = 0.0009683791556 MLMG: Final Iter. 5 resid, resid/bnorm = 6.279115133e-11, 6.484149412e-08 MLMG: Timers: Solve = 0.011892279 Iter = 0.011292107 Bottom = 0.007158216 Time in solve 0.013342498 Max/L2 norm of divergence after solve at level 1 : 8.170964527e-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 : 0.00147741152 0.005890844007 and volume-weighted sum -37651.52422 Subtracting -8.170903693e-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 = 0.001469240617 MLMG: Initial residual (resid0) = 0.001469240617 MLMG: Final Iter. 6 resid, resid/bnorm = 5.316394255e-12, 3.618463984e-09 MLMG: Timers: Solve = 0.014129125 Iter = 0.013539907 Bottom = 0.008482928 Time in solve 0.015623996 Max/L2 norm of divergence after solve at level 1 : 8.170908781e-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 = 0.051864592 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: 0.2659535501 (terrain aware) 0.2659535501 (terrain unaware) Anelastic dt at level 1 would be: 3.044221573 (terrain aware) 3.044221573 (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 : 0.001106103471 0.003841646282 and volume-weighted sum -22802.07629 Subtracting -4.948367249e-06 from rhs in subdomain 0 Sum after subtraction -8.782037597e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001111051838 MLMG: Initial residual (resid0) = 0.001111051838 MLMG: Final Iter. 5 resid, resid/bnorm = 6.389240531e-11, 5.750623248e-08 MLMG: Timers: Solve = 0.011681169 Iter = 0.011099261 Bottom = 0.006963232 Time in solve 0.013128601 Max/L2 norm of divergence after solve at level 1 : 4.948431142e-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 : 0.001373797987 0.005866009196 and volume-weighted sum -22802.07629 Subtracting -4.948367249e-06 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 = 0.00136884962 MLMG: Initial residual (resid0) = 0.00136884962 MLMG: Final Iter. 6 resid, resid/bnorm = 5.389765646e-12, 3.937441752e-09 MLMG: Timers: Solve = 0.013896805 Iter = 0.013322859 Bottom = 0.008396956 Time in solve 0.015360412 Max/L2 norm of divergence after solve at level 1 : 4.948372145e-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 = 0.051202607 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: 0.265871569 (terrain aware) 0.265871569 (terrain unaware) Anelastic dt at level 1 would be: 3.037513727 (terrain aware) 3.037513727 (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 : 0.001033026054 0.003831056561 and volume-weighted sum -9776.271501 Subtracting -2.121586697e-06 from rhs in subdomain 0 Sum after subtraction 7.589415207e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00103514764 MLMG: Initial residual (resid0) = 0.00103514764 MLMG: Final Iter. 5 resid, resid/bnorm = 7.160139927e-11, 6.917022893e-08 MLMG: Timers: Solve = 0.011331485 Iter = 0.010742697 Bottom = 0.00661086 Time in solve 0.012779624 Max/L2 norm of divergence after solve at level 1 : 2.121658299e-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 : 0.00147683111 0.005845616977 and volume-weighted sum -9776.271501 Subtracting -2.121586697e-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 = 0.001474709523 MLMG: Initial residual (resid0) = 0.001474709523 MLMG: Final Iter. 6 resid, resid/bnorm = 5.449817587e-12, 3.695519356e-09 MLMG: Timers: Solve = 0.013981814 Iter = 0.01339576 Bottom = 0.008450612 Time in solve 0.015466178 Max/L2 norm of divergence after solve at level 1 : 2.121591368e-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 = 0.051073909 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: 0.2657975684 (terrain aware) 0.2657975684 (terrain unaware) Anelastic dt at level 1 would be: 3.034049578 (terrain aware) 3.034049578 (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 : 0.00108133785 0.003834081699 and volume-weighted sum 2786.845382 Subtracting 6.047841542e-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 = 0.001080733066 MLMG: Initial residual (resid0) = 0.001080733066 MLMG: Final Iter. 6 resid, resid/bnorm = 7.887653932e-12, 7.298429357e-09 MLMG: Timers: Solve = 0.013961122 Iter = 0.013364752 Bottom = 0.008396759 Time in solve 0.015460737 Max/L2 norm of divergence after solve at level 1 : 6.047878362e-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 : 0.001437617287 0.005840562309 and volume-weighted sum 2786.845382 Subtracting 6.047841542e-07 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 = 0.001438222071 MLMG: Initial residual (resid0) = 0.001438222071 MLMG: Final Iter. 6 resid, resid/bnorm = 5.504309818e-12, 3.827162668e-09 MLMG: Timers: Solve = 0.013961775 Iter = 0.013371527 Bottom = 0.008432064 Time in solve 0.015440106 Max/L2 norm of divergence after solve at level 1 : 6.047896585e-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 = 0.053858341 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: 0.2657012493 (terrain aware) 0.2657012493 (terrain unaware) Anelastic dt at level 1 would be: 3.025880368 (terrain aware) 3.025880368 (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 : 0.001100621555 0.00384842103 and volume-weighted sum 16793.70057 Subtracting 3.644466269e-06 from rhs in subdomain 0 Sum after subtraction -2.059984128e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001096977089 MLMG: Initial residual (resid0) = 0.001096977089 MLMG: Final Iter. 6 resid, resid/bnorm = 9.595399735e-12, 8.747128663e-09 MLMG: Timers: Solve = 0.013993028 Iter = 0.013395352 Bottom = 0.008434701 Time in solve 0.015447252 Max/L2 norm of divergence after solve at level 1 : 3.644472236e-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 : 0.001443794502 0.005839997681 and volume-weighted sum 16793.70057 Subtracting 3.644466269e-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 = 0.001447438968 MLMG: Initial residual (resid0) = 0.001447438968 MLMG: Final Iter. 6 resid, resid/bnorm = 5.553895792e-12, 3.837050069e-09 MLMG: Timers: Solve = 0.014031822 Iter = 0.013440051 Bottom = 0.008493436 Time in solve 0.015506927 Max/L2 norm of divergence after solve at level 1 : 3.644471823e-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 = 0.054600808 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: 0.2656295947 (terrain aware) 0.2656295947 (terrain unaware) Anelastic dt at level 1 would be: 3.020170937 (terrain aware) 3.020170937 (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 : 0.001011288842 0.003864800867 and volume-weighted sum 32613.32832 Subtracting 7.077545209e-06 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 = 0.001004211297 MLMG: Initial residual (resid0) = 0.001004211297 MLMG: Final Iter. 6 resid, resid/bnorm = 1.005413759e-11, 1.001197419e-08 MLMG: Timers: Solve = 0.014023667 Iter = 0.013429059 Bottom = 0.008479806 Time in solve 0.015500346 Max/L2 norm of divergence after solve at level 1 : 7.077551766e-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 : 0.001472806091 0.005847548024 and volume-weighted sum 32613.32832 Subtracting 7.077545209e-06 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 = 0.001479883636 MLMG: Initial residual (resid0) = 0.001479883636 MLMG: Final Iter. 6 resid, resid/bnorm = 5.584192099e-12, 3.77339945e-09 MLMG: Timers: Solve = 0.013921885 Iter = 0.013332948 Bottom = 0.008378836 Time in solve 0.015404045 Max/L2 norm of divergence after solve at level 1 : 7.077550793e-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 = 0.053927596 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: 0.2655774292 (terrain aware) 0.2655774292 (terrain unaware) Anelastic dt at level 1 would be: 3.017894068 (terrain aware) 3.017894068 (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 : 0.001129757884 0.003873041852 and volume-weighted sum 48194.21938 Subtracting 1.045881497e-05 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 = 0.001119299069 MLMG: Initial residual (resid0) = 0.001119299069 MLMG: Final Iter. 6 resid, resid/bnorm = 8.216659076e-12, 7.340896908e-09 MLMG: Timers: Solve = 0.013904666 Iter = 0.013305642 Bottom = 0.008396681 Time in solve 0.015388766 Max/L2 norm of divergence after solve at level 1 : 1.04588184e-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 : 0.001376314234 0.005867078796 and volume-weighted sum 48194.21938 Subtracting 1.045881497e-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 = 0.001386773049 MLMG: Initial residual (resid0) = 0.001386773049 MLMG: Final Iter. 6 resid, resid/bnorm = 5.608456078e-12, 4.044249405e-09 MLMG: Timers: Solve = 0.013923585 Iter = 0.013337479 Bottom = 0.008390284 Time in solve 0.015417756 Max/L2 norm of divergence after solve at level 1 : 1.045882058e-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 = 0.05381914 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: 0.2654910861 (terrain aware) 0.2654910861 (terrain unaware) Anelastic dt at level 1 would be: 3.011594855 (terrain aware) 3.011594855 (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 : 0.001029366578 0.00389841355 and volume-weighted sum 59791.32661 Subtracting 1.297554831e-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 = 0.00101639103 MLMG: Initial residual (resid0) = 0.00101639103 MLMG: Final Iter. 6 resid, resid/bnorm = 6.414061019e-12, 6.310623401e-09 MLMG: Timers: Solve = 0.013940998 Iter = 0.013351965 Bottom = 0.008402433 Time in solve 0.015390067 Max/L2 norm of divergence after solve at level 1 : 1.29755518e-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 : 0.001475778434 0.005882749106 and volume-weighted sum 59791.32661 Subtracting 1.297554831e-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 = 0.001488753982 MLMG: Initial residual (resid0) = 0.001488753982 MLMG: Final Iter. 6 resid, resid/bnorm = 5.612158045e-12, 3.76970145e-09 MLMG: Timers: Solve = 0.013771832 Iter = 0.013184416 Bottom = 0.008226809 Time in solve 0.015258125 Max/L2 norm of divergence after solve at level 1 : 1.297555392e-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 = 0.053428604 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: 0.2654328554 (terrain aware) 0.2654328554 (terrain unaware) Anelastic dt at level 1 would be: 3.007048361 (terrain aware) 3.007048361 (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 : 0.001110371715 0.003945863568 and volume-weighted sum 63850.40751 Subtracting 1.385642524e-05 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 = 0.00109651529 MLMG: Initial residual (resid0) = 0.00109651529 MLMG: Final Iter. 6 resid, resid/bnorm = 1.019475484e-11, 9.29741239e-09 MLMG: Timers: Solve = 0.013701328 Iter = 0.013105112 Bottom = 0.008149975 Time in solve 0.0151817 Max/L2 norm of divergence after solve at level 1 : 1.385643544e-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 : 0.001424290995 0.005881462934 and volume-weighted sum 63850.40751 Subtracting 1.385642524e-05 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 = 0.00143814742 MLMG: Initial residual (resid0) = 0.00143814742 MLMG: Final Iter. 6 resid, resid/bnorm = 5.599303824e-12, 3.893414364e-09 MLMG: Timers: Solve = 0.013892945 Iter = 0.013305592 Bottom = 0.00833439 Time in solve 0.015402287 Max/L2 norm of divergence after solve at level 1 : 1.385643084e-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 = 0.053584227 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: 0.2654012289 (terrain aware) 0.2654012289 (terrain unaware) Anelastic dt at level 1 would be: 3.006242256 (terrain aware) 3.006242256 (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 : 0.001103861394 0.003962171927 and volume-weighted sum 58703.55753 Subtracting 1.273948731e-05 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001091121907 MLMG: Initial residual (resid0) = 0.001091121907 MLMG: Final Iter. 6 resid, resid/bnorm = 1.581566252e-11, 1.449486297e-08 MLMG: Timers: Solve = 0.013761893 Iter = 0.01317495 Bottom = 0.008167422 Time in solve 0.015233434 Max/L2 norm of divergence after solve at level 1 : 1.273950313e-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 : 0.001447029534 0.005856390903 and volume-weighted sum 58703.55753 Subtracting 1.273948731e-05 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 = 0.001459769021 MLMG: Initial residual (resid0) = 0.001459769021 MLMG: Final Iter. 6 resid, resid/bnorm = 5.576738414e-12, 3.820288232e-09 MLMG: Timers: Solve = 0.013944762 Iter = 0.013345379 Bottom = 0.008397661 Time in solve 0.015436817 Max/L2 norm of divergence after solve at level 1 : 1.273949289e-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 = 0.053617149 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: 0.2653288944 (terrain aware) 0.2653288944 (terrain unaware) Anelastic dt at level 1 would be: 3.001948793 (terrain aware) 3.001948793 (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 : 0.001032971941 0.003909592843 and volume-weighted sum 45097.08189 Subtracting 9.786693118e-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 = 0.001023185248 MLMG: Initial residual (resid0) = 0.001023185248 MLMG: Final Iter. 6 resid, resid/bnorm = 1.656068261e-11, 1.618541965e-08 MLMG: Timers: Solve = 0.01376806 Iter = 0.013170446 Bottom = 0.008224276 Time in solve 0.015268435 Max/L2 norm of divergence after solve at level 1 : 9.786709679e-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 : 0.001469704528 0.005820146026 and volume-weighted sum 45097.08189 Subtracting 9.786693118e-06 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 = 0.001479491221 MLMG: Initial residual (resid0) = 0.001479491221 MLMG: Final Iter. 6 resid, resid/bnorm = 5.551323232e-12, 3.752183962e-09 MLMG: Timers: Solve = 0.014069254 Iter = 0.013484678 Bottom = 0.008531483 Time in solve 0.015543358 Max/L2 norm of divergence after solve at level 1 : 9.786698669e-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 = 0.053787565 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: 0.2652864979 (terrain aware) 0.2652864979 (terrain unaware) Anelastic dt at level 1 would be: 2.999010667 (terrain aware) 2.999010667 (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 : 0.001126855625 0.003816096728 and volume-weighted sum 25554.61077 Subtracting 5.545705462e-06 from rhs in subdomain 0 Sum after subtraction -2.276824562e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00112130992 MLMG: Initial residual (resid0) = 0.00112130992 MLMG: Final Iter. 6 resid, resid/bnorm = 1.284588775e-11, 1.145614386e-08 MLMG: Timers: Solve = 0.013635992 Iter = 0.01304112 Bottom = 0.00812127 Time in solve 0.015118236 Max/L2 norm of divergence after solve at level 1 : 5.545718308e-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 : 0.001386193086 0.005778688126 and volume-weighted sum 25554.61077 Subtracting 5.545705462e-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 = 0.001391738791 MLMG: Initial residual (resid0) = 0.001391738791 MLMG: Final Iter. 6 resid, resid/bnorm = 5.525722249e-12, 3.970373093e-09 MLMG: Timers: Solve = 0.013916792 Iter = 0.013329719 Bottom = 0.008400646 Time in solve 0.015396651 Max/L2 norm of divergence after solve at level 1 : 5.545710988e-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 = 0.053395832 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: 0.2652707538 (terrain aware) 0.2652707538 (terrain unaware) Anelastic dt at level 1 would be: 2.999881493 (terrain aware) 2.999881493 (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 : 0.001004351461 0.003745735216 and volume-weighted sum 3255.626856 Subtracting 7.065162447e-07 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001003644944 MLMG: Initial residual (resid0) = 0.001003644944 MLMG: Final Iter. 6 resid, resid/bnorm = 7.165898013e-12, 7.13987357e-09 MLMG: Timers: Solve = 0.013924177 Iter = 0.0133338 Bottom = 0.008416359 Time in solve 0.015376364 Max/L2 norm of divergence after solve at level 1 : 7.065234106e-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 : 0.001483444458 0.005750642467 and volume-weighted sum 3255.626856 Subtracting 7.065162447e-07 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 = 0.001484150974 MLMG: Initial residual (resid0) = 0.001484150974 MLMG: Final Iter. 6 resid, resid/bnorm = 5.505821907e-12, 3.70974517e-09 MLMG: Timers: Solve = 0.013986307 Iter = 0.013399435 Bottom = 0.008477109 Time in solve 0.015470017 Max/L2 norm of divergence after solve at level 1 : 7.065217505e-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 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 = 0.053173312 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: 0.2652103294 (terrain aware) 0.2652103294 (terrain unaware) Anelastic dt at level 1 would be: 2.993218388 (terrain aware) 2.993218388 (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 : 0.001095990167 0.003730194811 and volume-weighted sum -18592.42359 Subtracting -4.034814146e-06 from rhs in subdomain 0 Sum after subtraction 3.523657061e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001100024981 MLMG: Initial residual (resid0) = 0.001100024981 MLMG: Final Iter. 5 resid, resid/bnorm = 7.04488264e-11, 6.404293319e-08 MLMG: Timers: Solve = 0.011961789 Iter = 0.01139036 Bottom = 0.007236835 Time in solve 0.013428032 Max/L2 norm of divergence after solve at level 1 : 4.034884595e-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 : 0.001432228467 0.00575178011 and volume-weighted sum -18592.42359 Subtracting -4.034814146e-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 = 0.001428193652 MLMG: Initial residual (resid0) = 0.001428193652 MLMG: Final Iter. 6 resid, resid/bnorm = 5.485680888e-12, 3.840992346e-09 MLMG: Timers: Solve = 0.014076186 Iter = 0.01349104 Bottom = 0.008546805 Time in solve 0.015584555 Max/L2 norm of divergence after solve at level 1 : 4.034817047e-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 = 0.052127653 seconds. 3DPlotfile write time = 0.006735019 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: 0.2651609354 (terrain aware) 0.2651609354 (terrain unaware) Anelastic dt at level 1 would be: 2.989558623 (terrain aware) 2.989558623 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (111,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(1) m_ref->m_hash_sig(0) ((0,0,0) (95,0,47) (0,0,0)) ) [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 : 0.008728682065 0.08222902767 and volume-weighted sum -28279.82787 Subtracting -5.260384648e-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 = 0.00872342168 MLMG: Initial residual (resid0) = 0.00872342168 MLMG: Final Iter. 7 resid, resid/bnorm = 2.779034094e-11, 3.185715647e-09 MLMG: Timers: Solve = 0.018095351 Iter = 0.017495879 Bottom = 0.011747076 Time in solve 0.019618363 Max/L2 norm of divergence after solve at level 1 : 5.260412439e-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 : 0.001454602376 0.005769912683 and volume-weighted sum -28279.82787 Subtracting -5.260384648e-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 = 0.001449341991 MLMG: Initial residual (resid0) = 0.001449341991 MLMG: Final Iter. 6 resid, resid/bnorm = 6.319539015e-12, 4.360281461e-09 MLMG: Timers: Solve = 0.015055338 Iter = 0.014480627 Bottom = 0.00948228 Time in solve 0.016586556 Max/L2 norm of divergence after solve at level 1 : 5.260390968e-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 = 0.064116963 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: 0.2651060972 (terrain aware) 0.2651060972 (terrain unaware) Anelastic dt at level 1 would be: 2.987782906 (terrain aware) 2.987782906 (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 : 0.001022083207 0.004328120771 and volume-weighted sum -44564.27011 Subtracting -8.289484767e-06 from rhs in subdomain 0 Sum after subtraction -1.029992064e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001030372692 MLMG: Initial residual (resid0) = 0.001030372692 MLMG: Final Iter. 6 resid, resid/bnorm = 4.794106144e-11, 4.652788436e-08 MLMG: Timers: Solve = 0.015248822 Iter = 0.014646952 Bottom = 0.009723191 Time in solve 0.01669523 Max/L2 norm of divergence after solve at level 1 : 8.289532708e-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 : 0.001482554819 0.00576368195 and volume-weighted sum -44564.27011 Subtracting -8.289484767e-06 from rhs in subdomain 0 Sum after subtraction -6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001474265334 MLMG: Initial residual (resid0) = 0.001474265334 MLMG: Final Iter. 6 resid, resid/bnorm = 6.083690694e-12, 4.126591431e-09 MLMG: Timers: Solve = 0.015538798 Iter = 0.014952623 Bottom = 0.00999053 Time in solve 0.017052655 Max/L2 norm of divergence after solve at level 1 : 8.289490851e-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 = 0.05677964 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: 0.2650285073 (terrain aware) 0.2650285073 (terrain unaware) Anelastic dt at level 1 would be: 2.982432093 (terrain aware) 2.982432093 (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 : 0.001115643245 0.003857772701 and volume-weighted sum -53328.78625 Subtracting -9.91978911e-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 = 0.001125563034 MLMG: Initial residual (resid0) = 0.001125563034 MLMG: Final Iter. 6 resid, resid/bnorm = 1.134707412e-11, 1.008124271e-08 MLMG: Timers: Solve = 0.015215226 Iter = 0.014608793 Bottom = 0.00966932 Time in solve 0.016722439 Max/L2 norm of divergence after solve at level 1 : 9.919796125e-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 : 0.001393712869 0.005768726458 and volume-weighted sum -53328.78625 Subtracting -9.91978911e-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 = 0.00138379308 MLMG: Initial residual (resid0) = 0.00138379308 MLMG: Final Iter. 6 resid, resid/bnorm = 5.931689141e-12, 4.286543433e-09 MLMG: Timers: Solve = 0.015743155 Iter = 0.015156658 Bottom = 0.010121227 Time in solve 0.017205804 Max/L2 norm of divergence after solve at level 1 : 9.919795042e-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 = 0.05696413 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: 0.2649705714 (terrain aware) 0.2649705714 (terrain unaware) Anelastic dt at level 1 would be: 2.981412914 (terrain aware) 2.981412914 (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 : 0.0009957038667 0.00385310428 and volume-weighted sum -54025.54671 Subtracting -1.004939485e-05 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 = 0.001005753262 MLMG: Initial residual (resid0) = 0.001005753262 MLMG: Final Iter. 6 resid, resid/bnorm = 1.102546428e-11, 1.096239475e-08 MLMG: Timers: Solve = 0.015225794 Iter = 0.014630807 Bottom = 0.00967952 Time in solve 0.016735681 Max/L2 norm of divergence after solve at level 1 : 1.004940259e-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 : 0.001490411551 0.005762269147 and volume-weighted sum -54025.54671 Subtracting -1.004939485e-05 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 = 0.001480362156 MLMG: Initial residual (resid0) = 0.001480362156 MLMG: Final Iter. 6 resid, resid/bnorm = 5.752678119e-12, 3.885993772e-09 MLMG: Timers: Solve = 0.015525109 Iter = 0.014927132 Bottom = 0.009976722 Time in solve 0.017055385 Max/L2 norm of divergence after solve at level 1 : 1.00494006e-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 = 0.056563721 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: 0.2649469785 (terrain aware) 0.2649469785 (terrain unaware) Anelastic dt at level 1 would be: 2.983300491 (terrain aware) 2.983300491 (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 : 0.001096388981 0.003781786192 and volume-weighted sum -48121.16569 Subtracting -8.95110969e-06 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 = 0.001105340091 MLMG: Initial residual (resid0) = 0.001105340091 MLMG: Final Iter. 6 resid, resid/bnorm = 7.038780664e-12, 6.367977349e-09 MLMG: Timers: Solve = 0.015192703 Iter = 0.014598513 Bottom = 0.00967091 Time in solve 0.016640489 Max/L2 norm of divergence after solve at level 1 : 8.951116369e-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 : 0.001439138654 0.005739874008 and volume-weighted sum -48121.16569 Subtracting -8.95110969e-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 = 0.001430187544 MLMG: Initial residual (resid0) = 0.001430187544 MLMG: Final Iter. 6 resid, resid/bnorm = 5.700755406e-12, 3.986019476e-09 MLMG: Timers: Solve = 0.015564941 Iter = 0.014977618 Bottom = 0.009997772 Time in solve 0.017031225 Max/L2 norm of divergence after solve at level 1 : 8.951115391e-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 = 0.056583131 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: 0.2648896565 (terrain aware) 0.2648896565 (terrain unaware) Anelastic dt at level 1 would be: 2.980733388 (terrain aware) 2.980733388 (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 : 0.001087157206 0.003701997488 and volume-weighted sum -38708.44791 Subtracting -7.200232127e-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 = 0.001094357438 MLMG: Initial residual (resid0) = 0.001094357438 MLMG: Final Iter. 5 resid, resid/bnorm = 9.433054316e-11, 8.619719651e-08 MLMG: Timers: Solve = 0.013385823 Iter = 0.012791278 Bottom = 0.008652744 Time in solve 0.014841497 Max/L2 norm of divergence after solve at level 1 : 7.200317476e-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 : 0.001454350672 0.005714399949 and volume-weighted sum -38708.44791 Subtracting -7.200232127e-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 = 0.00144715044 MLMG: Initial residual (resid0) = 0.00144715044 MLMG: Final Iter. 6 resid, resid/bnorm = 5.605004897e-12, 3.873132151e-09 MLMG: Timers: Solve = 0.015495345 Iter = 0.014919289 Bottom = 0.009964748 Time in solve 0.016947596 Max/L2 norm of divergence after solve at level 1 : 7.200237732e-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 = 0.054980123 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: 0.264854867 (terrain aware) 0.264854867 (terrain unaware) Anelastic dt at level 1 would be: 2.982251254 (terrain aware) 2.982251254 (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 : 0.001020572945 0.003671446473 and volume-weighted sum -29067.30259 Subtracting -5.406864321e-06 from rhs in subdomain 0 Sum after subtraction -3.252606517e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001025979809 MLMG: Initial residual (resid0) = 0.001025979809 MLMG: Final Iter. 5 resid, resid/bnorm = 9.389468067e-11, 9.15170843e-08 MLMG: Timers: Solve = 0.013156479 Iter = 0.012579763 Bottom = 0.008407343 Time in solve 0.01458818 Max/L2 norm of divergence after solve at level 1 : 5.406958215e-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 : 0.001480802864 0.005698054296 and volume-weighted sum -29067.30259 Subtracting -5.406864321e-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 = 0.001475396 MLMG: Initial residual (resid0) = 0.001475396 MLMG: Final Iter. 6 resid, resid/bnorm = 5.469369966e-12, 3.707052186e-09 MLMG: Timers: Solve = 0.015763484 Iter = 0.015177332 Bottom = 0.010210473 Time in solve 0.01730797 Max/L2 norm of divergence after solve at level 1 : 5.40686979e-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 = 0.055337355 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: 0.2648526754 (terrain aware) 0.2648526754 (terrain unaware) Anelastic dt at level 1 would be: 2.986101054 (terrain aware) 2.986101054 (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 : 0.001126549533 0.003674318662 and volume-weighted sum -20919.54502 Subtracting -3.891284416e-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 = 0.001130440818 MLMG: Initial residual (resid0) = 0.001130440818 MLMG: Final Iter. 6 resid, resid/bnorm = 1.034753691e-11, 9.153541476e-09 MLMG: Timers: Solve = 0.015535365 Iter = 0.01493616 Bottom = 0.009965634 Time in solve 0.017071414 Max/L2 norm of divergence after solve at level 1 : 3.891294764e-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 : 0.001376715684 0.005683287235 and volume-weighted sum -20919.54502 Subtracting -3.891284416e-06 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 = 0.0013728244 MLMG: Initial residual (resid0) = 0.0013728244 MLMG: Final Iter. 6 resid, resid/bnorm = 5.445761463e-12, 3.966830328e-09 MLMG: Timers: Solve = 0.01569283 Iter = 0.015100647 Bottom = 0.0101433 Time in solve 0.017167836 Max/L2 norm of divergence after solve at level 1 : 3.891289862e-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 = 0.057119208 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: 0.2648089476 (terrain aware) 0.2648089476 (terrain unaware) Anelastic dt at level 1 would be: 2.985090141 (terrain aware) 2.985090141 (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 : 0.001016362813 0.00366899391 and volume-weighted sum -13582.15302 Subtracting -2.526442153e-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 = 0.001018889256 MLMG: Initial residual (resid0) = 0.001018889256 MLMG: Final Iter. 6 resid, resid/bnorm = 1.214796533e-11, 1.192275339e-08 MLMG: Timers: Solve = 0.015555266 Iter = 0.014960549 Bottom = 0.010006459 Time in solve 0.017103301 Max/L2 norm of divergence after solve at level 1 : 2.526454301e-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 : 0.001482588948 0.005668850957 and volume-weighted sum -13582.15302 Subtracting -2.526442153e-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 = 0.001480062506 MLMG: Initial residual (resid0) = 0.001480062506 MLMG: Final Iter. 6 resid, resid/bnorm = 5.402095329e-12, 3.649910262e-09 MLMG: Timers: Solve = 0.015656036 Iter = 0.015068174 Bottom = 0.010106919 Time in solve 0.017143335 Max/L2 norm of divergence after solve at level 1 : 2.526447555e-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 = 0.057531661 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: 0.2647895225 (terrain aware) 0.2647895225 (terrain unaware) Anelastic dt at level 1 would be: 2.987710834 (terrain aware) 2.987710834 (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 : 0.001101739676 0.003662084814 and volume-weighted sum -4737.779475 Subtracting -8.812833845e-07 from rhs in subdomain 0 Sum after subtraction -1.517883041e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00110262096 MLMG: Initial residual (resid0) = 0.00110262096 MLMG: Final Iter. 6 resid, resid/bnorm = 1.229866221e-11, 1.115402542e-08 MLMG: Timers: Solve = 0.015694373 Iter = 0.01510738 Bottom = 0.010129889 Time in solve 0.017167608 Max/L2 norm of divergence after solve at level 1 : 8.812956832e-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 : 0.001443574572 0.005663266345 and volume-weighted sum -4737.779475 Subtracting -8.812833845e-07 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 = 0.001442693288 MLMG: Initial residual (resid0) = 0.001442693288 MLMG: Final Iter. 6 resid, resid/bnorm = 5.33931921e-12, 3.700938553e-09 MLMG: Timers: Solve = 0.015750291 Iter = 0.015163804 Bottom = 0.010177771 Time in solve 0.01724002 Max/L2 norm of divergence after solve at level 1 : 8.812887239e-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 = 0.057308686 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: 0.2648013319 (terrain aware) 0.2648013319 (terrain unaware) Anelastic dt at level 1 would be: 2.993411618 (terrain aware) 2.993411618 (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 : 0.001107664272 0.00365556113 and volume-weighted sum 7604.506944 Subtracting 1.414528821e-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 = 0.001106249743 MLMG: Initial residual (resid0) = 0.001106249743 MLMG: Final Iter. 6 resid, resid/bnorm = 1.144007393e-11, 1.034131216e-08 MLMG: Timers: Solve = 0.015793646 Iter = 0.015210036 Bottom = 0.010265482 Time in solve 0.017268939 Max/L2 norm of divergence after solve at level 1 : 1.414536885e-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 : 0.001438571015 0.005665023414 and volume-weighted sum 7604.506944 Subtracting 1.414528821e-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 = 0.001439985544 MLMG: Initial residual (resid0) = 0.001439985544 MLMG: Final Iter. 6 resid, resid/bnorm = 5.252395337e-12, 3.64753338e-09 MLMG: Timers: Solve = 0.015678281 Iter = 0.015085899 Bottom = 0.010112253 Time in solve 0.017158047 Max/L2 norm of divergence after solve at level 1 : 1.414533296e-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 = 0.058145985 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: 0.2647681967 (terrain aware) 0.2647681967 (terrain unaware) Anelastic dt at level 1 would be: 2.992488419 (terrain aware) 2.992488419 (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 : 0.001013238852 0.00363967346 and volume-weighted sum 23225.09265 Subtracting 4.320143722e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001008918708 MLMG: Initial residual (resid0) = 0.001008918708 MLMG: Final Iter. 6 resid, resid/bnorm = 8.965843069e-12, 8.886586198e-09 MLMG: Timers: Solve = 0.015876804 Iter = 0.01527998 Bottom = 0.010349585 Time in solve 0.017310481 Max/L2 norm of divergence after solve at level 1 : 4.320150282e-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 : 0.001479326109 0.005669811143 and volume-weighted sum 23225.09265 Subtracting 4.320143722e-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 = 0.001483646252 MLMG: Initial residual (resid0) = 0.001483646252 MLMG: Final Iter. 6 resid, resid/bnorm = 5.139295023e-12, 3.463962528e-09 MLMG: Timers: Solve = 0.015710517 Iter = 0.015120016 Bottom = 0.010153682 Time in solve 0.017156983 Max/L2 norm of divergence after solve at level 1 : 4.320148086e-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 = 0.057381817 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: 0.2647640239 (terrain aware) 0.2647640239 (terrain unaware) Anelastic dt at level 1 would be: 2.993638426 (terrain aware) 2.993638426 (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 : 0.00114147476 0.003627945242 and volume-weighted sum 39228.35835 Subtracting 7.296941658e-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 = 0.001134177818 MLMG: Initial residual (resid0) = 0.001134177818 MLMG: Final Iter. 5 resid, resid/bnorm = 8.683029158e-11, 7.655791727e-08 MLMG: Timers: Solve = 0.013192227 Iter = 0.012594461 Bottom = 0.008469627 Time in solve 0.01470688 Max/L2 norm of divergence after solve at level 1 : 7.29698609e-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 : 0.001379016226 0.005679607436 and volume-weighted sum 39228.35835 Subtracting 7.296941658e-06 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 = 0.001386313168 MLMG: Initial residual (resid0) = 0.001386313168 MLMG: Final Iter. 6 resid, resid/bnorm = 4.976728258e-12, 3.589901887e-09 MLMG: Timers: Solve = 0.015402797 Iter = 0.014811565 Bottom = 0.009872048 Time in solve 0.016875286 Max/L2 norm of divergence after solve at level 1 : 7.296945919e-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 = 0.054749591 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: 0.2647924873 (terrain aware) 0.2647924873 (terrain unaware) Anelastic dt at level 1 would be: 2.995478898 (terrain aware) 2.995478898 (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 : 0.001053264896 0.003662634098 and volume-weighted sum 51289.60077 Subtracting 9.540476334e-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 = 0.00104372442 MLMG: Initial residual (resid0) = 0.00104372442 MLMG: Final Iter. 6 resid, resid/bnorm = 6.32514814e-12, 6.060170693e-09 MLMG: Timers: Solve = 0.015551255 Iter = 0.014964409 Bottom = 0.009966576 Time in solve 0.017058337 Max/L2 norm of divergence after solve at level 1 : 9.540482659e-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 : 0.001468954574 0.005692324065 and volume-weighted sum 51289.60077 Subtracting 9.540476334e-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 = 0.00147849505 MLMG: Initial residual (resid0) = 0.00147849505 MLMG: Final Iter. 6 resid, resid/bnorm = 4.775169897e-12, 3.229750345e-09 MLMG: Timers: Solve = 0.015485799 Iter = 0.014895714 Bottom = 0.009931851 Time in solve 0.017004594 Max/L2 norm of divergence after solve at level 1 : 9.54048051e-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 = 0.057400773 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: 0.2647831272 (terrain aware) 0.2647831272 (terrain unaware) Anelastic dt at level 1 would be: 2.994826356 (terrain aware) 2.994826356 (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 : 0.001103134324 0.003721561203 and volume-weighted sum 55775.63483 Subtracting 1.037493207e-05 from rhs in subdomain 0 Sum after subtraction 6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001092759392 MLMG: Initial residual (resid0) = 0.001092759392 MLMG: Final Iter. 6 resid, resid/bnorm = 1.37557136e-11, 1.258805342e-08 MLMG: Timers: Solve = 0.015257607 Iter = 0.014625691 Bottom = 0.009667173 Time in solve 0.016746972 Max/L2 norm of divergence after solve at level 1 : 1.037494583e-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 : 0.001448729844 0.005695369069 and volume-weighted sum 55775.63483 Subtracting 1.037493207e-05 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001459104776 MLMG: Initial residual (resid0) = 0.001459104776 MLMG: Final Iter. 6 resid, resid/bnorm = 4.544630649e-12, 3.114670532e-09 MLMG: Timers: Solve = 0.01544452 Iter = 0.014843496 Bottom = 0.009910672 Time in solve 0.016933468 Max/L2 norm of divergence after solve at level 1 : 1.037493617e-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 = 0.056675981 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: 0.2647994461 (terrain aware) 0.2647994461 (terrain unaware) Anelastic dt at level 1 would be: 2.998077314 (terrain aware) 2.998077314 (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 : 0.001133406178 0.003737330091 and volume-weighted sum 51334.67102 Subtracting 9.548859937e-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 = 0.001123857318 MLMG: Initial residual (resid0) = 0.001123857318 MLMG: Final Iter. 6 resid, resid/bnorm = 1.677755621e-11, 1.492854648e-08 MLMG: Timers: Solve = 0.015221866 Iter = 0.014636714 Bottom = 0.009695782 Time in solve 0.016684394 Max/L2 norm of divergence after solve at level 1 : 9.548876715e-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 : 0.0014124084 0.005676272747 and volume-weighted sum 51334.67102 Subtracting 9.548859937e-06 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 = 0.00142195726 MLMG: Initial residual (resid0) = 0.00142195726 MLMG: Final Iter. 6 resid, resid/bnorm = 4.435298655e-12, 3.11915047e-09 MLMG: Timers: Solve = 0.015485066 Iter = 0.014893252 Bottom = 0.009949353 Time in solve 0.016965954 Max/L2 norm of divergence after solve at level 1 : 9.548863953e-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 = 0.056486596 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: 0.2648224743 (terrain aware) 0.2648224743 (terrain unaware) Anelastic dt at level 1 would be: 3.003548007 (terrain aware) 3.003548007 (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 : 0.000985849237 0.003682870332 and volume-weighted sum 39158.11581 Subtracting 7.283875709e-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 = 0.0009785653613 MLMG: Initial residual (resid0) = 0.0009785653613 MLMG: Final Iter. 6 resid, resid/bnorm = 1.483877757e-11, 1.516380833e-08 MLMG: Timers: Solve = 0.015211292 Iter = 0.014600632 Bottom = 0.009647348 Time in solve 0.016665246 Max/L2 norm of divergence after solve at level 1 : 7.283890548e-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 : 0.001477243557 0.005643807336 and volume-weighted sum 39158.11581 Subtracting 7.283875709e-06 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001484527432 MLMG: Initial residual (resid0) = 0.001484527432 MLMG: Final Iter. 6 resid, resid/bnorm = 4.321038888e-12, 2.910716767e-09 MLMG: Timers: Solve = 0.015499162 Iter = 0.014907321 Bottom = 0.009955946 Time in solve 0.016977238 Max/L2 norm of divergence after solve at level 1 : 7.283879655e-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 = 0.056758586 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: 0.2648164123 (terrain aware) 0.2648164123 (terrain unaware) Anelastic dt at level 1 would be: 3.005136108 (terrain aware) 3.005136108 (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 : 0.001136662875 0.003607676378 and volume-weighted sum 22005.46381 Subtracting 4.093278238e-06 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 = 0.001132569597 MLMG: Initial residual (resid0) = 0.001132569597 MLMG: Final Iter. 6 resid, resid/bnorm = 1.010295079e-11, 8.920379657e-09 MLMG: Timers: Solve = 0.015544796 Iter = 0.01495851 Bottom = 0.009958852 Time in solve 0.017018417 Max/L2 norm of divergence after solve at level 1 : 4.093288341e-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 : 0.001402647626 0.005614410053 and volume-weighted sum 22005.46381 Subtracting 4.093278238e-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 = 0.001406740904 MLMG: Initial residual (resid0) = 0.001406740904 MLMG: Final Iter. 6 resid, resid/bnorm = 4.199718616e-12, 2.985424398e-09 MLMG: Timers: Solve = 0.015548458 Iter = 0.014965016 Bottom = 0.010008321 Time in solve 0.017038978 Max/L2 norm of divergence after solve at level 1 : 4.093282122e-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 = 0.057091228 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: 0.2647911955 (terrain aware) 0.2647911955 (terrain unaware) Anelastic dt at level 1 would be: 3.010303496 (terrain aware) 3.010303496 (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 : 0.001073107722 0.003555964297 and volume-weighted sum 3042.364543 Subtracting 5.659160237e-07 from rhs in subdomain 0 Sum after subtraction 9.215718466e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001072541806 MLMG: Initial residual (resid0) = 0.001072541806 MLMG: Final Iter. 5 resid, resid/bnorm = 7.590552899e-11, 7.077162732e-08 MLMG: Timers: Solve = 0.012875205 Iter = 0.012287096 Bottom = 0.008152647 Time in solve 0.014320439 Max/L2 norm of divergence after solve at level 1 : 5.659887864e-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 : 0.001456713239 0.005597120764 and volume-weighted sum 3042.364543 Subtracting 5.659160237e-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 = 0.001457279155 MLMG: Initial residual (resid0) = 0.001457279155 MLMG: Final Iter. 6 resid, resid/bnorm = 4.131215498e-12, 2.834882721e-09 MLMG: Timers: Solve = 0.015947156 Iter = 0.015359669 Bottom = 0.01034797 Time in solve 0.017486015 Max/L2 norm of divergence after solve at level 1 : 5.659198505e-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 = 0.054793662 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: 0.2647954432 (terrain aware) 0.2647954432 (terrain unaware) Anelastic dt at level 1 would be: 3.018124673 (terrain aware) 3.018124673 (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 : 0.001060229012 0.00354666476 and volume-weighted sum -14885.75189 Subtracting -2.768927063e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001062997939 MLMG: Initial residual (resid0) = 0.001062997939 MLMG: Final Iter. 5 resid, resid/bnorm = 6.666531271e-11, 6.27144327e-08 MLMG: Timers: Solve = 0.012940453 Iter = 0.012351177 Bottom = 0.008197984 Time in solve 0.014432909 Max/L2 norm of divergence after solve at level 1 : 2.768993728e-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 : 0.001465268335 0.00559062838 and volume-weighted sum -14885.75189 Subtracting -2.768927063e-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 = 0.001462499408 MLMG: Initial residual (resid0) = 0.001462499408 MLMG: Final Iter. 6 resid, resid/bnorm = 4.143989757e-12, 2.833498417e-09 MLMG: Timers: Solve = 0.015637308 Iter = 0.015046988 Bottom = 0.010118452 Time in solve 0.017141947 Max/L2 norm of divergence after solve at level 1 : 2.768931207e-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 = 0.05486208 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: 0.2647751765 (terrain aware) 0.2647751765 (terrain unaware) Anelastic dt at level 1 would be: 3.021256172 (terrain aware) 3.021256172 (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 : 0.001126502812 0.003567594734 and volume-weighted sum -29346.25831 Subtracting -5.458753405e-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 = 0.001131961565 MLMG: Initial residual (resid0) = 0.001131961565 MLMG: Final Iter. 5 resid, resid/bnorm = 8.245644457e-11, 7.284385541e-08 MLMG: Timers: Solve = 0.01274444 Iter = 0.012151191 Bottom = 0.008025631 Time in solve 0.01424974 Max/L2 norm of divergence after solve at level 1 : 5.458818848e-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 : 0.001381350061 0.005588928503 and volume-weighted sum -29346.25831 Subtracting -5.458753405e-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 = 0.001375891308 MLMG: Initial residual (resid0) = 0.001375891308 MLMG: Final Iter. 6 resid, resid/bnorm = 4.136036189e-12, 3.006077709e-09 MLMG: Timers: Solve = 0.015327875 Iter = 0.014755234 Bottom = 0.009794466 Time in solve 0.016817282 Max/L2 norm of divergence after solve at level 1 : 5.458757542e-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 = 0.054683511 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: 0.2647630689 (terrain aware) 0.2647630689 (terrain unaware) Anelastic dt at level 1 would be: 3.027669957 (terrain aware) 3.027669957 (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 : 0.0009848068723 0.003594779169 and volume-weighted sum -38417.72132 Subtracting -7.14615352e-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 = 0.0009919530258 MLMG: Initial residual (resid0) = 0.0009919530258 MLMG: Final Iter. 6 resid, resid/bnorm = 7.916148069e-12, 7.980365868e-09 MLMG: Timers: Solve = 0.015313626 Iter = 0.014719284 Bottom = 0.009775266 Time in solve 0.016817174 Max/L2 norm of divergence after solve at level 1 : 7.146158294e-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 : 0.001474340385 0.005588191912 and volume-weighted sum -38417.72132 Subtracting -7.14615352e-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 = 0.001467194231 MLMG: Initial residual (resid0) = 0.001467194231 MLMG: Final Iter. 6 resid, resid/bnorm = 4.101264792e-12, 2.795311422e-09 MLMG: Timers: Solve = 0.015446974 Iter = 0.014857114 Bottom = 0.009918012 Time in solve 0.016918995 Max/L2 norm of divergence after solve at level 1 : 7.146157621e-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 = 0.056533967 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: 0.2647795989 (terrain aware) 0.2647795989 (terrain unaware) Anelastic dt at level 1 would be: 3.035783552 (terrain aware) 3.035783552 (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 : 0.001104884994 0.003594936101 and volume-weighted sum -41076.36292 Subtracting -7.640692507e-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 = 0.001112525686 MLMG: Initial residual (resid0) = 0.001112525686 MLMG: Final Iter. 6 resid, resid/bnorm = 6.918673254e-12, 6.218888552e-09 MLMG: Timers: Solve = 0.015386392 Iter = 0.014786783 Bottom = 0.009820923 Time in solve 0.01683561 Max/L2 norm of divergence after solve at level 1 : 7.640698758e-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 : 0.00142884615 0.005583532125 and volume-weighted sum -41076.36292 Subtracting -7.640692507e-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 = 0.001421205457 MLMG: Initial residual (resid0) = 0.001421205457 MLMG: Final Iter. 6 resid, resid/bnorm = 4.0323223e-12, 2.837255007e-09 MLMG: Timers: Solve = 0.015626933 Iter = 0.015056475 Bottom = 0.010109668 Time in solve 0.017102299 Max/L2 norm of divergence after solve at level 1 : 7.64069654e-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 = 0.057075529 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: 0.2648209063 (terrain aware) 0.2648209063 (terrain unaware) Anelastic dt at level 1 would be: 3.037728781 (terrain aware) 3.037728781 (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 : 0.001091979712 0.003560048083 and volume-weighted sum -37755.48665 Subtracting -7.022969987e-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 = 0.001099002682 MLMG: Initial residual (resid0) = 0.001099002682 MLMG: Final Iter. 6 resid, resid/bnorm = 6.498019169e-12, 5.912650877e-09 MLMG: Timers: Solve = 0.015375361 Iter = 0.014784423 Bottom = 0.009868598 Time in solve 0.016830596 Max/L2 norm of divergence after solve at level 1 : 7.022976485e-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 : 0.00143042355 0.005570830377 and volume-weighted sum -37755.48665 Subtracting -7.022969987e-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 = 0.00142340058 MLMG: Initial residual (resid0) = 0.00142340058 MLMG: Final Iter. 6 resid, resid/bnorm = 4.163203599e-12, 2.924829212e-09 MLMG: Timers: Solve = 0.015712857 Iter = 0.01512074 Bottom = 0.01014591 Time in solve 0.017195283 Max/L2 norm of divergence after solve at level 1 : 7.022973916e-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 = 0.057267692 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: 0.264821326 (terrain aware) 0.264821326 (terrain unaware) Anelastic dt at level 1 would be: 3.042742809 (terrain aware) 3.042742809 (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 : 0.001008490005 0.003515820403 and volume-weighted sum -30540.66194 Subtracting -5.680926699e-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 = 0.001014170932 MLMG: Initial residual (resid0) = 0.001014170932 MLMG: Final Iter. 6 resid, resid/bnorm = 7.717174953e-12, 7.609343464e-09 MLMG: Timers: Solve = 0.015427514 Iter = 0.014835793 Bottom = 0.009910581 Time in solve 0.016947776 Max/L2 norm of divergence after solve at level 1 : 5.680934417e-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 : 0.001470173664 0.005554041169 and volume-weighted sum -30540.66194 Subtracting -5.680926699e-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 = 0.001464492738 MLMG: Initial residual (resid0) = 0.001464492738 MLMG: Final Iter. 6 resid, resid/bnorm = 4.282259888e-12, 2.924056759e-09 MLMG: Timers: Solve = 0.015655137 Iter = 0.015057827 Bottom = 0.01013211 Time in solve 0.017139597 Max/L2 norm of divergence after solve at level 1 : 5.680930668e-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 = 0.057413229 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: 0.264846849 (terrain aware) 0.264846849 (terrain unaware) Anelastic dt at level 1 would be: 3.050184731 (terrain aware) 3.050184731 (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 : 0.001129375116 0.003498977727 and volume-weighted sum -22413.23493 Subtracting -4.169128522e-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 = 0.001133544245 MLMG: Initial residual (resid0) = 0.001133544245 MLMG: Final Iter. 6 resid, resid/bnorm = 9.287368092e-12, 8.193211807e-09 MLMG: Timers: Solve = 0.015839414 Iter = 0.015238635 Bottom = 0.010300254 Time in solve 0.017331674 Max/L2 norm of divergence after solve at level 1 : 4.169137809e-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 : 0.001376771258 0.005539094935 and volume-weighted sum -22413.23493 Subtracting -4.169128522e-06 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 = 0.00137260213 MLMG: Initial residual (resid0) = 0.00137260213 MLMG: Final Iter. 6 resid, resid/bnorm = 4.38566613e-12, 3.195147403e-09 MLMG: Timers: Solve = 0.015715564 Iter = 0.01509494 Bottom = 0.010154165 Time in solve 0.017228059 Max/L2 norm of divergence after solve at level 1 : 4.16913256e-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 = 0.057770811 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: 0.2648937824 (terrain aware) 0.2648937824 (terrain unaware) Anelastic dt at level 1 would be: 3.052727333 (terrain aware) 3.052727333 (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 : 0.001040372038 0.003501741466 and volume-weighted sum -15822.18365 Subtracting -2.943114519e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001043315153 MLMG: Initial residual (resid0) = 0.001043315153 MLMG: Final Iter. 6 resid, resid/bnorm = 1.097171247e-11, 1.05162016e-08 MLMG: Timers: Solve = 0.015565084 Iter = 0.014972025 Bottom = 0.010035734 Time in solve 0.017076255 Max/L2 norm of divergence after solve at level 1 : 2.94312549e-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 : 0.001457094741 0.005528410184 and volume-weighted sum -15822.18365 Subtracting -2.943114519e-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 = 0.001454151626 MLMG: Initial residual (resid0) = 0.001454151626 MLMG: Final Iter. 6 resid, resid/bnorm = 4.475788084e-12, 3.077937681e-09 MLMG: Timers: Solve = 0.015590835 Iter = 0.015000788 Bottom = 0.010043259 Time in solve 0.017108875 Max/L2 norm of divergence after solve at level 1 : 2.943118606e-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 = 0.057126586 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: 0.2649103069 (terrain aware) 0.2649103069 (terrain unaware) Anelastic dt at level 1 would be: 3.05415386 (terrain aware) 3.05415386 (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 : 0.00107971813 0.003494334219 and volume-weighted sum -11350.62647 Subtracting -2.11135165e-06 from rhs in subdomain 0 Sum after subtraction 1.355252716e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001081829482 MLMG: Initial residual (resid0) = 0.001081829482 MLMG: Final Iter. 6 resid, resid/bnorm = 1.046826757e-11, 9.676448786e-09 MLMG: Timers: Solve = 0.015581566 Iter = 0.014998618 Bottom = 0.010051067 Time in solve 0.017023852 Max/L2 norm of divergence after solve at level 1 : 2.111362118e-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 : 0.001448870142 0.005522131974 and volume-weighted sum -11350.62647 Subtracting -2.11135165e-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 = 0.00144675879 MLMG: Initial residual (resid0) = 0.00144675879 MLMG: Final Iter. 6 resid, resid/bnorm = 4.559448508e-12, 3.151491831e-09 MLMG: Timers: Solve = 0.015514825 Iter = 0.014926983 Bottom = 0.009982653 Time in solve 0.016987182 Max/L2 norm of divergence after solve at level 1 : 2.111355774e-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 = 0.05733057 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: 0.264935527 (terrain aware) 0.264935527 (terrain unaware) Anelastic dt at level 1 would be: 3.049065638 (terrain aware) 3.049065638 (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 : 0.001123792409 0.003468746365 and volume-weighted sum -7507.022678 Subtracting -1.396395588e-06 from rhs in subdomain 0 Sum after subtraction -6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001125188804 MLMG: Initial residual (resid0) = 0.001125188804 MLMG: Final Iter. 6 resid, resid/bnorm = 8.410780179e-12, 7.47499455e-09 MLMG: Timers: Solve = 0.015745435 Iter = 0.015149149 Bottom = 0.010194041 Time in solve 0.017197133 Max/L2 norm of divergence after solve at level 1 : 1.396403998e-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 : 0.001387712243 0.005515500489 and volume-weighted sum -7507.022678 Subtracting -1.396395588e-06 from rhs in subdomain 0 Sum after subtraction -1.517883041e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001386315847 MLMG: Initial residual (resid0) = 0.001386315847 MLMG: Final Iter. 6 resid, resid/bnorm = 4.643587578e-12, 3.349588471e-09 MLMG: Timers: Solve = 0.015580467 Iter = 0.014994027 Bottom = 0.010048144 Time in solve 0.017129257 Max/L2 norm of divergence after solve at level 1 : 1.39639975e-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 = 0.058054243 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: 0.2649793714 (terrain aware) 0.2649793714 (terrain unaware) Anelastic dt at level 1 would be: 3.04480332 (terrain aware) 3.04480332 (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 : 0.0009654668669 0.003450517903 and volume-weighted sum -1870.488231 Subtracting -3.479330787e-07 from rhs in subdomain 0 Sum after subtraction 1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009658148 MLMG: Initial residual (resid0) = 0.0009658148 MLMG: Final Iter. 5 resid, resid/bnorm = 9.888484415e-11, 1.023848922e-07 MLMG: Timers: Solve = 0.013120249 Iter = 0.012520684 Bottom = 0.008398395 Time in solve 0.014576807 Max/L2 norm of divergence after solve at level 1 : 3.480319635e-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 : 0.001467353063 0.005510031972 and volume-weighted sum -1870.488231 Subtracting -3.479330787e-07 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 = 0.00146700513 MLMG: Initial residual (resid0) = 0.00146700513 MLMG: Final Iter. 6 resid, resid/bnorm = 4.730910878e-12, 3.224876848e-09 MLMG: Timers: Solve = 0.015665715 Iter = 0.015075744 Bottom = 0.01006546 Time in solve 0.01711579 Max/L2 norm of divergence after solve at level 1 : 3.479372939e-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 = 0.055134985 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: 0.2650219539 (terrain aware) 0.2650219539 (terrain unaware) Anelastic dt at level 1 would be: 3.041669648 (terrain aware) 3.041669648 (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 : 0.001121033969 0.003446070738 and volume-weighted sum 7022.922207 Subtracting 1.306347137e-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 = 0.001119727622 MLMG: Initial residual (resid0) = 0.001119727622 MLMG: Final Iter. 6 resid, resid/bnorm = 5.727941048e-12, 5.115477136e-09 MLMG: Timers: Solve = 0.015424725 Iter = 0.014825758 Bottom = 0.009893713 Time in solve 0.016871579 Max/L2 norm of divergence after solve at level 1 : 1.306351769e-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 : 0.001412395617 0.005505438164 and volume-weighted sum 7022.922207 Subtracting 1.306347137e-06 from rhs in subdomain 0 Sum after subtraction -2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001413701964 MLMG: Initial residual (resid0) = 0.001413701964 MLMG: Final Iter. 6 resid, resid/bnorm = 4.815634701e-12, 3.406400233e-09 MLMG: Timers: Solve = 0.015406047 Iter = 0.014821904 Bottom = 0.009884471 Time in solve 0.016863288 Max/L2 norm of divergence after solve at level 1 : 1.306351952e-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 = 0.05778366 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: 0.2650464189 (terrain aware) 0.2650464189 (terrain unaware) Anelastic dt at level 1 would be: 3.035113295 (terrain aware) 3.035113295 (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 : 0.0010935482 0.003436607243 and volume-weighted sum 18379.13842 Subtracting 3.418738545e-06 from rhs in subdomain 0 Sum after subtraction -6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001090129461 MLMG: Initial residual (resid0) = 0.001090129461 MLMG: Final Iter. 5 resid, resid/bnorm = 7.583772653e-11, 6.956763322e-08 MLMG: Timers: Solve = 0.012902268 Iter = 0.012324394 Bottom = 0.008198942 Time in solve 0.014378365 Max/L2 norm of divergence after solve at level 1 : 3.418814383e-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 : 0.00142401229 0.005505321881 and volume-weighted sum 18379.13842 Subtracting 3.418738545e-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 = 0.001427431029 MLMG: Initial residual (resid0) = 0.001427431029 MLMG: Final Iter. 6 resid, resid/bnorm = 4.891407815e-12, 3.426720953e-09 MLMG: Timers: Solve = 0.015413125 Iter = 0.014823603 Bottom = 0.00985384 Time in solve 0.016900862 Max/L2 norm of divergence after solve at level 1 : 3.418743437e-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 = 0.054202162 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: 0.2650897725 (terrain aware) 0.2650897725 (terrain unaware) Anelastic dt at level 1 would be: 3.028814347 (terrain aware) 3.028814347 (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 : 0.001027399372 0.003437480028 and volume-weighted sum 29310.35274 Subtracting 5.452074543e-06 from rhs in subdomain 0 Sum after subtraction -1.626303259e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001021947297 MLMG: Initial residual (resid0) = 0.001021947297 MLMG: Final Iter. 5 resid, resid/bnorm = 7.12671462e-11, 6.973661595e-08 MLMG: Timers: Solve = 0.013002717 Iter = 0.012408096 Bottom = 0.008280119 Time in solve 0.014462069 Max/L2 norm of divergence after solve at level 1 : 5.45214581e-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 : 0.001456806828 0.005505796776 and volume-weighted sum 29310.35274 Subtracting 5.452074543e-06 from rhs in subdomain 0 Sum after subtraction 7.155734338e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001462258903 MLMG: Initial residual (resid0) = 0.001462258903 MLMG: Final Iter. 6 resid, resid/bnorm = 4.951706148e-12, 3.38634023e-09 MLMG: Timers: Solve = 0.015581638 Iter = 0.014963884 Bottom = 0.009972708 Time in solve 0.01708691 Max/L2 norm of divergence after solve at level 1 : 5.452079495e-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 = 0.054980295 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: 0.2651501386 (terrain aware) 0.2651501386 (terrain unaware) Anelastic dt at level 1 would be: 3.024107867 (terrain aware) 3.024107867 (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 : 0.001137951294 0.00346439868 and volume-weighted sum 36304.18152 Subtracting 6.753009954e-06 from rhs in subdomain 0 Sum after subtraction 4.445228907e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001131198284 MLMG: Initial residual (resid0) = 0.001131198284 MLMG: Final Iter. 6 resid, resid/bnorm = 9.324051128e-12, 8.242631956e-09 MLMG: Timers: Solve = 0.015392737 Iter = 0.014811523 Bottom = 0.009854793 Time in solve 0.016867299 Max/L2 norm of divergence after solve at level 1 : 6.753019279e-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 : 0.001360675773 0.005502008272 and volume-weighted sum 36304.18152 Subtracting 6.753009954e-06 from rhs in subdomain 0 Sum after subtraction -5.421010862e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001367428783 MLMG: Initial residual (resid0) = 0.001367428783 MLMG: Final Iter. 6 resid, resid/bnorm = 4.998542546e-12, 3.655431718e-09 MLMG: Timers: Solve = 0.01557701 Iter = 0.014986203 Bottom = 0.010036464 Time in solve 0.017042889 Max/L2 norm of divergence after solve at level 1 : 6.753014953e-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 = 0.057303936 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: 0.2651965511 (terrain aware) 0.2651965511 (terrain unaware) Anelastic dt at level 1 would be: 3.021167309 (terrain aware) 3.021167309 (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 : 0.001041698796 0.003488624901 and volume-weighted sum 37001.81278 Subtracting 6.882777674e-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 = 0.001034816018 MLMG: Initial residual (resid0) = 0.001034816018 MLMG: Final Iter. 6 resid, resid/bnorm = 1.280133515e-11, 1.237063877e-08 MLMG: Timers: Solve = 0.015352022 Iter = 0.014759089 Bottom = 0.009831618 Time in solve 0.016837536 Max/L2 norm of divergence after solve at level 1 : 6.882790476e-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 : 0.001442486202 0.005489354456 and volume-weighted sum 37001.81278 Subtracting 6.882777674e-06 from rhs in subdomain 0 Sum after subtraction 1.626303259e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00144936898 MLMG: Initial residual (resid0) = 0.00144936898 MLMG: Final Iter. 6 resid, resid/bnorm = 5.032729969e-12, 3.472359378e-09 MLMG: Timers: Solve = 0.015515242 Iter = 0.014937282 Bottom = 0.009996973 Time in solve 0.017003318 Max/L2 norm of divergence after solve at level 1 : 6.882782707e-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 = 0.05728502 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: 0.2652258867 (terrain aware) 0.2652258867 (terrain unaware) Anelastic dt at level 1 would be: 3.019912431 (terrain aware) 3.019912431 (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 : 0.001080956039 0.003471015689 and volume-weighted sum 31190.56709 Subtracting 5.801816795e-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 = 0.001075154222 MLMG: Initial residual (resid0) = 0.001075154222 MLMG: Final Iter. 6 resid, resid/bnorm = 1.225940223e-11, 1.140245928e-08 MLMG: Timers: Solve = 0.015271607 Iter = 0.014664729 Bottom = 0.009709445 Time in solve 0.016752281 Max/L2 norm of divergence after solve at level 1 : 5.801829055e-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 : 0.001434660146 0.005468431076 and volume-weighted sum 31190.56709 Subtracting 5.801816795e-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 = 0.001440461962 MLMG: Initial residual (resid0) = 0.001440461962 MLMG: Final Iter. 6 resid, resid/bnorm = 5.058115942e-12, 3.511454015e-09 MLMG: Timers: Solve = 0.015690766 Iter = 0.015103719 Bottom = 0.010145127 Time in solve 0.017206229 Max/L2 norm of divergence after solve at level 1 : 5.801821853e-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 = 0.057721629 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: 0.2652648464 (terrain aware) 0.2652648464 (terrain unaware) Anelastic dt at level 1 would be: 3.014185579 (terrain aware) 3.014185579 (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 : 0.001121351544 0.003418140375 and volume-weighted sum 20548.74232 Subtracting 3.8223107e-06 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 = 0.001117529233 MLMG: Initial residual (resid0) = 0.001117529233 MLMG: Final Iter. 6 resid, resid/bnorm = 8.692933536e-12, 7.778707955e-09 MLMG: Timers: Solve = 0.015679843 Iter = 0.015079684 Bottom = 0.010143667 Time in solve 0.017170913 Max/L2 norm of divergence after solve at level 1 : 3.822319393e-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 : 0.001367063064 0.005445265618 and volume-weighted sum 20548.74232 Subtracting 3.8223107e-06 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 = 0.001370885374 MLMG: Initial residual (resid0) = 0.001370885374 MLMG: Final Iter. 6 resid, resid/bnorm = 5.079167542e-12, 3.705027158e-09 MLMG: Timers: Solve = 0.015636888 Iter = 0.015044615 Bottom = 0.010061186 Time in solve 0.017154565 Max/L2 norm of divergence after solve at level 1 : 3.822315779e-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 = 0.057934625 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: 0.2652778304 (terrain aware) 0.2652778304 (terrain unaware) Anelastic dt at level 1 would be: 3.0100826 (terrain aware) 3.0100826 (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 : 0.0009642065492 0.003371367027 and volume-weighted sum 7586.367052 Subtracting 1.411154586e-06 from rhs in subdomain 0 Sum after subtraction 6.234162492e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009627953947 MLMG: Initial residual (resid0) = 0.0009627953947 MLMG: Final Iter. 5 resid, resid/bnorm = 8.644891956e-11, 8.978950257e-08 MLMG: Timers: Solve = 0.01298995 Iter = 0.012411262 Bottom = 0.008268763 Time in solve 0.014457424 Max/L2 norm of divergence after solve at level 1 : 1.411223898e-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 : 0.001451018949 0.005424984979 and volume-weighted sum 7586.367052 Subtracting 1.411154586e-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 = 0.001452430103 MLMG: Initial residual (resid0) = 0.001452430103 MLMG: Final Iter. 5 resid, resid/bnorm = 9.931511565e-11, 6.837858525e-08 MLMG: Timers: Solve = 0.013198085 Iter = 0.012626553 Bottom = 0.008468937 Time in solve 0.014636673 Max/L2 norm of divergence after solve at level 1 : 1.41122395e-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 = 0.052630198 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: 0.2652980976 (terrain aware) 0.2652980976 (terrain unaware) Anelastic dt at level 1 would be: 3.007618427 (terrain aware) 3.007618427 (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 : 0.001101885849 0.003348889214 and volume-weighted sum -5259.460229 Subtracting -9.783222151e-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 = 0.001102864171 MLMG: Initial residual (resid0) = 0.001102864171 MLMG: Final Iter. 5 resid, resid/bnorm = 6.501846385e-11, 5.895418996e-08 MLMG: Timers: Solve = 0.012963427 Iter = 0.012372732 Bottom = 0.008179274 Time in solve 0.014414411 Max/L2 norm of divergence after solve at level 1 : 9.783872336e-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 : 0.001406264803 0.005410159343 and volume-weighted sum -5259.460229 Subtracting -9.783222151e-07 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001405286481 MLMG: Initial residual (resid0) = 0.001405286481 MLMG: Final Iter. 5 resid, resid/bnorm = 9.668376872e-11, 6.880004188e-08 MLMG: Timers: Solve = 0.013129264 Iter = 0.012542882 Bottom = 0.008383451 Time in solve 0.014583537 Max/L2 norm of divergence after solve at level 1 : 9.784188989e-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 = 0.052602767 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: 0.2653323119 (terrain aware) 0.2653323119 (terrain unaware) Anelastic dt at level 1 would be: 3.006826758 (terrain aware) 3.006826758 (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 : 0.001081263882 0.003347811044 and volume-weighted sum -16038.78908 Subtracting -2.983405707e-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 = 0.001084247288 MLMG: Initial residual (resid0) = 0.001084247288 MLMG: Final Iter. 5 resid, resid/bnorm = 6.368520404e-11, 5.873678888e-08 MLMG: Timers: Solve = 0.013353364 Iter = 0.012636585 Bottom = 0.008280573 Time in solve 0.015115111 Max/L2 norm of divergence after solve at level 1 : 2.983469392e-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 : 0.001401884012 0.005401056912 and volume-weighted sum -16038.78908 Subtracting -2.983405707e-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 = 0.001398900607 MLMG: Initial residual (resid0) = 0.001398900607 MLMG: Final Iter. 5 resid, resid/bnorm = 9.417565865e-11, 6.732119366e-08 MLMG: Timers: Solve = 0.013217866 Iter = 0.012615978 Bottom = 0.008377906 Time in solve 0.014672342 Max/L2 norm of divergence after solve at level 1 : 2.983499883e-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 = 0.053718728 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: 0.2653790991 (terrain aware) 0.2653790991 (terrain unaware) Anelastic dt at level 1 would be: 3.005181668 (terrain aware) 3.005181668 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (111,0,47) (0,0,0)) ) [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 : 0.01545035315 0.1060613434 and volume-weighted sum -14770.29858 Subtracting -2.747451372e-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 = 0.0154476057 MLMG: Initial residual (resid0) = 0.0154476057 MLMG: Final Iter. 9 resid, resid/bnorm = 3.239399065e-11, 2.097023401e-09 MLMG: Timers: Solve = 0.049823779 Iter = 0.048567105 Bottom = 0.038036536 Time in solve 0.053360631 Max/L2 norm of divergence after solve at level 1 : 2.747483681e-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 : 0.02831797334 0.0611580925 and volume-weighted sum -14770.29858 Subtracting -2.747451372e-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 = 0.02832072079 MLMG: Initial residual (resid0) = 0.02832072079 MLMG: Final Iter. 8 resid, resid/bnorm = 5.063757226e-11, 1.788004361e-09 MLMG: Timers: Solve = 0.043391187 Iter = 0.042337028 Bottom = 0.033588739 Time in solve 0.04706138 Max/L2 norm of divergence after solve at level 1 : 2.74750201e-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 = 0.162692951 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: 0.2654807802 (terrain aware) 0.2654807802 (terrain unaware) Anelastic dt at level 1 would be: 3.012614481 (terrain aware) 3.012614481 (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 : 0.01839708037 0.08518939372 and volume-weighted sum -23378.72817 Subtracting -4.348721758e-06 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 = 0.0184014291 MLMG: Initial residual (resid0) = 0.0184014291 MLMG: Final Iter. 9 resid, resid/bnorm = 2.555516736e-11, 1.388759929e-09 MLMG: Timers: Solve = 0.048101118 Iter = 0.047061094 Bottom = 0.037241189 Time in solve 0.051477339 Max/L2 norm of divergence after solve at level 1 : 4.348747313e-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 : 0.009468922031 0.01476791807 and volume-weighted sum -23378.72817 Subtracting -4.348721758e-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 = 0.00946457331 MLMG: Initial residual (resid0) = 0.00946457331 MLMG: Final Iter. 7 resid, resid/bnorm = 7.15363364e-11, 7.558326621e-09 MLMG: Timers: Solve = 0.037205655 Iter = 0.036189935 Bottom = 0.028583723 Time in solve 0.04082362 Max/L2 norm of divergence after solve at level 1 : 4.348793294e-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 = 0.145239978 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: 0.2655199354 (terrain aware) 0.2655199354 (terrain unaware) Anelastic dt at level 1 would be: 3.012141174 (terrain aware) 3.012141174 (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 : 0.005976240293 0.009915945724 and volume-weighted sum -28850.66295 Subtracting -5.366566769e-06 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 = 0.00598160686 MLMG: Initial residual (resid0) = 0.00598160686 MLMG: Final Iter. 7 resid, resid/bnorm = 5.319282981e-11, 8.892732514e-09 MLMG: Timers: Solve = 0.037129728 Iter = 0.035955556 Bottom = 0.028367091 Time in solve 0.040854261 Max/L2 norm of divergence after solve at level 1 : 5.366619962e-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 : 0.004397194524 0.008975641151 and volume-weighted sum -28850.66295 Subtracting -5.366566769e-06 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 = 0.004391827957 MLMG: Initial residual (resid0) = 0.004391827957 MLMG: Final Iter. 7 resid, resid/bnorm = 4.594234953e-11, 1.046087187e-08 MLMG: Timers: Solve = 0.036778852 Iter = 0.035750822 Bottom = 0.028174301 Time in solve 0.04034014 Max/L2 norm of divergence after solve at level 1 : 5.366612711e-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 = 0.134266549 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: 0.2655686328 (terrain aware) 0.2655686328 (terrain unaware) Anelastic dt at level 1 would be: 3.013151311 (terrain aware) 3.013151311 (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 : 0.002998862094 0.006687430531 and volume-weighted sum -30617.10818 Subtracting -5.69514661e-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 = 0.003004557241 MLMG: Initial residual (resid0) = 0.003004557241 MLMG: Final Iter. 7 resid, resid/bnorm = 4.325253242e-11, 1.439564267e-08 MLMG: Timers: Solve = 0.037205106 Iter = 0.036159493 Bottom = 0.028624495 Time in solve 0.040895364 Max/L2 norm of divergence after solve at level 1 : 5.695189863e-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 : 0.002611088847 0.007318169188 and volume-weighted sum -30617.10818 Subtracting -5.69514661e-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 = 0.0026053937 MLMG: Initial residual (resid0) = 0.0026053937 MLMG: Final Iter. 7 resid, resid/bnorm = 3.455295446e-11, 1.326208567e-08 MLMG: Timers: Solve = 0.036595403 Iter = 0.035557397 Bottom = 0.028038266 Time in solve 0.039527237 Max/L2 norm of divergence after solve at level 1 : 5.695181163e-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 = 0.131772395 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: 0.2656251008 (terrain aware) 0.2656251008 (terrain unaware) Anelastic dt at level 1 would be: 3.015634297 (terrain aware) 3.015634297 (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 : 0.001866881439 0.005499466835 and volume-weighted sum -29055.8013 Subtracting -5.404724944e-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 = 0.001872286164 MLMG: Initial residual (resid0) = 0.001872286164 MLMG: Final Iter. 7 resid, resid/bnorm = 3.36954195e-11, 1.799693879e-08 MLMG: Timers: Solve = 0.037706911 Iter = 0.036676822 Bottom = 0.02911212 Time in solve 0.041443131 Max/L2 norm of divergence after solve at level 1 : 5.40475864e-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 : 0.001750428449 0.006597659853 and volume-weighted sum -29055.8013 Subtracting -5.404724944e-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 = 0.001745023725 MLMG: Initial residual (resid0) = 0.001745023725 MLMG: Final Iter. 7 resid, resid/bnorm = 2.838460304e-11, 1.626602701e-08 MLMG: Timers: Solve = 0.037521107 Iter = 0.036496043 Bottom = 0.028759863 Time in solve 0.041161197 Max/L2 norm of divergence after solve at level 1 : 5.404753329e-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 = 0.135873889 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: 0.2656517778 (terrain aware) 0.2656517778 (terrain unaware) Anelastic dt at level 1 would be: 3.013717236 (terrain aware) 3.013717236 (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 : 0.001284241319 0.004982934674 and volume-weighted sum -25301.23855 Subtracting -4.706331576e-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 = 0.001288947651 MLMG: Initial residual (resid0) = 0.001288947651 MLMG: Final Iter. 7 resid, resid/bnorm = 2.280672081e-11, 1.76940629e-08 MLMG: Timers: Solve = 0.038569346 Iter = 0.037492547 Bottom = 0.029660462 Time in solve 0.042291023 Max/L2 norm of divergence after solve at level 1 : 4.706354383e-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 : 0.001431801108 0.006217594614 and volume-weighted sum -25301.23855 Subtracting -4.706331576e-06 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 = 0.001427094776 MLMG: Initial residual (resid0) = 0.001427094776 MLMG: Final Iter. 7 resid, resid/bnorm = 2.393574271e-11, 1.677235675e-08 MLMG: Timers: Solve = 0.03734017 Iter = 0.036310892 Bottom = 0.028639408 Time in solve 0.040987514 Max/L2 norm of divergence after solve at level 1 : 4.706355512e-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 = 0.137101215 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: 0.2656882518 (terrain aware) 0.2656882518 (terrain unaware) Anelastic dt at level 1 would be: 3.012894266 (terrain aware) 3.012894266 (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 : 0.001067152645 0.004568312669 and volume-weighted sum -20513.08112 Subtracting -3.815677291e-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 = 0.001070968322 MLMG: Initial residual (resid0) = 0.001070968322 MLMG: Final Iter. 7 resid, resid/bnorm = 1.497694342e-11, 1.398448778e-08 MLMG: Timers: Solve = 0.037430176 Iter = 0.036404623 Bottom = 0.028756847 Time in solve 0.041095506 Max/L2 norm of divergence after solve at level 1 : 3.815692051e-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 : 0.00140958042 0.005977480769 and volume-weighted sum -20513.08112 Subtracting -3.815677291e-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 = 0.001405764743 MLMG: Initial residual (resid0) = 0.001405764743 MLMG: Final Iter. 7 resid, resid/bnorm = 2.004590211e-11, 1.425978438e-08 MLMG: Timers: Solve = 0.036589585 Iter = 0.035560519 Bottom = 0.02798756 Time in solve 0.039561449 Max/L2 norm of divergence after solve at level 1 : 3.815697337e-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 = 0.136003058 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: 0.2657339181 (terrain aware) 0.2657339181 (terrain unaware) Anelastic dt at level 1 would be: 3.013694958 (terrain aware) 3.013694958 (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 : 0.001086459646 0.004244200627 and volume-weighted sum -15145.39027 Subtracting -2.817222893e-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 = 0.001089276869 MLMG: Initial residual (resid0) = 0.001089276869 MLMG: Final Iter. 6 resid, resid/bnorm = 9.031875139e-11, 8.291624834e-08 MLMG: Timers: Solve = 0.032252447 Iter = 0.031181189 Bottom = 0.024681786 Time in solve 0.035949319 Max/L2 norm of divergence after solve at level 1 : 2.817313211e-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 : 0.001361520391 0.005824780674 and volume-weighted sum -15145.39027 Subtracting -2.817222893e-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 = 0.001358703168 MLMG: Initial residual (resid0) = 0.001358703168 MLMG: Final Iter. 7 resid, resid/bnorm = 1.697152515e-11, 1.249097341e-08 MLMG: Timers: Solve = 0.037298803 Iter = 0.036286509 Bottom = 0.028609342 Time in solve 0.040914912 Max/L2 norm of divergence after solve at level 1 : 2.817239864e-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 = 0.131649576 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: 0.2657879819 (terrain aware) 0.2657879819 (terrain unaware) Anelastic dt at level 1 would be: 3.016123247 (terrain aware) 3.016123247 (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 : 0.0009285178728 0.004039787175 and volume-weighted sum -8831.973753 Subtracting -1.642852261e-06 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 = 0.0009301607251 MLMG: Initial residual (resid0) = 0.0009301607251 MLMG: Final Iter. 7 resid, resid/bnorm = 1.31826647e-11, 1.417245896e-08 MLMG: Timers: Solve = 0.038756671 Iter = 0.037727363 Bottom = 0.030024321 Time in solve 0.042422669 Max/L2 norm of divergence after solve at level 1 : 1.642865443e-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 : 0.00143191888 0.005729075822 and volume-weighted sum -8831.973753 Subtracting -1.642852261e-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 = 0.001430276028 MLMG: Initial residual (resid0) = 0.001430276028 MLMG: Final Iter. 7 resid, resid/bnorm = 1.51332344e-11, 1.058063906e-08 MLMG: Timers: Solve = 0.037208532 Iter = 0.036179863 Bottom = 0.028597192 Time in solve 0.040955693 Max/L2 norm of divergence after solve at level 1 : 1.642867394e-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 = 0.137627348 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: 0.2658263991 (terrain aware) 0.2658263991 (terrain unaware) Anelastic dt at level 1 would be: 3.017821901 (terrain aware) 3.017821901 (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 : 0.001089805144 0.003906940761 and volume-weighted sum -1064.171221 Subtracting -1.979485158e-07 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 = 0.001090003092 MLMG: Initial residual (resid0) = 0.001090003092 MLMG: Final Iter. 7 resid, resid/bnorm = 1.780391698e-11, 1.633382245e-08 MLMG: Timers: Solve = 0.038164524 Iter = 0.037115594 Bottom = 0.029384734 Time in solve 0.041868877 Max/L2 norm of divergence after solve at level 1 : 1.979663197e-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 : 0.001378552103 0.005672477912 and volume-weighted sum -1064.171221 Subtracting -1.979485158e-07 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 = 0.001378354154 MLMG: Initial residual (resid0) = 0.001378354154 MLMG: Final Iter. 7 resid, resid/bnorm = 1.440204347e-11, 1.044872497e-08 MLMG: Timers: Solve = 0.037665206 Iter = 0.036632326 Bottom = 0.028866559 Time in solve 0.041437376 Max/L2 norm of divergence after solve at level 1 : 1.979629178e-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 = 0.138066781 seconds. 3DPlotfile write time = 0.011065398 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: 0.2658616813 (terrain aware) 0.2658616813 (terrain unaware) Anelastic dt at level 1 would be: 3.017199072 (terrain aware) 3.017199072 (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(2) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (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)) ) [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 : 0.02200251412 0.112410168 and volume-weighted sum 10527.82908 Subtracting 2.056216618e-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 = 0.02200457034 MLMG: Initial residual (resid0) = 0.02200457034 MLMG: Final Iter. 9 resid, resid/bnorm = 7.896966832e-11, 3.588784834e-09 MLMG: Timers: Solve = 0.044776561 Iter = 0.043970491 Bottom = 0.035146788 Time in solve 0.046993625 Max/L2 norm of divergence after solve at level 1 : 2.056295587e-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 : 0.005722036245 0.02817163692 and volume-weighted sum 10527.82908 Subtracting 2.056216618e-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 = 0.005724092462 MLMG: Initial residual (resid0) = 0.005724092462 MLMG: Final Iter. 7 resid, resid/bnorm = 4.844796179e-11, 8.463867786e-09 MLMG: Timers: Solve = 0.034826763 Iter = 0.033871346 Bottom = 0.027014757 Time in solve 0.037203994 Max/L2 norm of divergence after solve at level 1 : 2.056264225e-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 = 0.129559562 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: 0.26601123 (terrain aware) 0.26601123 (terrain unaware) Anelastic dt at level 1 would be: 3.030820303 (terrain aware) 3.030820303 (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 : 0.02047702528 0.08261979931 and volume-weighted sum 18958.06339 Subtracting 3.702746756e-06 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 = 0.02047332253 MLMG: Initial residual (resid0) = 0.02047332253 MLMG: Final Iter. 9 resid, resid/bnorm = 7.658602292e-11, 3.740771573e-09 MLMG: Timers: Solve = 0.044393495 Iter = 0.043593845 Bottom = 0.034718838 Time in solve 0.046361018 Max/L2 norm of divergence after solve at level 1 : 3.702821885e-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 : 0.001420950449 0.00548905002 and volume-weighted sum 18958.06339 Subtracting 3.702746756e-06 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 = 0.001424653196 MLMG: Initial residual (resid0) = 0.001424653196 MLMG: Final Iter. 7 resid, resid/bnorm = 1.286672994e-11, 9.031482172e-09 MLMG: Timers: Solve = 0.034974078 Iter = 0.034166317 Bottom = 0.027383189 Time in solve 0.036966044 Max/L2 norm of divergence after solve at level 1 : 3.702759622e-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 = 0.12025352 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: 0.2660486943 (terrain aware) 0.2660486943 (terrain unaware) Anelastic dt at level 1 would be: 3.031638833 (terrain aware) 3.031638833 (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 : 0.001100173562 0.003488937707 and volume-weighted sum 24884.73732 Subtracting 4.860300258e-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 = 0.001095313262 MLMG: Initial residual (resid0) = 0.001095313262 MLMG: Final Iter. 7 resid, resid/bnorm = 1.366149983e-11, 1.247268732e-08 MLMG: Timers: Solve = 0.035095911 Iter = 0.034136978 Bottom = 0.027251687 Time in solve 0.037430068 Max/L2 norm of divergence after solve at level 1 : 4.860313654e-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 : 0.001340017582 0.005388337614 and volume-weighted sum 24884.73732 Subtracting 4.860300258e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001344877882 MLMG: Initial residual (resid0) = 0.001344877882 MLMG: Final Iter. 7 resid, resid/bnorm = 1.153932008e-11, 8.580199168e-09 MLMG: Timers: Solve = 0.034703282 Iter = 0.033892867 Bottom = 0.027157463 Time in solve 0.036660293 Max/L2 norm of divergence after solve at level 1 : 4.860311797e-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 = 0.112922418 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: 0.2660839249 (terrain aware) 0.2660839249 (terrain unaware) Anelastic dt at level 1 would be: 3.033967075 (terrain aware) 3.033967075 (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 : 0.001024519509 0.003375720771 and volume-weighted sum 27178.18379 Subtracting 5.308239021e-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 = 0.00101921127 MLMG: Initial residual (resid0) = 0.00101921127 MLMG: Final Iter. 6 resid, resid/bnorm = 5.291279678e-11, 5.191543533e-08 MLMG: Timers: Solve = 0.030280475 Iter = 0.029340562 Bottom = 0.023412907 Time in solve 0.032673182 Max/L2 norm of divergence after solve at level 1 : 5.308290788e-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 : 0.00139473452 0.005316991827 and volume-weighted sum 27178.18379 Subtracting 5.308239021e-06 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 = 0.001400042759 MLMG: Initial residual (resid0) = 0.001400042759 MLMG: Final Iter. 6 resid, resid/bnorm = 9.421017846e-11, 6.72909294e-08 MLMG: Timers: Solve = 0.029931093 Iter = 0.029156371 Bottom = 0.02336259 Time in solve 0.031903831 Max/L2 norm of divergence after solve at level 1 : 5.308331317e-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 = 0.102938341 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: 0.2661046229 (terrain aware) 0.2661046229 (terrain unaware) Anelastic dt at level 1 would be: 3.032677047 (terrain aware) 3.032677047 (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 : 0.001023745356 0.003310958753 and volume-weighted sum 26026.70033 Subtracting 5.083339907e-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 = 0.001018662016 MLMG: Initial residual (resid0) = 0.001018662016 MLMG: Final Iter. 7 resid, resid/bnorm = 2.234097939e-11, 2.193168984e-08 MLMG: Timers: Solve = 0.034974415 Iter = 0.034016033 Bottom = 0.027171613 Time in solve 0.037313554 Max/L2 norm of divergence after solve at level 1 : 5.083362248e-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 : 0.001405791161 0.005260481107 and volume-weighted sum 26026.70033 Subtracting 5.083339907e-06 from rhs in subdomain 0 Sum after subtraction 4.174178364e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001410874501 MLMG: Initial residual (resid0) = 0.001410874501 MLMG: Final Iter. 6 resid, resid/bnorm = 8.425910199e-11, 5.972118849e-08 MLMG: Timers: Solve = 0.029691908 Iter = 0.028904301 Bottom = 0.023119523 Time in solve 0.032000042 Max/L2 norm of divergence after solve at level 1 : 5.083422442e-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 = 0.108175697 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: 0.2661335253 (terrain aware) 0.2661335253 (terrain unaware) Anelastic dt at level 1 would be: 3.032613848 (terrain aware) 3.032613848 (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 : 0.00109338498 0.003255051353 and volume-weighted sum 22678.38477 Subtracting 4.429372025e-06 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 = 0.001088955608 MLMG: Initial residual (resid0) = 0.001088955608 MLMG: Final Iter. 7 resid, resid/bnorm = 2.882013883e-11, 2.64658528e-08 MLMG: Timers: Solve = 0.034399592 Iter = 0.033602354 Bottom = 0.026796202 Time in solve 0.036337166 Max/L2 norm of divergence after solve at level 1 : 4.429400845e-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 : 0.001301743241 0.00521387113 and volume-weighted sum 22678.38477 Subtracting 4.429372025e-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 = 0.001306172613 MLMG: Initial residual (resid0) = 0.001306172613 MLMG: Final Iter. 6 resid, resid/bnorm = 7.568927194e-11, 5.794737324e-08 MLMG: Timers: Solve = 0.029820428 Iter = 0.029018771 Bottom = 0.023231418 Time in solve 0.031752546 Max/L2 norm of divergence after solve at level 1 : 4.429446153e-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 = 0.108006502 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: 0.2661702256 (terrain aware) 0.2661702256 (terrain unaware) Anelastic dt at level 1 would be: 3.034336436 (terrain aware) 3.034336436 (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 : 0.000976341415 0.003201779537 and volume-weighted sum 18469.00193 Subtracting 3.60722694e-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 = 0.000972734188 MLMG: Initial residual (resid0) = 0.000972734188 MLMG: Final Iter. 7 resid, resid/bnorm = 2.242921641e-11, 2.305790903e-08 MLMG: Timers: Solve = 0.034374129 Iter = 0.033565062 Bottom = 0.026715366 Time in solve 0.036346585 Max/L2 norm of divergence after solve at level 1 : 3.607249369e-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 : 0.001401888082 0.005175128999 and volume-weighted sum 18469.00193 Subtracting 3.60722694e-06 from rhs in subdomain 0 Sum after subtraction -2.873135757e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001405495309 MLMG: Initial residual (resid0) = 0.001405495309 MLMG: Final Iter. 6 resid, resid/bnorm = 6.854573162e-11, 4.876980462e-08 MLMG: Timers: Solve = 0.029694786 Iter = 0.028896606 Bottom = 0.023087396 Time in solve 0.031668278 Max/L2 norm of divergence after solve at level 1 : 3.60729406e-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 = 0.106234013 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: 0.2662137241 (terrain aware) 0.2662137241 (terrain unaware) Anelastic dt at level 1 would be: 3.037737018 (terrain aware) 3.037737018 (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 : 0.001046041206 0.003161062093 and volume-weighted sum 13968.81256 Subtracting 2.728283704e-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 = 0.001043312922 MLMG: Initial residual (resid0) = 0.001043312922 MLMG: Final Iter. 6 resid, resid/bnorm = 4.865961679e-11, 4.663952278e-08 MLMG: Timers: Solve = 0.030039638 Iter = 0.029238566 Bottom = 0.023335903 Time in solve 0.032008339 Max/L2 norm of divergence after solve at level 1 : 2.728331296e-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 : 0.001387492896 0.005142790043 and volume-weighted sum 13968.81256 Subtracting 2.728283704e-06 from rhs in subdomain 0 Sum after subtraction -4.092863201e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00139022118 MLMG: Initial residual (resid0) = 0.00139022118 MLMG: Final Iter. 6 resid, resid/bnorm = 6.271710615e-11, 4.511304176e-08 MLMG: Timers: Solve = 0.029441288 Iter = 0.028643766 Bottom = 0.022877077 Time in solve 0.031371231 Max/L2 norm of divergence after solve at level 1 : 2.728345106e-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 = 0.101707531 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: 0.2662518106 (terrain aware) 0.2662518106 (terrain unaware) Anelastic dt at level 1 would be: 3.041435426 (terrain aware) 3.041435426 (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 : 0.001074989819 0.003139367515 and volume-weighted sum 8911.000086 Subtracting 1.740429704e-06 from rhs in subdomain 0 Sum after subtraction 6.505213035e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001073249389 MLMG: Initial residual (resid0) = 0.001073249389 MLMG: Final Iter. 7 resid, resid/bnorm = 1.573665322e-11, 1.46626249e-08 MLMG: Timers: Solve = 0.034119895 Iter = 0.033319542 Bottom = 0.02659706 Time in solve 0.036068546 Max/L2 norm of divergence after solve at level 1 : 1.740445135e-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 : 0.001323047244 0.005114726759 and volume-weighted sum 8911.000086 Subtracting 1.740429704e-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 = 0.001324787673 MLMG: Initial residual (resid0) = 0.001324787673 MLMG: Final Iter. 6 resid, resid/bnorm = 5.789265444e-11, 4.369957209e-08 MLMG: Timers: Solve = 0.030374645 Iter = 0.029432676 Bottom = 0.023395383 Time in solve 0.032745537 Max/L2 norm of divergence after solve at level 1 : 1.740486373e-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 = 0.107773475 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: 0.2662763857 (terrain aware) 0.2662763857 (terrain unaware) Anelastic dt at level 1 would be: 3.042094718 (terrain aware) 3.042094718 (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 : 0.0009241340603 0.003130650297 and volume-weighted sum 2912.592429 Subtracting 5.688657088e-07 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 = 0.0009235651946 MLMG: Initial residual (resid0) = 0.0009235651946 MLMG: Final Iter. 7 resid, resid/bnorm = 3.310488818e-11, 3.584466844e-08 MLMG: Timers: Solve = 0.034566529 Iter = 0.033781157 Bottom = 0.027055032 Time in solve 0.036547338 Max/L2 norm of divergence after solve at level 1 : 5.688981665e-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 : 0.00140416293 0.005090471648 and volume-weighted sum 2912.592429 Subtracting 5.688657088e-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 = 0.001404731796 MLMG: Initial residual (resid0) = 0.001404731796 MLMG: Final Iter. 6 resid, resid/bnorm = 5.387653128e-11, 3.835360703e-08 MLMG: Timers: Solve = 0.029240168 Iter = 0.028314165 Bottom = 0.022416126 Time in solve 0.031597345 Max/L2 norm of divergence after solve at level 1 : 5.68918439e-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 = 0.106643696 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: 0.2663041743 (terrain aware) 0.2663041743 (terrain unaware) Anelastic dt at level 1 would be: 3.044005388 (terrain aware) 3.044005388 (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 : 0.001058166913 0.0031180575 and volume-weighted sum -3767.964443 Subtracting -7.359305552e-07 from rhs in subdomain 0 Sum after subtraction -1.19262239e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001058902844 MLMG: Initial residual (resid0) = 0.001058902844 MLMG: Final Iter. 7 resid, resid/bnorm = 4.023022386e-11, 3.799236548e-08 MLMG: Timers: Solve = 0.034803252 Iter = 0.033845704 Bottom = 0.027018627 Time in solve 0.037175755 Max/L2 norm of divergence after solve at level 1 : 7.359707855e-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 : 0.001367558277 0.005070161459 and volume-weighted sum -3767.964443 Subtracting -7.359305552e-07 from rhs in subdomain 0 Sum after subtraction -1.0977547e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001366822347 MLMG: Initial residual (resid0) = 0.001366822347 MLMG: Final Iter. 6 resid, resid/bnorm = 4.994998566e-11, 3.654460712e-08 MLMG: Timers: Solve = 0.030005322 Iter = 0.029208927 Bottom = 0.023308759 Time in solve 0.03194862 Max/L2 norm of divergence after solve at level 1 : 7.359805052e-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 = 0.108115331 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: 0.2663343918 (terrain aware) 0.2663343918 (terrain unaware) Anelastic dt at level 1 would be: 3.047064931 (terrain aware) 3.047064931 (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 : 0.001049789857 0.003095678925 and volume-weighted sum -10058.52199 Subtracting -1.964555075e-06 from rhs in subdomain 0 Sum after subtraction 2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001051754412 MLMG: Initial residual (resid0) = 0.001051754412 MLMG: Final Iter. 7 resid, resid/bnorm = 3.472925696e-11, 3.302031023e-08 MLMG: Timers: Solve = 0.034586334 Iter = 0.033781502 Bottom = 0.027083048 Time in solve 0.036568544 Max/L2 norm of divergence after solve at level 1 : 1.964589805e-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 : 0.00134415841 0.00505193715 and volume-weighted sum -10058.52199 Subtracting -1.964555075e-06 from rhs in subdomain 0 Sum after subtraction 1.995609624e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001342193855 MLMG: Initial residual (resid0) = 0.001342193855 MLMG: Final Iter. 6 resid, resid/bnorm = 4.62984451e-11, 3.449460368e-08 MLMG: Timers: Solve = 0.029298764 Iter = 0.028346184 Bottom = 0.022434777 Time in solve 0.031663657 Max/L2 norm of divergence after solve at level 1 : 1.964601374e-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 = 0.105828043 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: 0.2663670054 (terrain aware) 0.2663670054 (terrain unaware) Anelastic dt at level 1 would be: 3.051275372 (terrain aware) 3.051275372 (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 : 0.0009228867754 0.003075311029 and volume-weighted sum -14636.46705 Subtracting -2.858684971e-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 = 0.0009257454603 MLMG: Initial residual (resid0) = 0.0009257454603 MLMG: Final Iter. 7 resid, resid/bnorm = 1.908837938e-11, 2.061946852e-08 MLMG: Timers: Solve = 0.03458464 Iter = 0.033629452 Bottom = 0.026828295 Time in solve 0.036911783 Max/L2 norm of divergence after solve at level 1 : 2.858704059e-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 : 0.001402961499 0.005035112381 and volume-weighted sum -14636.46705 Subtracting -2.858684971e-06 from rhs in subdomain 0 Sum after subtraction -8.131516294e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001400102814 MLMG: Initial residual (resid0) = 0.001400102814 MLMG: Final Iter. 6 resid, resid/bnorm = 4.263049679e-11, 3.044811878e-08 MLMG: Timers: Solve = 0.030498547 Iter = 0.029557996 Bottom = 0.023600489 Time in solve 0.032897749 Max/L2 norm of divergence after solve at level 1 : 2.858727601e-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 = 0.108658975 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: 0.2663942739 (terrain aware) 0.2663942739 (terrain unaware) Anelastic dt at level 1 would be: 3.053615417 (terrain aware) 3.053615417 (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 : 0.001062781337 0.003065549767 and volume-weighted sum -16817.29893 Subtracting -3.284628698e-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 = 0.001066065966 MLMG: Initial residual (resid0) = 0.001066065966 MLMG: Final Iter. 5 resid, resid/bnorm = 6.314316847e-11, 5.923007625e-08 MLMG: Timers: Solve = 0.025261412 Iter = 0.024329731 Bottom = 0.019414931 Time in solve 0.027690336 Max/L2 norm of divergence after solve at level 1 : 3.284691841e-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 : 0.001345061522 0.005017919032 and volume-weighted sum -16817.29893 Subtracting -3.284628698e-06 from rhs in subdomain 0 Sum after subtraction 2.873135757e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001341776893 MLMG: Initial residual (resid0) = 0.001341776893 MLMG: Final Iter. 6 resid, resid/bnorm = 3.890737359e-11, 2.899690239e-08 MLMG: Timers: Solve = 0.029514719 Iter = 0.028561195 Bottom = 0.022551616 Time in solve 0.031844512 Max/L2 norm of divergence after solve at level 1 : 3.284667605e-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 = 0.098080399 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: 0.2664072054 (terrain aware) 0.2664072054 (terrain unaware) Anelastic dt at level 1 would be: 3.055056746 (terrain aware) 3.055056746 (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 : 0.001021795263 0.003061275084 and volume-weighted sum -16964.65495 Subtracting -3.31340917e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001025108672 MLMG: Initial residual (resid0) = 0.001025108672 MLMG: Final Iter. 7 resid, resid/bnorm = 1.624278419e-11, 1.584493882e-08 MLMG: Timers: Solve = 0.034516511 Iter = 0.033560665 Bottom = 0.026706039 Time in solve 0.036876368 Max/L2 norm of divergence after solve at level 1 : 3.313425089e-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 : 0.001358026098 0.004999661249 and volume-weighted sum -16964.65495 Subtracting -3.31340917e-06 from rhs in subdomain 0 Sum after subtraction 3.984442984e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001354712689 MLMG: Initial residual (resid0) = 0.001354712689 MLMG: Final Iter. 6 resid, resid/bnorm = 3.525232848e-11, 2.602199623e-08 MLMG: Timers: Solve = 0.030579333 Iter = 0.029638866 Bottom = 0.023638297 Time in solve 0.032987894 Max/L2 norm of divergence after solve at level 1 : 3.313444423e-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 = 0.109279365 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: 0.2664257697 (terrain aware) 0.2664257697 (terrain unaware) Anelastic dt at level 1 would be: 3.058137142 (terrain aware) 3.058137142 (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 : 0.0009549759514 0.003052712304 and volume-weighted sum -16113.34769 Subtracting -3.147138221e-06 from rhs in subdomain 0 Sum after subtraction 1.124859754e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009581230896 MLMG: Initial residual (resid0) = 0.0009581230896 MLMG: Final Iter. 7 resid, resid/bnorm = 2.207657018e-11, 2.3041476e-08 MLMG: Timers: Solve = 0.034136018 Iter = 0.033335364 Bottom = 0.026648359 Time in solve 0.036170363 Max/L2 norm of divergence after solve at level 1 : 3.147159859e-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 : 0.001394744812 0.004981096173 and volume-weighted sum -16113.34769 Subtracting -3.147138221e-06 from rhs in subdomain 0 Sum after subtraction 7.724940479e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001391597674 MLMG: Initial residual (resid0) = 0.001391597674 MLMG: Final Iter. 6 resid, resid/bnorm = 3.227461844e-11, 2.319249237e-08 MLMG: Timers: Solve = 0.030159638 Iter = 0.029360428 Bottom = 0.023437076 Time in solve 0.032107211 Max/L2 norm of divergence after solve at level 1 : 3.147170496e-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 = 0.105033444 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: 0.2664504999 (terrain aware) 0.2664504999 (terrain unaware) Anelastic dt at level 1 would be: 3.062952878 (terrain aware) 3.062952878 (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 : 0.001063747446 0.003034184145 and volume-weighted sum -15107.0959 Subtracting -2.950604668e-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 = 0.00106669805 MLMG: Initial residual (resid0) = 0.00106669805 MLMG: Final Iter. 7 resid, resid/bnorm = 1.62362626e-11, 1.522104835e-08 MLMG: Timers: Solve = 0.034408871 Iter = 0.033451766 Bottom = 0.026645301 Time in solve 0.036753855 Max/L2 norm of divergence after solve at level 1 : 2.950620581e-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 : 0.001317231106 0.004962400423 and volume-weighted sum -15107.0959 Subtracting -2.950604668e-06 from rhs in subdomain 0 Sum after subtraction 1.680513367e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001314280501 MLMG: Initial residual (resid0) = 0.001314280501 MLMG: Final Iter. 6 resid, resid/bnorm = 2.945838567e-11, 2.2414078e-08 MLMG: Timers: Solve = 0.029925449 Iter = 0.029129136 Bottom = 0.023325652 Time in solve 0.031852736 Max/L2 norm of divergence after solve at level 1 : 2.950634126e-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 = 0.107379622 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: 0.2664812092 (terrain aware) 0.2664812092 (terrain unaware) Anelastic dt at level 1 would be: 3.068886818 (terrain aware) 3.068886818 (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 : 0.0009913861558 0.003014153956 and volume-weighted sum -14007.12815 Subtracting -2.735767217e-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 = 0.000994121923 MLMG: Initial residual (resid0) = 0.000994121923 MLMG: Final Iter. 6 resid, resid/bnorm = 1.814512174e-11, 1.825241082e-08 MLMG: Timers: Solve = 0.028646002 Iter = 0.027844176 Bottom = 0.022093412 Time in solve 0.030853006 Max/L2 norm of divergence after solve at level 1 : 2.735785362e-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 : 0.001368407523 0.004943403225 and volume-weighted sum -14007.12815 Subtracting -2.735767217e-06 from rhs in subdomain 0 Sum after subtraction 1.680513367e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001365671756 MLMG: Initial residual (resid0) = 0.001365671756 MLMG: Final Iter. 6 resid, resid/bnorm = 2.759422908e-11, 2.020560867e-08 MLMG: Timers: Solve = 0.029934017 Iter = 0.02911872 Bottom = 0.023296483 Time in solve 0.031919965 Max/L2 norm of divergence after solve at level 1 : 2.735794812e-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 = 0.101047854 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: 0.2665112695 (terrain aware) 0.2665112695 (terrain unaware) Anelastic dt at level 1 would be: 3.071410111 (terrain aware) 3.071410111 (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 : 0.0009815062437 0.003007544939 and volume-weighted sum -12134.97586 Subtracting -2.370112472e-06 from rhs in subdomain 0 Sum after subtraction -2.385244779e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009838763562 MLMG: Initial residual (resid0) = 0.0009838763562 MLMG: Final Iter. 7 resid, resid/bnorm = 1.389039844e-11, 1.411803257e-08 MLMG: Timers: Solve = 0.034786825 Iter = 0.033847679 Bottom = 0.027047969 Time in solve 0.03715746 Max/L2 norm of divergence after solve at level 1 : 2.370126363e-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 : 0.001384203287 0.004924946415 and volume-weighted sum -12134.97586 Subtracting -2.370112472e-06 from rhs in subdomain 0 Sum after subtraction 4.201283418e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001381833174 MLMG: Initial residual (resid0) = 0.001381833174 MLMG: Final Iter. 6 resid, resid/bnorm = 2.646933112e-11, 1.915522917e-08 MLMG: Timers: Solve = 0.029989018 Iter = 0.029188606 Bottom = 0.023421077 Time in solve 0.03192199 Max/L2 norm of divergence after solve at level 1 : 2.370138942e-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 = 0.106590643 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: 0.2665247068 (terrain aware) 0.2665247068 (terrain unaware) Anelastic dt at level 1 would be: 3.075625471 (terrain aware) 3.075625471 (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 : 0.001059168489 0.003008553632 and volume-weighted sum -8774.647004 Subtracting -1.713798243e-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 = 0.001060882288 MLMG: Initial residual (resid0) = 0.001060882288 MLMG: Final Iter. 7 resid, resid/bnorm = 2.477084916e-11, 2.334929092e-08 MLMG: Timers: Solve = 0.034977298 Iter = 0.034026299 Bottom = 0.027126931 Time in solve 0.037310134 Max/L2 norm of divergence after solve at level 1 : 1.713823014e-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 : 0.001288746979 0.004907152891 and volume-weighted sum -8774.647004 Subtracting -1.713798243e-06 from rhs in subdomain 0 Sum after subtraction 7.318364664e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00128703318 MLMG: Initial residual (resid0) = 0.00128703318 MLMG: Final Iter. 6 resid, resid/bnorm = 2.561942419e-11, 1.990579931e-08 MLMG: Timers: Solve = 0.029946049 Iter = 0.029147986 Bottom = 0.023274499 Time in solve 0.031954051 Max/L2 norm of divergence after solve at level 1 : 1.713823862e-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 = 0.107869056 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: 0.2665423311 (terrain aware) 0.2665423311 (terrain unaware) Anelastic dt at level 1 would be: 3.081476195 (terrain aware) 3.081476195 (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 : 0.0009592193724 0.002997444997 and volume-weighted sum -3884.147267 Subtracting -7.58622513e-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 = 0.0009599779949 MLMG: Initial residual (resid0) = 0.0009599779949 MLMG: Final Iter. 7 resid, resid/bnorm = 2.62396403e-11, 2.733358518e-08 MLMG: Timers: Solve = 0.035061182 Iter = 0.034105936 Bottom = 0.027216547 Time in solve 0.037415885 Max/L2 norm of divergence after solve at level 1 : 7.586487527e-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 : 0.001371894949 0.004889966185 and volume-weighted sum -3884.147267 Subtracting -7.58622513e-07 from rhs in subdomain 0 Sum after subtraction -3.388131789e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001371136327 MLMG: Initial residual (resid0) = 0.001371136327 MLMG: Final Iter. 6 resid, resid/bnorm = 2.510150504e-11, 1.830708191e-08 MLMG: Timers: Solve = 0.029430257 Iter = 0.028632178 Bottom = 0.022791848 Time in solve 0.031392134 Max/L2 norm of divergence after solve at level 1 : 7.586476146e-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 = 0.109668371 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: 0.2665641632 (terrain aware) 0.2665641632 (terrain unaware) Anelastic dt at level 1 would be: 3.088940862 (terrain aware) 3.088940862 (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 : 0.001001642879 0.002974430953 and volume-weighted sum 1788.187827 Subtracting 3.49255435e-07 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 = 0.001001293624 MLMG: Initial residual (resid0) = 0.001001293624 MLMG: Final Iter. 7 resid, resid/bnorm = 1.815239675e-11, 1.812894472e-08 MLMG: Timers: Solve = 0.034706363 Iter = 0.03376927 Bottom = 0.026866241 Time in solve 0.037091974 Max/L2 norm of divergence after solve at level 1 : 3.492732318e-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 : 0.001368704852 0.004873638765 and volume-weighted sum 1788.187827 Subtracting 3.49255435e-07 from rhs in subdomain 0 Sum after subtraction -1.484001724e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001369054107 MLMG: Initial residual (resid0) = 0.001369054107 MLMG: Final Iter. 6 resid, resid/bnorm = 2.369165797e-11, 1.730512903e-08 MLMG: Timers: Solve = 0.028946527 Iter = 0.0281507 Bottom = 0.022376747 Time in solve 0.030893532 Max/L2 norm of divergence after solve at level 1 : 3.492785796e-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 = 0.10698925 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: 0.2665906614 (terrain aware) 0.2665906614 (terrain unaware) Anelastic dt at level 1 would be: 3.092731488 (terrain aware) 3.092731488 (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 : 0.001051711456 0.002960313211 and volume-weighted sum 7198.203934 Subtracting 1.405899206e-06 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 = 0.001050305556 MLMG: Initial residual (resid0) = 0.001050305556 MLMG: Final Iter. 6 resid, resid/bnorm = 3.78130693e-11, 3.600197016e-08 MLMG: Timers: Solve = 0.029120012 Iter = 0.028318878 Bottom = 0.022428268 Time in solve 0.031047756 Max/L2 norm of divergence after solve at level 1 : 1.405937019e-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 : 0.00127682773 0.004858098584 and volume-weighted sum 7198.203934 Subtracting 1.405899206e-06 from rhs in subdomain 0 Sum after subtraction 1.694065895e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001278233629 MLMG: Initial residual (resid0) = 0.001278233629 MLMG: Final Iter. 6 resid, resid/bnorm = 2.224769497e-11, 1.740503024e-08 MLMG: Timers: Solve = 0.029403365 Iter = 0.028447882 Bottom = 0.022575761 Time in solve 0.031746839 Max/L2 norm of divergence after solve at level 1 : 1.405920937e-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 = 0.101099746 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: 0.2666184957 (terrain aware) 0.2666184957 (terrain unaware) Anelastic dt at level 1 would be: 3.097748299 (terrain aware) 3.097748299 (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 : 0.0009280326644 0.002963712866 and volume-weighted sum 11643.56894 Subtracting 2.274134558e-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 = 0.0009257585299 MLMG: Initial residual (resid0) = 0.0009257585299 MLMG: Final Iter. 6 resid, resid/bnorm = 9.105754669e-11, 9.83599327e-08 MLMG: Timers: Solve = 0.029716427 Iter = 0.028762097 Bottom = 0.02285855 Time in solve 0.032050039 Max/L2 norm of divergence after solve at level 1 : 2.274223767e-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 : 0.001370495584 0.004842952183 and volume-weighted sum 11643.56894 Subtracting 2.274134558e-06 from rhs in subdomain 0 Sum after subtraction -2.737610486e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001372769719 MLMG: Initial residual (resid0) = 0.001372769719 MLMG: Final Iter. 6 resid, resid/bnorm = 2.021994075e-11, 1.472930272e-08 MLMG: Timers: Solve = 0.029531514 Iter = 0.028560118 Bottom = 0.022695734 Time in solve 0.031964629 Max/L2 norm of divergence after solve at level 1 : 2.2741543e-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 = 0.10301088 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: 0.2666296979 (terrain aware) 0.2666296979 (terrain unaware) Anelastic dt at level 1 would be: 3.104638391 (terrain aware) 3.104638391 (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 : 0.001015531658 0.00297067322 and volume-weighted sum 15047.22613 Subtracting 2.938911354e-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 = 0.001012592747 MLMG: Initial residual (resid0) = 0.001012592747 MLMG: Final Iter. 7 resid, resid/bnorm = 1.890282088e-11, 1.866774272e-08 MLMG: Timers: Solve = 0.0344957 Iter = 0.033693325 Bottom = 0.026863733 Time in solve 0.036475098 Max/L2 norm of divergence after solve at level 1 : 2.938930257e-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 : 0.00135181332 0.004828437804 and volume-weighted sum 15047.22613 Subtracting 2.938911354e-06 from rhs in subdomain 0 Sum after subtraction 1.423015351e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001354752231 MLMG: Initial residual (resid0) = 0.001354752231 MLMG: Final Iter. 6 resid, resid/bnorm = 1.876188072e-11, 1.384893879e-08 MLMG: Timers: Solve = 0.030681552 Iter = 0.029725244 Bottom = 0.023678371 Time in solve 0.033044274 Max/L2 norm of divergence after solve at level 1 : 2.938929669e-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 = 0.107240286 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: 0.2666474666 (terrain aware) 0.2666474666 (terrain unaware) Anelastic dt at level 1 would be: 3.113308341 (terrain aware) 3.113308341 (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 : 0.0010398328 0.002967379431 and volume-weighted sum 17619.29469 Subtracting 3.441268494e-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 = 0.001036391531 MLMG: Initial residual (resid0) = 0.001036391531 MLMG: Final Iter. 7 resid, resid/bnorm = 1.862699799e-11, 1.797293535e-08 MLMG: Timers: Solve = 0.034497274 Iter = 0.033540119 Bottom = 0.026696563 Time in solve 0.036931134 Max/L2 norm of divergence after solve at level 1 : 3.441287121e-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 : 0.001287705062 0.004813210562 and volume-weighted sum 17619.29469 Subtracting 3.441268494e-06 from rhs in subdomain 0 Sum after subtraction 2.059984128e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001291146331 MLMG: Initial residual (resid0) = 0.001291146331 MLMG: Final Iter. 6 resid, resid/bnorm = 1.744865095e-11, 1.351407701e-08 MLMG: Timers: Solve = 0.029158832 Iter = 0.028367829 Bottom = 0.022577919 Time in solve 0.031110174 Max/L2 norm of divergence after solve at level 1 : 3.441285524e-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 = 0.106924437 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: 0.2666716657 (terrain aware) 0.2666716657 (terrain unaware) Anelastic dt at level 1 would be: 3.118216653 (terrain aware) 3.118216653 (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 : 0.0008956260187 0.002956400882 and volume-weighted sum 19283.13411 Subtracting 3.76623713e-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 = 0.0008918597816 MLMG: Initial residual (resid0) = 0.0008918597816 MLMG: Final Iter. 6 resid, resid/bnorm = 8.144394024e-11, 9.131922071e-08 MLMG: Timers: Solve = 0.02941817 Iter = 0.028621304 Bottom = 0.022715972 Time in solve 0.031382929 Max/L2 norm of divergence after solve at level 1 : 3.766316924e-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 : 0.001367141434 0.004798063114 and volume-weighted sum 19283.13411 Subtracting 3.76623713e-06 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 = 0.001370907671 MLMG: Initial residual (resid0) = 0.001370907671 MLMG: Final Iter. 6 resid, resid/bnorm = 1.653313057e-11, 1.205998837e-08 MLMG: Timers: Solve = 0.029055741 Iter = 0.028251681 Bottom = 0.02248328 Time in solve 0.031069752 Max/L2 norm of divergence after solve at level 1 : 3.766253264e-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 = 0.100723897 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: 0.2667016104 (terrain aware) 0.2667016104 (terrain unaware) Anelastic dt at level 1 would be: 3.124212051 (terrain aware) 3.124212051 (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 : 0.001022037817 0.002948588492 and volume-weighted sum 19450.35836 Subtracting 3.798898117e-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 = 0.001018238919 MLMG: Initial residual (resid0) = 0.001018238919 MLMG: Final Iter. 6 resid, resid/bnorm = 5.9383445e-11, 5.831975572e-08 MLMG: Timers: Solve = 0.029181049 Iter = 0.028381839 Bottom = 0.022526318 Time in solve 0.031124737 Max/L2 norm of divergence after solve at level 1 : 3.798957501e-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 : 0.001335557221 0.004782784273 and volume-weighted sum 19450.35836 Subtracting 3.798898117e-06 from rhs in subdomain 0 Sum after subtraction 5.122855265e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001339356119 MLMG: Initial residual (resid0) = 0.001339356119 MLMG: Final Iter. 6 resid, resid/bnorm = 1.596435383e-11, 1.191942426e-08 MLMG: Timers: Solve = 0.029007482 Iter = 0.028205114 Bottom = 0.0224785 Time in solve 0.030999897 Max/L2 norm of divergence after solve at level 1 : 3.798913696e-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 = 0.100694269 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: 0.2667345533 (terrain aware) 0.2667345533 (terrain unaware) Anelastic dt at level 1 would be: 3.125895304 (terrain aware) 3.125895304 (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 : 0.001023794519 0.002946363729 and volume-weighted sum 17405.3339 Subtracting 3.399479278e-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 = 0.001020395039 MLMG: Initial residual (resid0) = 0.001020395039 MLMG: Final Iter. 7 resid, resid/bnorm = 2.189346911e-11, 2.145587568e-08 MLMG: Timers: Solve = 0.03404688 Iter = 0.033095601 Bottom = 0.026208362 Time in solve 0.03641575 Max/L2 norm of divergence after solve at level 1 : 3.399500741e-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 : 0.001296561083 0.004765548106 and volume-weighted sum 17405.3339 Subtracting 3.399479278e-06 from rhs in subdomain 0 Sum after subtraction -3.95733793e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001299960562 MLMG: Initial residual (resid0) = 0.001299960562 MLMG: Final Iter. 6 resid, resid/bnorm = 1.560369217e-11, 1.200320427e-08 MLMG: Timers: Solve = 0.028925099 Iter = 0.028119416 Bottom = 0.022347491 Time in solve 0.030905505 Max/L2 norm of divergence after solve at level 1 : 3.399494505e-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 = 0.105684559 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: 0.2667467411 (terrain aware) 0.2667467411 (terrain unaware) Anelastic dt at level 1 would be: 3.128993566 (terrain aware) 3.128993566 (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 : 0.0008725373166 0.002939951187 and volume-weighted sum 12961.59488 Subtracting 2.531561499e-06 from rhs in subdomain 0 Sum after subtraction -1.517883041e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008700057551 MLMG: Initial residual (resid0) = 0.0008700057551 MLMG: Final Iter. 7 resid, resid/bnorm = 3.087077525e-11, 3.548341498e-08 MLMG: Timers: Solve = 0.03419669 Iter = 0.033240651 Bottom = 0.026332575 Time in solve 0.036561595 Max/L2 norm of divergence after solve at level 1 : 2.531591762e-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 : 0.00136417182 0.004748461663 and volume-weighted sum 12961.59488 Subtracting 2.531561499e-06 from rhs in subdomain 0 Sum after subtraction -6.776263578e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001366703382 MLMG: Initial residual (resid0) = 0.001366703382 MLMG: Final Iter. 6 resid, resid/bnorm = 1.536423277e-11, 1.124181953e-08 MLMG: Timers: Solve = 0.029332892 Iter = 0.028364237 Bottom = 0.022470064 Time in solve 0.03168897 Max/L2 norm of divergence after solve at level 1 : 2.531576495e-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 = 0.107574334 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: 0.2667620539 (terrain aware) 0.2667620539 (terrain unaware) Anelastic dt at level 1 would be: 3.133278202 (terrain aware) 3.133278202 (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 : 0.001021779733 0.002921866333 and volume-weighted sum 6843.147734 Subtracting 1.336552292e-06 from rhs in subdomain 0 Sum after subtraction 4.065758147e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001020443181 MLMG: Initial residual (resid0) = 0.001020443181 MLMG: Final Iter. 7 resid, resid/bnorm = 2.91568067e-11, 2.857269004e-08 MLMG: Timers: Solve = 0.033849424 Iter = 0.03304628 Bottom = 0.026300247 Time in solve 0.035818227 Max/L2 norm of divergence after solve at level 1 : 1.336580875e-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 : 0.001321760124 0.004732555077 and volume-weighted sum 6843.147734 Subtracting 1.336552292e-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 = 0.001323096677 MLMG: Initial residual (resid0) = 0.001323096677 MLMG: Final Iter. 6 resid, resid/bnorm = 1.505488387e-11, 1.137852141e-08 MLMG: Timers: Solve = 0.029226934 Iter = 0.028269011 Bottom = 0.022381616 Time in solve 0.031663577 Max/L2 norm of divergence after solve at level 1 : 1.336566986e-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 = 0.105994948 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: 0.2667801726 (terrain aware) 0.2667801726 (terrain unaware) Anelastic dt at level 1 would be: 3.138562108 (terrain aware) 3.138562108 (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 : 0.001002714042 0.002901427649 and volume-weighted sum 396.9224105 Subtracting 7.75239083e-08 from rhs in subdomain 0 Sum after subtraction -7.589415207e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001002636518 MLMG: Initial residual (resid0) = 0.001002636518 MLMG: Final Iter. 7 resid, resid/bnorm = 1.692778841e-11, 1.688327535e-08 MLMG: Timers: Solve = 0.0335843 Iter = 0.032782458 Bottom = 0.026071094 Time in solve 0.035538607 Max/L2 norm of divergence after solve at level 1 : 7.754050367e-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 : 0.001305096849 0.004717065595 and volume-weighted sum 396.9224105 Subtracting 7.75239083e-08 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 = 0.001305174373 MLMG: Initial residual (resid0) = 0.001305174373 MLMG: Final Iter. 6 resid, resid/bnorm = 1.464957068e-11, 1.122422489e-08 MLMG: Timers: Solve = 0.02864233 Iter = 0.027835995 Bottom = 0.02196663 Time in solve 0.030963845 Max/L2 norm of divergence after solve at level 1 : 7.753820734e-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 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 = 0.105063407 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: 0.266801358 (terrain aware) 0.266801358 (terrain unaware) Anelastic dt at level 1 would be: 3.143003612 (terrain aware) 3.143003612 (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 : 0.0008852068736 0.002894963177 and volume-weighted sum -5176.521355 Subtracting -1.011039327e-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 = 0.0008862179129 MLMG: Initial residual (resid0) = 0.0008862179129 MLMG: Final Iter. 5 resid, resid/bnorm = 8.012552957e-11, 9.041289777e-08 MLMG: Timers: Solve = 0.024858026 Iter = 0.023969644 Bottom = 0.019056123 Time in solve 0.027198769 Max/L2 norm of divergence after solve at level 1 : 1.011117666e-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 : 0.001360760364 0.004704531083 and volume-weighted sum -5176.521355 Subtracting -1.011039327e-06 from rhs in subdomain 0 Sum after subtraction 1.341700188e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001359749325 MLMG: Initial residual (resid0) = 0.001359749325 MLMG: Final Iter. 6 resid, resid/bnorm = 1.445698953e-11, 1.063209907e-08 MLMG: Timers: Solve = 0.028758935 Iter = 0.027805242 Bottom = 0.021992052 Time in solve 0.031124559 Max/L2 norm of divergence after solve at level 1 : 1.011053784e-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 = 0.096338109 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: 0.2668262423 (terrain aware) 0.2668262423 (terrain unaware) Anelastic dt at level 1 would be: 3.14512537 (terrain aware) 3.14512537 (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 : 0.001016843067 0.002900756757 and volume-weighted sum -9495.22429 Subtracting -1.854535994e-06 from rhs in subdomain 0 Sum after subtraction 9.486769009e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001018697603 MLMG: Initial residual (resid0) = 0.001018697603 MLMG: Final Iter. 7 resid, resid/bnorm = 1.697228918e-11, 1.666077266e-08 MLMG: Timers: Solve = 0.033894899 Iter = 0.032935248 Bottom = 0.026101143 Time in solve 0.036317813 Max/L2 norm of divergence after solve at level 1 : 1.854552631e-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 : 0.001307030356 0.004692609049 and volume-weighted sum -9495.22429 Subtracting -1.854535994e-06 from rhs in subdomain 0 Sum after subtraction -3.188232013e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00130517582 MLMG: Initial residual (resid0) = 0.00130517582 MLMG: Final Iter. 6 resid, resid/bnorm = 1.414546546e-11, 1.083797695e-08 MLMG: Timers: Solve = 0.028989685 Iter = 0.028035366 Bottom = 0.022099594 Time in solve 0.031412086 Max/L2 norm of divergence after solve at level 1 : 1.85455014e-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 = 0.10593179 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: 0.26683446 (terrain aware) 0.26683446 (terrain unaware) Anelastic dt at level 1 would be: 3.148383234 (terrain aware) 3.148383234 (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 : 0.0009807254957 0.002904459525 and volume-weighted sum -13031.75767 Subtracting -2.54526517e-06 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 = 0.0009832707609 MLMG: Initial residual (resid0) = 0.0009832707609 MLMG: Final Iter. 7 resid, resid/bnorm = 2.427138796e-11, 2.468433816e-08 MLMG: Timers: Solve = 0.034348364 Iter = 0.033393603 Bottom = 0.02659617 Time in solve 0.036738417 Max/L2 norm of divergence after solve at level 1 : 2.545288963e-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 : 0.001309729574 0.004679228097 and volume-weighted sum -13031.75767 Subtracting -2.54526517e-06 from rhs in subdomain 0 Sum after subtraction -9.249599784e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001307184309 MLMG: Initial residual (resid0) = 0.001307184309 MLMG: Final Iter. 6 resid, resid/bnorm = 1.35180847e-11, 1.03413762e-08 MLMG: Timers: Solve = 0.029696457 Iter = 0.028732611 Bottom = 0.022789872 Time in solve 0.032048584 Max/L2 norm of divergence after solve at level 1 : 2.545278688e-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 = 0.106696656 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: 0.2668443372 (terrain aware) 0.2668443372 (terrain unaware) Anelastic dt at level 1 would be: 3.152644898 (terrain aware) 3.152644898 (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 : 0.0008956281964 0.002897905558 and volume-weighted sum -16494.61508 Subtracting -3.221604508e-06 from rhs in subdomain 0 Sum after subtraction 4.445228907e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008988498009 MLMG: Initial residual (resid0) = 0.0008988498009 MLMG: Final Iter. 7 resid, resid/bnorm = 1.993964091e-11, 2.218350707e-08 MLMG: Timers: Solve = 0.034050685 Iter = 0.033251704 Bottom = 0.026559341 Time in solve 0.03601743 Max/L2 norm of divergence after solve at level 1 : 3.221624054e-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 : 0.001353590078 0.004667653971 and volume-weighted sum -16494.61508 Subtracting -3.221604508e-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 = 0.001350368473 MLMG: Initial residual (resid0) = 0.001350368473 MLMG: Final Iter. 6 resid, resid/bnorm = 1.304068933e-11, 9.657134025e-09 MLMG: Timers: Solve = 0.029939409 Iter = 0.028981622 Bottom = 0.023058232 Time in solve 0.032298592 Max/L2 norm of divergence after solve at level 1 : 3.221617549e-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 = 0.106490825 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: 0.2668587846 (terrain aware) 0.2668587846 (terrain unaware) Anelastic dt at level 1 would be: 3.157711481 (terrain aware) 3.157711481 (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 : 0.001010439913 0.002887584386 and volume-weighted sum -20042.97377 Subtracting -3.914643315e-06 from rhs in subdomain 0 Sum after subtraction 1.517883041e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001014354557 MLMG: Initial residual (resid0) = 0.001014354557 MLMG: Final Iter. 6 resid, resid/bnorm = 5.764656695e-11, 5.68307862e-08 MLMG: Timers: Solve = 0.029214262 Iter = 0.028419447 Bottom = 0.022643679 Time in solve 0.03115759 Max/L2 norm of divergence after solve at level 1 : 3.914700962e-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 : 0.001289918591 0.004655787675 and volume-weighted sum -20042.97377 Subtracting -3.914643315e-06 from rhs in subdomain 0 Sum after subtraction 2.425902361e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001286003948 MLMG: Initial residual (resid0) = 0.001286003948 MLMG: Final Iter. 6 resid, resid/bnorm = 1.27146777e-11, 9.886966303e-09 MLMG: Timers: Solve = 0.029797419 Iter = 0.029003722 Bottom = 0.023197049 Time in solve 0.031751029 Max/L2 norm of divergence after solve at level 1 : 3.91465603e-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 = 0.100080957 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: 0.2668767722 (terrain aware) 0.2668767722 (terrain unaware) Anelastic dt at level 1 would be: 3.163177036 (terrain aware) 3.163177036 (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 : 0.0009584330758 0.002886779637 and volume-weighted sum -22943.09498 Subtracting -4.481073239e-06 from rhs in subdomain 0 Sum after subtraction -4.119968255e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000962914149 MLMG: Initial residual (resid0) = 0.000962914149 MLMG: Final Iter. 6 resid, resid/bnorm = 9.15058416e-11, 9.503011425e-08 MLMG: Timers: Solve = 0.029714546 Iter = 0.028913267 Bottom = 0.023123797 Time in solve 0.031638869 Max/L2 norm of divergence after solve at level 1 : 4.481162961e-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 : 0.001310188096 0.004643482982 and volume-weighted sum -22943.09498 Subtracting -4.481073239e-06 from rhs in subdomain 0 Sum after subtraction 3.008661029e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001305707023 MLMG: Initial residual (resid0) = 0.001305707023 MLMG: Final Iter. 6 resid, resid/bnorm = 1.262078887e-11, 9.665865815e-09 MLMG: Timers: Solve = 0.030062983 Iter = 0.029169052 Bottom = 0.023222821 Time in solve 0.032450374 Max/L2 norm of divergence after solve at level 1 : 4.48108586e-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 = 0.102312262 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: 0.2668971406 (terrain aware) 0.2668971406 (terrain unaware) Anelastic dt at level 1 would be: 3.165157368 (terrain aware) 3.165157368 (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 : 0.0009014813437 0.002897679006 and volume-weighted sum -23905.62978 Subtracting -4.669068316e-06 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 = 0.0009061504121 MLMG: Initial residual (resid0) = 0.0009061504121 MLMG: Final Iter. 7 resid, resid/bnorm = 2.232575858e-11, 2.463802729e-08 MLMG: Timers: Solve = 0.034318695 Iter = 0.033519671 Bottom = 0.026825165 Time in solve 0.036248794 Max/L2 norm of divergence after solve at level 1 : 4.669090641e-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 : 0.001343357969 0.004632368855 and volume-weighted sum -23905.62978 Subtracting -4.669068316e-06 from rhs in subdomain 0 Sum after subtraction -2.791820594e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001338688901 MLMG: Initial residual (resid0) = 0.001338688901 MLMG: Final Iter. 6 resid, resid/bnorm = 1.26657802e-11, 9.46133205e-09 MLMG: Timers: Solve = 0.029595186 Iter = 0.028636306 Bottom = 0.022748657 Time in solve 0.032026465 Max/L2 norm of divergence after solve at level 1 : 4.669080982e-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 = 0.10684549 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: 0.2669118148 (terrain aware) 0.2669118148 (terrain unaware) Anelastic dt at level 1 would be: 3.167582748 (terrain aware) 3.167582748 (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 : 0.001001989112 0.002900706895 and volume-weighted sum -21869.81424 Subtracting -4.271448094e-06 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 = 0.00100626056 MLMG: Initial residual (resid0) = 0.00100626056 MLMG: Final Iter. 7 resid, resid/bnorm = 2.604006705e-11, 2.587805592e-08 MLMG: Timers: Solve = 0.034322243 Iter = 0.033521757 Bottom = 0.026777943 Time in solve 0.036293272 Max/L2 norm of divergence after solve at level 1 : 4.271474134e-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 : 0.001270852292 0.004617879907 and volume-weighted sum -21869.81424 Subtracting -4.271448094e-06 from rhs in subdomain 0 Sum after subtraction -1.680513367e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001266580844 MLMG: Initial residual (resid0) = 0.001266580844 MLMG: Final Iter. 6 resid, resid/bnorm = 1.273509274e-11, 1.005470183e-08 MLMG: Timers: Solve = 0.029296134 Iter = 0.028494614 Bottom = 0.022721789 Time in solve 0.031227273 Max/L2 norm of divergence after solve at level 1 : 4.271460829e-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 = 0.104998445 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: 0.2669128767 (terrain aware) 0.2669128767 (terrain unaware) Anelastic dt at level 1 would be: 3.170366056 (terrain aware) 3.170366056 (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(2) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (143,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(2) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (127,0,47) (0,0,0)) ) [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 : 0.008791854481 0.0741781076 and volume-weighted sum -17824.1715 Subtracting -3.02720304e-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 = 0.008788827278 MLMG: Initial residual (resid0) = 0.008788827278 MLMG: Final Iter. 8 resid, resid/bnorm = 1.497507749e-11, 1.70387664e-09 MLMG: Timers: Solve = 0.042508664 Iter = 0.041548783 Bottom = 0.033758701 Time in solve 0.044864613 Max/L2 norm of divergence after solve at level 1 : 3.027218015e-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 : 0.001302521744 0.004607331114 and volume-weighted sum -17824.1715 Subtracting -3.02720304e-06 from rhs in subdomain 0 Sum after subtraction -1.897353802e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001299494541 MLMG: Initial residual (resid0) = 0.001299494541 MLMG: Final Iter. 6 resid, resid/bnorm = 1.255980867e-11, 9.665149231e-09 MLMG: Timers: Solve = 0.032330785 Iter = 0.031362312 Bottom = 0.025372732 Time in solve 0.034728121 Max/L2 norm of divergence after solve at level 1 : 3.0272156e-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 = 0.125965002 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: 0.2669155666 (terrain aware) 0.2669155666 (terrain unaware) Anelastic dt at level 1 would be: 3.173438961 (terrain aware) 3.173438961 (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 : 0.0009089667412 0.003253898237 and volume-weighted sum -7861.914675 Subtracting -1.335243661e-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 = 0.0009103019849 MLMG: Initial residual (resid0) = 0.0009103019849 MLMG: Final Iter. 6 resid, resid/bnorm = 7.712524169e-11, 8.472489676e-08 MLMG: Timers: Solve = 0.031548475 Iter = 0.030589113 Bottom = 0.024687555 Time in solve 0.033915933 Max/L2 norm of divergence after solve at level 1 : 1.335319314e-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 : 0.001327287616 0.004583463559 and volume-weighted sum -7861.914675 Subtracting -1.335243661e-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 = 0.001325952372 MLMG: Initial residual (resid0) = 0.001325952372 MLMG: Final Iter. 6 resid, resid/bnorm = 1.244854332e-11, 9.38837894e-09 MLMG: Timers: Solve = 0.031895417 Iter = 0.031092533 Bottom = 0.025327063 Time in solve 0.033833106 Max/L2 norm of divergence after solve at level 1 : 1.335256109e-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 = 0.10559893 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: 0.2669210902 (terrain aware) 0.2669210902 (terrain unaware) Anelastic dt at level 1 would be: 3.176990314 (terrain aware) 3.176990314 (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 : 0.001000469807 0.002838251885 and volume-weighted sum 3351.066166 Subtracting 5.691348788e-07 from rhs in subdomain 0 Sum after subtraction 2.439454888e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000999900672 MLMG: Initial residual (resid0) = 0.000999900672 MLMG: Final Iter. 6 resid, resid/bnorm = 4.265297192e-11, 4.265720898e-08 MLMG: Timers: Solve = 0.031493781 Iter = 0.030691657 Bottom = 0.024856758 Time in solve 0.033461885 Max/L2 norm of divergence after solve at level 1 : 5.691766568e-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 : 0.001249274925 0.004570180247 and volume-weighted sum 3351.066166 Subtracting 5.691348788e-07 from rhs in subdomain 0 Sum after subtraction 8.131516294e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00124984406 MLMG: Initial residual (resid0) = 0.00124984406 MLMG: Final Iter. 6 resid, resid/bnorm = 1.237555479e-11, 9.90167909e-09 MLMG: Timers: Solve = 0.030851413 Iter = 0.030057605 Bottom = 0.024238143 Time in solve 0.032793408 Max/L2 norm of divergence after solve at level 1 : 5.691469709e-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 = 0.104121275 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: 0.266928592 (terrain aware) 0.266928592 (terrain unaware) Anelastic dt at level 1 would be: 3.179914783 (terrain aware) 3.179914783 (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 : 0.0009299180252 0.002848086369 and volume-weighted sum 14361.30287 Subtracting 2.439079972e-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 = 0.0009274789453 MLMG: Initial residual (resid0) = 0.0009274789453 MLMG: Final Iter. 7 resid, resid/bnorm = 1.527961487e-11, 1.647435227e-08 MLMG: Timers: Solve = 0.036663712 Iter = 0.035866908 Bottom = 0.029158844 Time in solve 0.038665962 Max/L2 norm of divergence after solve at level 1 : 2.439095251e-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 : 0.001294371858 0.004561199473 and volume-weighted sum 14361.30287 Subtracting 2.439079972e-06 from rhs in subdomain 0 Sum after subtraction -9.215718466e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001296810938 MLMG: Initial residual (resid0) = 0.001296810938 MLMG: Final Iter. 6 resid, resid/bnorm = 1.172907165e-11, 9.044550217e-09 MLMG: Timers: Solve = 0.032217511 Iter = 0.031260992 Bottom = 0.025464284 Time in solve 0.034563813 Max/L2 norm of divergence after solve at level 1 : 2.43909143e-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 = 0.112162837 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: 0.2669195368 (terrain aware) 0.2669195368 (terrain unaware) Anelastic dt at level 1 would be: 3.180941116 (terrain aware) 3.180941116 (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 : 0.0009181643952 0.002865473109 and volume-weighted sum 24031.44934 Subtracting 4.081428217e-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 = 0.000914082967 MLMG: Initial residual (resid0) = 0.000914082967 MLMG: Final Iter. 7 resid, resid/bnorm = 1.944459143e-11, 2.127223909e-08 MLMG: Timers: Solve = 0.036461734 Iter = 0.035511281 Bottom = 0.02880924 Time in solve 0.038854128 Max/L2 norm of divergence after solve at level 1 : 4.081447662e-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 : 0.001313400851 0.004557434507 and volume-weighted sum 24031.44934 Subtracting 4.081428217e-06 from rhs in subdomain 0 Sum after subtraction 2.981555974e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001317482279 MLMG: Initial residual (resid0) = 0.001317482279 MLMG: Final Iter. 6 resid, resid/bnorm = 1.170782483e-11, 8.88651408e-09 MLMG: Timers: Solve = 0.032075879 Iter = 0.031278013 Bottom = 0.025528193 Time in solve 0.034111342 Max/L2 norm of divergence after solve at level 1 : 4.081439658e-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 = 0.112728067 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: 0.2669145692 (terrain aware) 0.2669145692 (terrain unaware) Anelastic dt at level 1 would be: 3.182810815 (terrain aware) 3.182810815 (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 : 0.000999476895 0.00287739633 and volume-weighted sum 31443.47109 Subtracting 5.340263433e-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 = 0.0009941366316 MLMG: Initial residual (resid0) = 0.0009941366316 MLMG: Final Iter. 7 resid, resid/bnorm = 1.584133123e-11, 1.593476262e-08 MLMG: Timers: Solve = 0.037025571 Iter = 0.036062057 Bottom = 0.029328813 Time in solve 0.039403637 Max/L2 norm of divergence after solve at level 1 : 5.340279274e-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 : 0.001231539701 0.004551391422 and volume-weighted sum 31443.47109 Subtracting 5.340263433e-06 from rhs in subdomain 0 Sum after subtraction -1.19262239e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001236879964 MLMG: Initial residual (resid0) = 0.001236879964 MLMG: Final Iter. 6 resid, resid/bnorm = 1.14286488e-11, 9.239901304e-09 MLMG: Timers: Solve = 0.032579576 Iter = 0.031607136 Bottom = 0.025731718 Time in solve 0.034971653 Max/L2 norm of divergence after solve at level 1 : 5.340274601e-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 = 0.113769321 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: 0.2669133699 (terrain aware) 0.2669133699 (terrain unaware) Anelastic dt at level 1 would be: 3.185580871 (terrain aware) 3.185580871 (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 : 0.0009201714843 0.002884314978 and volume-weighted sum 35699.13562 Subtracting 6.063032544e-06 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 = 0.0009141084517 MLMG: Initial residual (resid0) = 0.0009141084517 MLMG: Final Iter. 6 resid, resid/bnorm = 5.045096498e-11, 5.519144352e-08 MLMG: Timers: Solve = 0.031757188 Iter = 0.030801653 Bottom = 0.025007123 Time in solve 0.03410592 Max/L2 norm of divergence after solve at level 1 : 6.063082021e-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 : 0.001286495293 0.004542920969 and volume-weighted sum 35699.13562 Subtracting 6.063032544e-06 from rhs in subdomain 0 Sum after subtraction -4.363913744e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001292558326 MLMG: Initial residual (resid0) = 0.001292558326 MLMG: Final Iter. 6 resid, resid/bnorm = 1.151172378e-11, 8.906154216e-09 MLMG: Timers: Solve = 0.032195023 Iter = 0.031390926 Bottom = 0.025643177 Time in solve 0.034146552 Max/L2 norm of divergence after solve at level 1 : 6.063043796e-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 = 0.10772307 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: 0.2669153834 (terrain aware) 0.2669153834 (terrain unaware) Anelastic dt at level 1 would be: 3.18927938 (terrain aware) 3.18927938 (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 : 0.0009217126354 0.002886441453 and volume-weighted sum 36020.11327 Subtracting 6.117546412e-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 = 0.000915595089 MLMG: Initial residual (resid0) = 0.000915595089 MLMG: Final Iter. 6 resid, resid/bnorm = 7.11289653e-11, 7.768604938e-08 MLMG: Timers: Solve = 0.031499364 Iter = 0.030697207 Bottom = 0.024966923 Time in solve 0.033838026 Max/L2 norm of divergence after solve at level 1 : 6.117617541e-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 : 0.001302072411 0.00453253214 and volume-weighted sum 36020.11327 Subtracting 6.117546412e-06 from rhs in subdomain 0 Sum after subtraction -2.276824562e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001308189958 MLMG: Initial residual (resid0) = 0.001308189958 MLMG: Final Iter. 6 resid, resid/bnorm = 1.140558558e-11, 8.718600467e-09 MLMG: Timers: Solve = 0.032828412 Iter = 0.031868387 Bottom = 0.025999442 Time in solve 0.035176954 Max/L2 norm of divergence after solve at level 1 : 6.117557562e-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 = 0.107791907 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: 0.2669199214 (terrain aware) 0.2669199214 (terrain unaware) Anelastic dt at level 1 would be: 3.193088159 (terrain aware) 3.193088159 (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 : 0.0009935737617 0.002876281807 and volume-weighted sum 32139.68824 Subtracting 5.458506834e-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 = 0.0009881152549 MLMG: Initial residual (resid0) = 0.0009881152549 MLMG: Final Iter. 7 resid, resid/bnorm = 1.870833423e-11, 1.89333523e-08 MLMG: Timers: Solve = 0.035898692 Iter = 0.03509515 Bottom = 0.028356944 Time in solve 0.037919682 Max/L2 norm of divergence after solve at level 1 : 5.458525173e-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 : 0.001218593566 0.004512461654 and volume-weighted sum 32139.68824 Subtracting 5.458506834e-06 from rhs in subdomain 0 Sum after subtraction 1.626303259e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001224052073 MLMG: Initial residual (resid0) = 0.001224052073 MLMG: Final Iter. 6 resid, resid/bnorm = 1.153629269e-11, 9.424674774e-09 MLMG: Timers: Solve = 0.032783635 Iter = 0.031825773 Bottom = 0.025900851 Time in solve 0.035180197 Max/L2 norm of divergence after solve at level 1 : 5.458518114e-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 = 0.110728888 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: 0.2669263423 (terrain aware) 0.2669263423 (terrain unaware) Anelastic dt at level 1 would be: 3.194261244 (terrain aware) 3.194261244 (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 : 0.0009065190415 0.00285115006 and volume-weighted sum 24638.39462 Subtracting 4.184509956e-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 = 0.0009023345316 MLMG: Initial residual (resid0) = 0.0009023345316 MLMG: Final Iter. 7 resid, resid/bnorm = 2.260656793e-11, 2.505342214e-08 MLMG: Timers: Solve = 0.035751076 Iter = 0.034947401 Bottom = 0.028218939 Time in solve 0.037785975 Max/L2 norm of divergence after solve at level 1 : 4.184532119e-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 : 0.00128091995 0.00449126421 and volume-weighted sum 24638.39462 Subtracting 4.184509956e-06 from rhs in subdomain 0 Sum after subtraction 8.944667923e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00128510446 MLMG: Initial residual (resid0) = 0.00128510446 MLMG: Final Iter. 6 resid, resid/bnorm = 1.198981593e-11, 9.329837615e-09 MLMG: Timers: Solve = 0.032435546 Iter = 0.031495899 Bottom = 0.025646853 Time in solve 0.034787525 Max/L2 norm of divergence after solve at level 1 : 4.184521684e-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 = 0.110742282 seconds. 3DPlotfile write time = 0.028022113 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: 0.266934308 (terrain aware) 0.266934308 (terrain unaware) Anelastic dt at level 1 would be: 3.196357863 (terrain aware) 3.196357863 (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 : 0.0009165943742 0.002815738565 and volume-weighted sum 14891.98696 Subtracting 2.529209742e-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 = 0.0009140651645 MLMG: Initial residual (resid0) = 0.0009140651645 MLMG: Final Iter. 7 resid, resid/bnorm = 1.738167864e-11, 1.901579812e-08 MLMG: Timers: Solve = 0.036345341 Iter = 0.035378115 Bottom = 0.028498533 Time in solve 0.038762577 Max/L2 norm of divergence after solve at level 1 : 2.529226782e-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 : 0.001294418825 0.004473036103 and volume-weighted sum 14891.98696 Subtracting 2.529209742e-06 from rhs in subdomain 0 Sum after subtraction 3.523657061e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001296948035 MLMG: Initial residual (resid0) = 0.001296948035 MLMG: Final Iter. 6 resid, resid/bnorm = 1.196240708e-11, 9.223505303e-09 MLMG: Timers: Solve = 0.032245527 Iter = 0.03144586 Bottom = 0.02565137 Time in solve 0.034223521 Max/L2 norm of divergence after solve at level 1 : 2.529221443e-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 = 0.11228665 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: 0.2669237755 (terrain aware) 0.2669237755 (terrain unaware) Anelastic dt at level 1 would be: 3.199467946 (terrain aware) 3.199467946 (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 : 0.0009814942886 0.002791366148 and volume-weighted sum 4531.659405 Subtracting 7.696432414e-07 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 = 0.0009807246454 MLMG: Initial residual (resid0) = 0.0009807246454 MLMG: Final Iter. 6 resid, resid/bnorm = 4.746822053e-11, 4.840117025e-08 MLMG: Timers: Solve = 0.031457471 Iter = 0.030500532 Bottom = 0.024626672 Time in solve 0.033817607 Max/L2 norm of divergence after solve at level 1 : 7.696907096e-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 : 0.001209871483 0.004453731269 and volume-weighted sum 4531.659405 Subtracting 7.696432414e-07 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 = 0.001210641127 MLMG: Initial residual (resid0) = 0.001210641127 MLMG: Final Iter. 6 resid, resid/bnorm = 1.215300196e-11, 1.003848431e-08 MLMG: Timers: Solve = 0.032078083 Iter = 0.031276453 Bottom = 0.025531938 Time in solve 0.034021166 Max/L2 norm of divergence after solve at level 1 : 7.696551298e-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 = 0.107067382 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: 0.2669132307 (terrain aware) 0.2669132307 (terrain unaware) Anelastic dt at level 1 would be: 3.203694295 (terrain aware) 3.203694295 (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 : 0.0008903342798 0.002789419975 and volume-weighted sum -5300.946281 Subtracting -9.002965831e-07 from rhs in subdomain 0 Sum after subtraction -1.707618422e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008912345764 MLMG: Initial residual (resid0) = 0.0008912345764 MLMG: Final Iter. 6 resid, resid/bnorm = 7.440145095e-11, 8.348133356e-08 MLMG: Timers: Solve = 0.031366281 Iter = 0.030570562 Bottom = 0.024788472 Time in solve 0.033323144 Max/L2 norm of divergence after solve at level 1 : 9.003709845e-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 : 0.001275502033 0.004441888335 and volume-weighted sum -5300.946281 Subtracting -9.002965831e-07 from rhs in subdomain 0 Sum after subtraction -4.065758147e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001274601737 MLMG: Initial residual (resid0) = 0.001274601737 MLMG: Final Iter. 6 resid, resid/bnorm = 1.188878266e-11, 9.327448975e-09 MLMG: Timers: Solve = 0.032365961 Iter = 0.031422691 Bottom = 0.025529871 Time in solve 0.034691555 Max/L2 norm of divergence after solve at level 1 : 9.003084719e-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 = 0.106198923 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: 0.2669051605 (terrain aware) 0.2669051605 (terrain unaware) Anelastic dt at level 1 would be: 3.206703827 (terrain aware) 3.206703827 (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 : 0.0009070944057 0.002796857485 and volume-weighted sum -14291.93367 Subtracting -2.427298518e-06 from rhs in subdomain 0 Sum after subtraction 8.944667923e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009095217042 MLMG: Initial residual (resid0) = 0.0009095217042 MLMG: Final Iter. 7 resid, resid/bnorm = 1.632775039e-11, 1.795201843e-08 MLMG: Timers: Solve = 0.036546113 Iter = 0.035744644 Bottom = 0.029041541 Time in solve 0.038497803 Max/L2 norm of divergence after solve at level 1 : 2.427314525e-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 : 0.001287038704 0.004433683263 and volume-weighted sum -14291.93367 Subtracting -2.427298518e-06 from rhs in subdomain 0 Sum after subtraction 6.776263578e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001284611405 MLMG: Initial residual (resid0) = 0.001284611405 MLMG: Final Iter. 6 resid, resid/bnorm = 1.21749361e-11, 9.477524527e-09 MLMG: Timers: Solve = 0.031713112 Iter = 0.030913121 Bottom = 0.025131097 Time in solve 0.033728844 Max/L2 norm of divergence after solve at level 1 : 2.427310693e-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 = 0.109286011 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: 0.2669000039 (terrain aware) 0.2669000039 (terrain unaware) Anelastic dt at level 1 would be: 3.20860354 (terrain aware) 3.20860354 (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 : 0.0009690807357 0.002801616233 and volume-weighted sum -22656.3734 Subtracting -3.847889504e-06 from rhs in subdomain 0 Sum after subtraction 5.421010862e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009729286252 MLMG: Initial residual (resid0) = 0.0009729286252 MLMG: Final Iter. 7 resid, resid/bnorm = 1.519004175e-11, 1.561269897e-08 MLMG: Timers: Solve = 0.036737421 Iter = 0.035935066 Bottom = 0.029233979 Time in solve 0.0386751 Max/L2 norm of divergence after solve at level 1 : 3.847904396e-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 : 0.001201914701 0.004425202294 and volume-weighted sum -22656.3734 Subtracting -3.847889504e-06 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 = 0.001198066812 MLMG: Initial residual (resid0) = 0.001198066812 MLMG: Final Iter. 6 resid, resid/bnorm = 1.262184916e-11, 1.053517971e-08 MLMG: Timers: Solve = 0.032190933 Iter = 0.031214917 Bottom = 0.025299885 Time in solve 0.034573927 Max/L2 norm of divergence after solve at level 1 : 3.847902126e-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 = 0.110144128 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: 0.2668978442 (terrain aware) 0.2668978442 (terrain unaware) Anelastic dt at level 1 would be: 3.211766617 (terrain aware) 3.211766617 (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 : 0.0008770403667 0.002802365339 and volume-weighted sum -30451.96709 Subtracting -5.17186941e-06 from rhs in subdomain 0 Sum after subtraction 1.626303259e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008822122362 MLMG: Initial residual (resid0) = 0.0008822122362 MLMG: Final Iter. 6 resid, resid/bnorm = 5.173046564e-11, 5.863721168e-08 MLMG: Timers: Solve = 0.031743942 Iter = 0.030944979 Bottom = 0.025206121 Time in solve 0.033915518 Max/L2 norm of divergence after solve at level 1 : 5.17192114e-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 : 0.001267863774 0.004421525047 and volume-weighted sum -30451.96709 Subtracting -5.17186941e-06 from rhs in subdomain 0 Sum after subtraction -2.331034671e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001262691905 MLMG: Initial residual (resid0) = 0.001262691905 MLMG: Final Iter. 6 resid, resid/bnorm = 1.221871068e-11, 9.676715784e-09 MLMG: Timers: Solve = 0.032018342 Iter = 0.03107138 Bottom = 0.025188025 Time in solve 0.034349892 Max/L2 norm of divergence after solve at level 1 : 5.171881629e-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 = 0.105586887 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: 0.2668836762 (terrain aware) 0.2668836762 (terrain unaware) Anelastic dt at level 1 would be: 3.216159471 (terrain aware) 3.216159471 (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 : 0.0008964917427 0.002808065963 and volume-weighted sum -36976.76727 Subtracting -6.280021616e-06 from rhs in subdomain 0 Sum after subtraction 8.890457814e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009027717644 MLMG: Initial residual (resid0) = 0.0009027717644 MLMG: Final Iter. 6 resid, resid/bnorm = 6.86254026e-11, 7.601633692e-08 MLMG: Timers: Solve = 0.031834034 Iter = 0.030875985 Bottom = 0.024977211 Time in solve 0.034197386 Max/L2 norm of divergence after solve at level 1 : 6.280088874e-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 : 0.001278720017 0.004418943213 and volume-weighted sum -36976.76727 Subtracting -6.280021616e-06 from rhs in subdomain 0 Sum after subtraction -2.276824562e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001272439996 MLMG: Initial residual (resid0) = 0.001272439996 MLMG: Final Iter. 6 resid, resid/bnorm = 1.228442481e-11, 9.654227193e-09 MLMG: Timers: Solve = 0.031773739 Iter = 0.030973657 Bottom = 0.025173289 Time in solve 0.033764309 Max/L2 norm of divergence after solve at level 1 : 6.2800339e-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 = 0.105291855 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: 0.2668626207 (terrain aware) 0.2668626207 (terrain unaware) Anelastic dt at level 1 would be: 3.221611298 (terrain aware) 3.221611298 (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 : 0.0009576593039 0.002823234782 and volume-weighted sum -40771.85752 Subtracting -6.924568193e-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 = 0.0009645838721 MLMG: Initial residual (resid0) = 0.0009645838721 MLMG: Final Iter. 7 resid, resid/bnorm = 1.808002952e-11, 1.874386462e-08 MLMG: Timers: Solve = 0.037035833 Iter = 0.036083909 Bottom = 0.029220838 Time in solve 0.039425172 Max/L2 norm of divergence after solve at level 1 : 6.924586273e-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 : 0.001194026776 0.004412757329 and volume-weighted sum -40771.85752 Subtracting -6.924568193e-06 from rhs in subdomain 0 Sum after subtraction -3.848917712e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001187102207 MLMG: Initial residual (resid0) = 0.001187102207 MLMG: Final Iter. 6 resid, resid/bnorm = 1.219709343e-11, 1.027467842e-08 MLMG: Timers: Solve = 0.031781371 Iter = 0.030981258 Bottom = 0.025180669 Time in solve 0.03379296 Max/L2 norm of divergence after solve at level 1 : 6.92458039e-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 = 0.110027034 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: 0.2668438636 (terrain aware) 0.2668438636 (terrain unaware) Anelastic dt at level 1 would be: 3.223226599 (terrain aware) 3.223226599 (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 : 0.0008675734751 0.002832864525 and volume-weighted sum -40266.63525 Subtracting -6.83876278e-06 from rhs in subdomain 0 Sum after subtraction 6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008744122379 MLMG: Initial residual (resid0) = 0.0008744122379 MLMG: Final Iter. 7 resid, resid/bnorm = 2.183432171e-11, 2.497028377e-08 MLMG: Timers: Solve = 0.036942943 Iter = 0.035986886 Bottom = 0.029145924 Time in solve 0.039345804 Max/L2 norm of divergence after solve at level 1 : 6.838784614e-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 : 0.001256314085 0.004400283837 and volume-weighted sum -40266.63525 Subtracting -6.83876278e-06 from rhs in subdomain 0 Sum after subtraction 2.927345866e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001249475322 MLMG: Initial residual (resid0) = 0.001249475322 MLMG: Final Iter. 6 resid, resid/bnorm = 1.243433217e-11, 9.951642862e-09 MLMG: Timers: Solve = 0.032217638 Iter = 0.031223779 Bottom = 0.02531868 Time in solve 0.034554726 Max/L2 norm of divergence after solve at level 1 : 6.838775214e-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 = 0.111446462 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: 0.2668280144 (terrain aware) 0.2668280144 (terrain unaware) Anelastic dt at level 1 would be: 3.226035875 (terrain aware) 3.226035875 (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 : 0.0008870580998 0.002817581074 and volume-weighted sum -34606.96361 Subtracting -5.877541375e-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 = 0.0008929356412 MLMG: Initial residual (resid0) = 0.0008929356412 MLMG: Final Iter. 7 resid, resid/bnorm = 1.781531577e-11, 1.995139957e-08 MLMG: Timers: Solve = 0.037413094 Iter = 0.03645414 Bottom = 0.02958329 Time in solve 0.039791044 Max/L2 norm of divergence after solve at level 1 : 5.87755919e-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 : 0.001266715107 0.00438312973 and volume-weighted sum -34606.96361 Subtracting -5.877541375e-06 from rhs in subdomain 0 Sum after subtraction -1.19262239e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001260837565 MLMG: Initial residual (resid0) = 0.001260837565 MLMG: Final Iter. 6 resid, resid/bnorm = 1.263023016e-11, 1.001733332e-08 MLMG: Timers: Solve = 0.032165602 Iter = 0.031204335 Bottom = 0.025187379 Time in solve 0.034537751 Max/L2 norm of divergence after solve at level 1 : 5.877554005e-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 = 0.111161313 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: 0.2668160297 (terrain aware) 0.2668160297 (terrain unaware) Anelastic dt at level 1 would be: 3.230094415 (terrain aware) 3.230094415 (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 : 0.0009517977319 0.002776659455 and volume-weighted sum -24150.88625 Subtracting -4.101713017e-06 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 = 0.0009558994449 MLMG: Initial residual (resid0) = 0.0009558994449 MLMG: Final Iter. 6 resid, resid/bnorm = 7.463359412e-11, 7.807682546e-08 MLMG: Timers: Solve = 0.032132966 Iter = 0.031175233 Bottom = 0.025253885 Time in solve 0.034535537 Max/L2 norm of divergence after solve at level 1 : 4.101786225e-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 : 0.001182817623 0.004360242723 and volume-weighted sum -24150.88625 Subtracting -4.101713017e-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 = 0.00117871591 MLMG: Initial residual (resid0) = 0.00117871591 MLMG: Final Iter. 6 resid, resid/bnorm = 1.271787972e-11, 1.078960555e-08 MLMG: Timers: Solve = 0.032204285 Iter = 0.031248419 Bottom = 0.025352091 Time in solve 0.034598617 Max/L2 norm of divergence after solve at level 1 : 4.101725735e-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 = 0.107444142 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: 0.266796805 (terrain aware) 0.266796805 (terrain unaware) Anelastic dt at level 1 would be: 3.235477606 (terrain aware) 3.235477606 (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 : 0.0008675175122 0.002735654936 and volume-weighted sum -10371.9719 Subtracting -1.761544141e-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 = 0.0008692790564 MLMG: Initial residual (resid0) = 0.0008692790564 MLMG: Final Iter. 6 resid, resid/bnorm = 3.187869969e-11, 3.667257305e-08 MLMG: Timers: Solve = 0.032415599 Iter = 0.03145588 Bottom = 0.025543766 Time in solve 0.034799458 Max/L2 norm of divergence after solve at level 1 : 1.76157602e-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 : 0.001237340249 0.0043375473 and volume-weighted sum -10371.9719 Subtracting -1.761544141e-06 from rhs in subdomain 0 Sum after subtraction -7.589415207e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001235578705 MLMG: Initial residual (resid0) = 0.001235578705 MLMG: Final Iter. 6 resid, resid/bnorm = 1.294407025e-11, 1.047611957e-08 MLMG: Timers: Solve = 0.031534113 Iter = 0.030738137 Bottom = 0.024977185 Time in solve 0.033503147 Max/L2 norm of divergence after solve at level 1 : 1.761557085e-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 = 0.105414645 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: 0.2667692573 (terrain aware) 0.2667692573 (terrain unaware) Anelastic dt at level 1 would be: 3.238606686 (terrain aware) 3.238606686 (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 : 0.000883733501 0.002721671419 and volume-weighted sum 4715.436421 Subtracting 8.008553704e-07 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 = 0.0008829326457 MLMG: Initial residual (resid0) = 0.0008829326457 MLMG: Final Iter. 7 resid, resid/bnorm = 1.349372053e-11, 1.528284246e-08 MLMG: Timers: Solve = 0.036295654 Iter = 0.035504459 Bottom = 0.02875537 Time in solve 0.038224714 Max/L2 norm of divergence after solve at level 1 : 8.008688641e-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 : 0.001249413328 0.004326925018 and volume-weighted sum 4715.436421 Subtracting 8.008553704e-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 = 0.001250214183 MLMG: Initial residual (resid0) = 0.001250214183 MLMG: Final Iter. 6 resid, resid/bnorm = 1.312571625e-11, 1.049877407e-08 MLMG: Timers: Solve = 0.031747217 Iter = 0.03079077 Bottom = 0.024860884 Time in solve 0.034135572 Max/L2 norm of divergence after solve at level 1 : 8.008682207e-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 = 0.110541184 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: 0.2667479993 (terrain aware) 0.2667479993 (terrain unaware) Anelastic dt at level 1 would be: 3.241641224 (terrain aware) 3.241641224 (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 : 0.0009525526658 0.00273289873 and volume-weighted sum 19166.48909 Subtracting 3.255178175e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009492974876 MLMG: Initial residual (resid0) = 0.0009492974876 MLMG: Final Iter. 7 resid, resid/bnorm = 1.920356215e-11, 2.02292352e-08 MLMG: Timers: Solve = 0.036210162 Iter = 0.035410258 Bottom = 0.028732604 Time in solve 0.038147064 Max/L2 norm of divergence after solve at level 1 : 3.255197378e-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 : 0.001169379088 0.004320752828 and volume-weighted sum 19166.48909 Subtracting 3.255178175e-06 from rhs in subdomain 0 Sum after subtraction -2.276824562e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001172634266 MLMG: Initial residual (resid0) = 0.001172634266 MLMG: Final Iter. 6 resid, resid/bnorm = 1.299741534e-11, 1.108394638e-08 MLMG: Timers: Solve = 0.032459963 Iter = 0.031490432 Bottom = 0.025512536 Time in solve 0.034852579 Max/L2 norm of divergence after solve at level 1 : 3.255190899e-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 = 0.110034376 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: 0.2667336811 (terrain aware) 0.2667336811 (terrain unaware) Anelastic dt at level 1 would be: 3.243901398 (terrain aware) 3.243901398 (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 : 0.0008731800113 0.002756995451 and volume-weighted sum 31384.48597 Subtracting 5.330245579e-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 = 0.0008678497657 MLMG: Initial residual (resid0) = 0.0008678497657 MLMG: Final Iter. 7 resid, resid/bnorm = 1.902761993e-11, 2.192501592e-08 MLMG: Timers: Solve = 0.036450802 Iter = 0.035654905 Bottom = 0.028904404 Time in solve 0.038467311 Max/L2 norm of divergence after solve at level 1 : 5.330264607e-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 : 0.001223946846 0.004318405916 and volume-weighted sum 31384.48597 Subtracting 5.330245579e-06 from rhs in subdomain 0 Sum after subtraction -4.540096597e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001229277091 MLMG: Initial residual (resid0) = 0.001229277091 MLMG: Final Iter. 6 resid, resid/bnorm = 1.309922849e-11, 1.065604215e-08 MLMG: Timers: Solve = 0.032180761 Iter = 0.031220742 Bottom = 0.025319838 Time in solve 0.034572489 Max/L2 norm of divergence after solve at level 1 : 5.330258405e-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 = 0.10933148 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: 0.2667267148 (terrain aware) 0.2667267148 (terrain unaware) Anelastic dt at level 1 would be: 3.242096119 (terrain aware) 3.242096119 (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 : 0.000880605471 0.002781148713 and volume-weighted sum 40137.14908 Subtracting 6.816771243e-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 = 0.0008737886998 MLMG: Initial residual (resid0) = 0.0008737886998 MLMG: Final Iter. 7 resid, resid/bnorm = 1.274168717e-11, 1.458211485e-08 MLMG: Timers: Solve = 0.035622422 Iter = 0.034822662 Bottom = 0.02807218 Time in solve 0.037884936 Max/L2 norm of divergence after solve at level 1 : 6.816783985e-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 : 0.001240227053 0.004317830677 and volume-weighted sum 40137.14908 Subtracting 6.816771243e-06 from rhs in subdomain 0 Sum after subtraction -6.559423144e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001247043824 MLMG: Initial residual (resid0) = 0.001247043824 MLMG: Final Iter. 6 resid, resid/bnorm = 1.353346576e-11, 1.085243798e-08 MLMG: Timers: Solve = 0.030474559 Iter = 0.029538382 Bottom = 0.023742739 Time in solve 0.032889446 Max/L2 norm of divergence after solve at level 1 : 6.816784497e-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 = 0.10837781 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: 0.2667108408 (terrain aware) 0.2667108408 (terrain unaware) Anelastic dt at level 1 would be: 3.241092491 (terrain aware) 3.241092491 (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 : 0.0009522197941 0.002796448708 and volume-weighted sum 44521.70625 Subtracting 7.561431089e-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 = 0.000944658363 MLMG: Initial residual (resid0) = 0.000944658363 MLMG: Final Iter. 6 resid, resid/bnorm = 1.672296407e-11, 1.770265815e-08 MLMG: Timers: Solve = 0.031545143 Iter = 0.030743064 Bottom = 0.024957839 Time in solve 0.033479231 Max/L2 norm of divergence after solve at level 1 : 7.561447508e-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 : 0.001165832034 0.004311660019 and volume-weighted sum 44521.70625 Subtracting 7.561431089e-06 from rhs in subdomain 0 Sum after subtraction 1.775381057e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001173393465 MLMG: Initial residual (resid0) = 0.001173393465 MLMG: Final Iter. 6 resid, resid/bnorm = 1.345124818e-11, 1.146354448e-08 MLMG: Timers: Solve = 0.031611825 Iter = 0.030811753 Bottom = 0.025003227 Time in solve 0.03354276 Max/L2 norm of divergence after solve at level 1 : 7.561444263e-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 = 0.1031122 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: 0.2666903378 (terrain aware) 0.2666903378 (terrain unaware) Anelastic dt at level 1 would be: 3.241515342 (terrain aware) 3.241515342 (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 : 0.0008769130063 0.002794037812 and volume-weighted sum 44051.22038 Subtracting 7.4815252e-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 = 0.0008694314811 MLMG: Initial residual (resid0) = 0.0008694314811 MLMG: Final Iter. 6 resid, resid/bnorm = 9.008456897e-11, 1.036131897e-07 MLMG: Timers: Solve = 0.031005767 Iter = 0.030207483 Bottom = 0.024378053 Time in solve 0.033017076 Max/L2 norm of divergence after solve at level 1 : 7.481615285e-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 : 0.001211165301 0.004294056294 and volume-weighted sum 44051.22038 Subtracting 7.4815252e-06 from rhs in subdomain 0 Sum after subtraction -5.610746243e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001218646826 MLMG: Initial residual (resid0) = 0.001218646826 MLMG: Final Iter. 6 resid, resid/bnorm = 1.34052843e-11, 1.100013885e-08 MLMG: Timers: Solve = 0.032193264 Iter = 0.031242395 Bottom = 0.025361992 Time in solve 0.034629029 Max/L2 norm of divergence after solve at level 1 : 7.481538329e-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 = 0.104778107 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: 0.2666764233 (terrain aware) 0.2666764233 (terrain unaware) Anelastic dt at level 1 would be: 3.243306833 (terrain aware) 3.243306833 (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 : 0.0008674599107 0.002767685234 and volume-weighted sum 38883.23266 Subtracting 6.603809895e-06 from rhs in subdomain 0 Sum after subtraction 4.119968255e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008608561008 MLMG: Initial residual (resid0) = 0.0008608561008 MLMG: Final Iter. 7 resid, resid/bnorm = 1.792542901e-11, 2.082279372e-08 MLMG: Timers: Solve = 0.035904177 Iter = 0.034944441 Bottom = 0.028113881 Time in solve 0.038311147 Max/L2 norm of divergence after solve at level 1 : 6.603827468e-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 : 0.001233685524 0.004268661088 and volume-weighted sum 38883.23266 Subtracting 6.603809895e-06 from rhs in subdomain 0 Sum after subtraction -3.95733793e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001240289334 MLMG: Initial residual (resid0) = 0.001240289334 MLMG: Final Iter. 6 resid, resid/bnorm = 1.321867304e-11, 1.065773338e-08 MLMG: Timers: Solve = 0.031577393 Iter = 0.03063452 Bottom = 0.024788982 Time in solve 0.033989121 Max/L2 norm of divergence after solve at level 1 : 6.603822842e-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 = 0.11084152 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: 0.2666685847 (terrain aware) 0.2666685847 (terrain unaware) Anelastic dt at level 1 would be: 3.244607029 (terrain aware) 3.244607029 (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 : 0.0009429732291 0.002720843158 and volume-weighted sum 29911.1141 Subtracting 5.080012585e-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 = 0.0009378932165 MLMG: Initial residual (resid0) = 0.0009378932165 MLMG: Final Iter. 7 resid, resid/bnorm = 1.885412614e-11, 2.010263621e-08 MLMG: Timers: Solve = 0.035622283 Iter = 0.034826776 Bottom = 0.028115626 Time in solve 0.037633555 Max/L2 norm of divergence after solve at level 1 : 5.080031069e-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 : 0.001166415167 0.004243448716 and volume-weighted sum 29911.1141 Subtracting 5.080012585e-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 = 0.00117149518 MLMG: Initial residual (resid0) = 0.00117149518 MLMG: Final Iter. 6 resid, resid/bnorm = 1.354077277e-11, 1.155853903e-08 MLMG: Timers: Solve = 0.031770565 Iter = 0.030813088 Bottom = 0.024949962 Time in solve 0.034187385 Max/L2 norm of divergence after solve at level 1 : 5.08002585e-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 = 0.109798584 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: 0.2666663476 (terrain aware) 0.2666663476 (terrain unaware) Anelastic dt at level 1 would be: 3.243790387 (terrain aware) 3.243790387 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (143,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(2) m_ref->m_hash_sig(0) ((0,0,0) (31,0,15) (0,0,0)) ((32,0,0) (143,0,47) (0,0,0)) ) [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 : 0.008409817246 0.07415104515 and volume-weighted sum 20442.66018 Subtracting 2.95756079e-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 = 0.008412774807 MLMG: Initial residual (resid0) = 0.008412774807 MLMG: Final Iter. 7 resid, resid/bnorm = 1.932601464e-11, 2.297222389e-09 MLMG: Timers: Solve = 0.019749421 Iter = 0.01916178 Bottom = 0.013485747 Time in solve 0.021223569 Max/L2 norm of divergence after solve at level 1 : 2.95757563e-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 : 0.001200206492 0.0042264386 and volume-weighted sum 20442.66018 Subtracting 2.95756079e-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 = 0.001203164053 MLMG: Initial residual (resid0) = 0.001203164053 MLMG: Final Iter. 5 resid, resid/bnorm = 9.000354407e-11, 7.480571234e-08 MLMG: Timers: Solve = 0.013940401 Iter = 0.013356996 Bottom = 0.009329591 Time in solve 0.015426837 Max/L2 norm of divergence after solve at level 1 : 2.957588687e-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 = 0.065152952 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: 0.2666443053 (terrain aware) 0.2666443053 (terrain unaware) Anelastic dt at level 1 would be: 3.244149932 (terrain aware) 3.244149932 (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 : 0.0008449442522 0.003005646358 and volume-weighted sum 9740.006411 Subtracting 1.409144446e-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 = 0.0008435351078 MLMG: Initial residual (resid0) = 0.0008435351078 MLMG: Final Iter. 6 resid, resid/bnorm = 1.246362848e-11, 1.477547095e-08 MLMG: Timers: Solve = 0.016435459 Iter = 0.015838542 Bottom = 0.011035806 Time in solve 0.017863552 Max/L2 norm of divergence after solve at level 1 : 1.40915691e-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 : 0.001228813568 0.004192714927 and volume-weighted sum 9740.006411 Subtracting 1.409144446e-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 = 0.001230222712 MLMG: Initial residual (resid0) = 0.001230222712 MLMG: Final Iter. 5 resid, resid/bnorm = 8.829969055e-11, 7.177537017e-08 MLMG: Timers: Solve = 0.014416876 Iter = 0.013839126 Bottom = 0.009761958 Time in solve 0.015875546 Max/L2 norm of divergence after solve at level 1 : 1.409172023e-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 = 0.056887056 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: 0.2666261054 (terrain aware) 0.2666261054 (terrain unaware) Anelastic dt at level 1 would be: 3.246258703 (terrain aware) 3.246258703 (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 : 0.0009286485837 0.002653523148 and volume-weighted sum -2649.443925 Subtracting -3.833107531e-07 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 = 0.0009290318944 MLMG: Initial residual (resid0) = 0.0009290318944 MLMG: Final Iter. 5 resid, resid/bnorm = 7.237918375e-11, 7.790817967e-08 MLMG: Timers: Solve = 0.013929423 Iter = 0.013347793 Bottom = 0.009313002 Time in solve 0.01539096 Max/L2 norm of divergence after solve at level 1 : 3.833831323e-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 : 0.001168679447 0.004177383011 and volume-weighted sum -2649.443925 Subtracting -3.833107531e-07 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 = 0.001168296136 MLMG: Initial residual (resid0) = 0.001168296136 MLMG: Final Iter. 5 resid, resid/bnorm = 8.75285352e-11, 7.491981915e-08 MLMG: Timers: Solve = 0.014106647 Iter = 0.013522783 Bottom = 0.00948141 Time in solve 0.015556205 Max/L2 norm of divergence after solve at level 1 : 3.833982816e-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 = 0.053775024 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: 0.2666123081 (terrain aware) 0.2666123081 (terrain unaware) Anelastic dt at level 1 would be: 3.249453685 (terrain aware) 3.249453685 (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 : 0.0008694795953 0.002656299263 and volume-weighted sum -16386.29653 Subtracting -2.370702622e-06 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 = 0.0008718502979 MLMG: Initial residual (resid0) = 0.0008718502979 MLMG: Final Iter. 5 resid, resid/bnorm = 7.722059076e-11, 8.857092891e-08 MLMG: Timers: Solve = 0.013912237 Iter = 0.013345212 Bottom = 0.009310126 Time in solve 0.015368932 Max/L2 norm of divergence after solve at level 1 : 2.370779843e-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 : 0.001187889068 0.004167439378 and volume-weighted sum -16386.29653 Subtracting -2.370702622e-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 = 0.001185518365 MLMG: Initial residual (resid0) = 0.001185518365 MLMG: Final Iter. 5 resid, resid/bnorm = 8.729168616e-11, 7.363166081e-08 MLMG: Timers: Solve = 0.014077885 Iter = 0.013494584 Bottom = 0.009458203 Time in solve 0.015599639 Max/L2 norm of divergence after solve at level 1 : 2.370789914e-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 = 0.05350593 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: 0.2666027177 (terrain aware) 0.2666027177 (terrain unaware) Anelastic dt at level 1 would be: 3.24887096 (terrain aware) 3.24887096 (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 : 0.0008191204873 0.002660067986 and volume-weighted sum -30566.48795 Subtracting -4.422234947e-06 from rhs in subdomain 0 Sum after subtraction -1.626303259e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008235427223 MLMG: Initial residual (resid0) = 0.0008235427223 MLMG: Final Iter. 5 resid, resid/bnorm = 7.697556367e-11, 9.34688166e-08 MLMG: Timers: Solve = 0.013835769 Iter = 0.013247159 Bottom = 0.00923061 Time in solve 0.015263574 Max/L2 norm of divergence after solve at level 1 : 4.422311923e-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 : 0.001224038729 0.004163995891 and volume-weighted sum -30566.48795 Subtracting -4.422234947e-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 = 0.001219616494 MLMG: Initial residual (resid0) = 0.001219616494 MLMG: Final Iter. 5 resid, resid/bnorm = 8.699831488e-11, 7.13325175e-08 MLMG: Timers: Solve = 0.014096495 Iter = 0.013513973 Bottom = 0.009490363 Time in solve 0.015562003 Max/L2 norm of divergence after solve at level 1 : 4.422321945e-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 = 0.053518247 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: 0.2665920842 (terrain aware) 0.2665920842 (terrain unaware) Anelastic dt at level 1 would be: 3.249010143 (terrain aware) 3.249010143 (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 : 0.0009109946185 0.002672191127 and volume-weighted sum -43439.3966 Subtracting -6.284634925e-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 = 0.0009172792534 MLMG: Initial residual (resid0) = 0.0009172792534 MLMG: Final Iter. 5 resid, resid/bnorm = 7.435599156e-11, 8.10614557e-08 MLMG: Timers: Solve = 0.013719607 Iter = 0.01313963 Bottom = 0.009126257 Time in solve 0.015269708 Max/L2 norm of divergence after solve at level 1 : 6.284709281e-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 : 0.001171597708 0.004167853286 and volume-weighted sum -43439.3966 Subtracting -6.284634925e-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 = 0.001165313073 MLMG: Initial residual (resid0) = 0.001165313073 MLMG: Final Iter. 5 resid, resid/bnorm = 8.664905377e-11, 7.435688812e-08 MLMG: Timers: Solve = 0.014058265 Iter = 0.013479488 Bottom = 0.009440011 Time in solve 0.01553442 Max/L2 norm of divergence after solve at level 1 : 6.284721574e-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 = 0.053645642 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: 0.2665616654 (terrain aware) 0.2665616654 (terrain unaware) Anelastic dt at level 1 would be: 3.250341101 (terrain aware) 3.250341101 (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 : 0.0008640928304 0.002695510593 and volume-weighted sum -52612.27957 Subtracting -7.611730262e-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 = 0.0008717045607 MLMG: Initial residual (resid0) = 0.0008717045607 MLMG: Final Iter. 5 resid, resid/bnorm = 8.722927941e-11, 1.000674808e-07 MLMG: Timers: Solve = 0.013827639 Iter = 0.013255943 Bottom = 0.009241437 Time in solve 0.015275712 Max/L2 norm of divergence after solve at level 1 : 7.611802341e-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 : 0.0011733951 0.004172205833 and volume-weighted sum -52612.27957 Subtracting -7.611730262e-06 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 = 0.00116578337 MLMG: Initial residual (resid0) = 0.00116578337 MLMG: Final Iter. 5 resid, resid/bnorm = 8.619930702e-11, 7.394110196e-08 MLMG: Timers: Solve = 0.014070628 Iter = 0.013494154 Bottom = 0.009449743 Time in solve 0.015608548 Max/L2 norm of divergence after solve at level 1 : 7.611816462e-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 = 0.053167796 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: 0.2665366595 (terrain aware) 0.2665366595 (terrain unaware) Anelastic dt at level 1 would be: 3.252917283 (terrain aware) 3.252917283 (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 : 0.0007912906404 0.002719203905 and volume-weighted sum -55772.52816 Subtracting -8.068942152e-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 = 0.0007993595825 MLMG: Initial residual (resid0) = 0.0007993595825 MLMG: Final Iter. 6 resid, resid/bnorm = 7.70542775e-12, 9.639501319e-09 MLMG: Timers: Solve = 0.016453154 Iter = 0.015853217 Bottom = 0.011054002 Time in solve 0.017907015 Max/L2 norm of divergence after solve at level 1 : 8.068949858e-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 : 0.001215589813 0.004164340351 and volume-weighted sum -55772.52816 Subtracting -8.068942152e-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 = 0.001207520871 MLMG: Initial residual (resid0) = 0.001207520871 MLMG: Final Iter. 5 resid, resid/bnorm = 8.555224007e-11, 7.08494918e-08 MLMG: Timers: Solve = 0.014147043 Iter = 0.013567926 Bottom = 0.009501433 Time in solve 0.015579214 Max/L2 norm of divergence after solve at level 1 : 8.069027704e-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 = 0.056463766 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: 0.2665177812 (terrain aware) 0.2665177812 (terrain unaware) Anelastic dt at level 1 would be: 3.253655546 (terrain aware) 3.253655546 (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 : 0.0008957168307 0.002719927229 and volume-weighted sum -51600.83969 Subtracting -7.465399261e-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 = 0.0009031822299 MLMG: Initial residual (resid0) = 0.0009031822299 MLMG: Final Iter. 6 resid, resid/bnorm = 8.898551433e-12, 9.852442993e-09 MLMG: Timers: Solve = 0.016644551 Iter = 0.016061862 Bottom = 0.011165318 Time in solve 0.018084708 Max/L2 norm of divergence after solve at level 1 : 7.46540816e-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 : 0.00116972869 0.004143731625 and volume-weighted sum -51600.83969 Subtracting -7.465399261e-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 = 0.001162263291 MLMG: Initial residual (resid0) = 0.001162263291 MLMG: Final Iter. 5 resid, resid/bnorm = 8.453611063e-11, 7.27340451e-08 MLMG: Timers: Solve = 0.014122469 Iter = 0.013542673 Bottom = 0.009490968 Time in solve 0.015551137 Max/L2 norm of divergence after solve at level 1 : 7.465483798e-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 = 0.056095689 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: 0.2665055993 (terrain aware) 0.2665055993 (terrain unaware) Anelastic dt at level 1 would be: 3.253625061 (terrain aware) 3.253625061 (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 : 0.0008653294109 0.002677226293 and volume-weighted sum -40391.39498 Subtracting -5.843662467e-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 = 0.0008711730733 MLMG: Initial residual (resid0) = 0.0008711730733 MLMG: Final Iter. 6 resid, resid/bnorm = 8.442635224e-12, 9.69111131e-09 MLMG: Timers: Solve = 0.0159572 Iter = 0.01537259 Bottom = 0.010551449 Time in solve 0.017421747 Max/L2 norm of divergence after solve at level 1 : 5.84367091e-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 : 0.001150922131 0.004114460004 and volume-weighted sum -40391.39498 Subtracting -5.843662467e-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 = 0.001145078469 MLMG: Initial residual (resid0) = 0.001145078469 MLMG: Final Iter. 5 resid, resid/bnorm = 8.301167429e-11, 7.249431068e-08 MLMG: Timers: Solve = 0.014175745 Iter = 0.013594527 Bottom = 0.009537481 Time in solve 0.015690733 Max/L2 norm of divergence after solve at level 1 : 5.843745479e-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 = 0.055896663 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: 0.2664824361 (terrain aware) 0.2664824361 (terrain unaware) Anelastic dt at level 1 would be: 3.25498897 (terrain aware) 3.25498897 (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(1) m_ref->m_hash_sig(0) ((0,0,0) (143,0,47) (0,0,0)) ) [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 : 0.008248770675 0.08018732549 and volume-weighted sum -24621.11658 Subtracting -4.371647119e-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 = 0.008244399028 MLMG: Initial residual (resid0) = 0.008244399028 MLMG: Final Iter. 9 resid, resid/bnorm = 2.529945079e-11, 3.068683443e-09 MLMG: Timers: Solve = 0.050480769 Iter = 0.049445348 Bottom = 0.039808885 Time in solve 0.054172305 Max/L2 norm of divergence after solve at level 1 : 4.37167227e-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 : 0.01258717048 0.02619295359 and volume-weighted sum -24621.11658 Subtracting -4.371647119e-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 = 0.01259154213 MLMG: Initial residual (resid0) = 0.01259154213 MLMG: Final Iter. 8 resid, resid/bnorm = 2.542761401e-11, 2.019420159e-09 MLMG: Timers: Solve = 0.045070485 Iter = 0.044049109 Bottom = 0.035490321 Time in solve 0.048613517 Max/L2 norm of divergence after solve at level 1 : 4.371672547e-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 = 0.164332881 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: 0.2664737892 (terrain aware) 0.2664737892 (terrain unaware) Anelastic dt at level 1 would be: 3.260761119 (terrain aware) 3.260761119 (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 : 0.008671864137 0.03428590229 and volume-weighted sum -7841.411945 Subtracting -1.392296155e-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 = 0.008673256433 MLMG: Initial residual (resid0) = 0.008673256433 MLMG: Final Iter. 9 resid, resid/bnorm = 2.099724561e-11, 2.420918345e-09 MLMG: Timers: Solve = 0.050421507 Iter = 0.049387033 Bottom = 0.039794479 Time in solve 0.053979228 Max/L2 norm of divergence after solve at level 1 : 1.392317152e-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 : 0.004192421274 0.007283149076 and volume-weighted sum -7841.411945 Subtracting -1.392296155e-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 = 0.004191028978 MLMG: Initial residual (resid0) = 0.004191028978 MLMG: Final Iter. 7 resid, resid/bnorm = 2.782841183e-11, 6.639995089e-09 MLMG: Timers: Solve = 0.038824975 Iter = 0.037802115 Bottom = 0.030322371 Time in solve 0.042465698 Max/L2 norm of divergence after solve at level 1 : 1.392323983e-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 = 0.148826141 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: 0.2664581078 (terrain aware) 0.2664581078 (terrain unaware) Anelastic dt at level 1 would be: 3.263782117 (terrain aware) 3.263782117 (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 : 0.002599284651 0.004891981525 and volume-weighted sum 10229.18709 Subtracting 1.816261912e-06 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 = 0.002597468389 MLMG: Initial residual (resid0) = 0.002597468389 MLMG: Final Iter. 7 resid, resid/bnorm = 1.472753321e-11, 5.669956668e-09 MLMG: Timers: Solve = 0.038974904 Iter = 0.037945378 Bottom = 0.030460107 Time in solve 0.041953756 Max/L2 norm of divergence after solve at level 1 : 1.816276639e-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 : 0.00169668046 0.00500904725 and volume-weighted sum 10229.18709 Subtracting 1.816261912e-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 = 0.001698496722 MLMG: Initial residual (resid0) = 0.001698496722 MLMG: Final Iter. 7 resid, resid/bnorm = 1.497576878e-11, 8.817072526e-09 MLMG: Timers: Solve = 0.039210673 Iter = 0.038162674 Bottom = 0.030543494 Time in solve 0.042907126 Max/L2 norm of divergence after solve at level 1 : 1.816276832e-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 = 0.137806668 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: 0.26645183 (terrain aware) 0.26645183 (terrain unaware) Anelastic dt at level 1 would be: 3.265031027 (terrain aware) 3.265031027 (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 : 0.001141277053 0.003569685147 and volume-weighted sum 27460.79767 Subtracting 4.875851859e-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 = 0.001136401201 MLMG: Initial residual (resid0) = 0.001136401201 MLMG: Final Iter. 7 resid, resid/bnorm = 1.610841052e-11, 1.417493268e-08 MLMG: Timers: Solve = 0.038921822 Iter = 0.037895052 Bottom = 0.030386003 Time in solve 0.042559831 Max/L2 norm of divergence after solve at level 1 : 4.875867967e-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 : 0.00117985572 0.004453757956 and volume-weighted sum 27460.79767 Subtracting 4.875851859e-06 from rhs in subdomain 0 Sum after subtraction -6.776263578e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001184731572 MLMG: Initial residual (resid0) = 0.001184731572 MLMG: Final Iter. 6 resid, resid/bnorm = 8.356576943e-11, 7.05356145e-08 MLMG: Timers: Solve = 0.034257202 Iter = 0.033142213 Bottom = 0.026600485 Time in solve 0.037953223 Max/L2 norm of divergence after solve at level 1 : 4.875935424e-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 = 0.132758831 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: 0.2664532817 (terrain aware) 0.2664532817 (terrain unaware) Anelastic dt at level 1 would be: 3.26798091 (terrain aware) 3.26798091 (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 : 0.0008806329406 0.003159728328 and volume-weighted sum 41877.97879 Subtracting 7.435720667e-06 from rhs in subdomain 0 Sum after subtraction 1.653408313e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008731972199 MLMG: Initial residual (resid0) = 0.0008731972199 MLMG: Final Iter. 7 resid, resid/bnorm = 1.721087789e-11, 1.971018402e-08 MLMG: Timers: Solve = 0.038502155 Iter = 0.037474869 Bottom = 0.029987167 Time in solve 0.042181634 Max/L2 norm of divergence after solve at level 1 : 7.435737878e-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 : 0.001153052066 0.004297307879 and volume-weighted sum 41877.97879 Subtracting 7.435720667e-06 from rhs in subdomain 0 Sum after subtraction 8.077306185e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001160487787 MLMG: Initial residual (resid0) = 0.001160487787 MLMG: Final Iter. 6 resid, resid/bnorm = 6.581683618e-11, 5.671480298e-08 MLMG: Timers: Solve = 0.032625639 Iter = 0.031581012 Bottom = 0.025099331 Time in solve 0.036141306 Max/L2 norm of divergence after solve at level 1 : 7.435785795e-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 = 0.130805162 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: 0.2664356857 (terrain aware) 0.2664356857 (terrain unaware) Anelastic dt at level 1 would be: 3.272606521 (terrain aware) 3.272606521 (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 : 0.0008821132359 0.003009373438 and volume-weighted sum 51827.07636 Subtracting 9.202250775e-06 from rhs in subdomain 0 Sum after subtraction 8.321251674e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0008729109852 MLMG: Initial residual (resid0) = 0.0008729109852 MLMG: Final Iter. 7 resid, resid/bnorm = 1.460035052e-11, 1.672604741e-08 MLMG: Timers: Solve = 0.038401918 Iter = 0.037378617 Bottom = 0.029871939 Time in solve 0.041416713 Max/L2 norm of divergence after solve at level 1 : 9.202265375e-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 : 0.00109331983 0.004238226149 and volume-weighted sum 51827.07636 Subtracting 9.202250775e-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 = 0.001102522081 MLMG: Initial residual (resid0) = 0.001102522081 MLMG: Final Iter. 6 resid, resid/bnorm = 7.175402582e-11, 6.508171317e-08 MLMG: Timers: Solve = 0.033321915 Iter = 0.032292611 Bottom = 0.025861214 Time in solve 0.036802098 Max/L2 norm of divergence after solve at level 1 : 9.202321644e-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 = 0.130250664 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: 0.2664273712 (terrain aware) 0.2664273712 (terrain unaware) Anelastic dt at level 1 would be: 3.278113951 (terrain aware) 3.278113951 (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 : 0.0007562183585 0.002911474068 and volume-weighted sum 56161.36498 Subtracting 9.971833271e-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 = 0.0007462465252 MLMG: Initial residual (resid0) = 0.0007462465252 MLMG: Final Iter. 6 resid, resid/bnorm = 6.164733739e-11, 8.2609882e-08 MLMG: Timers: Solve = 0.039525608 Iter = 0.038364133 Bottom = 0.030758316 Time in solve 0.043703464 Max/L2 norm of divergence after solve at level 1 : 9.971894131e-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 : 0.001161555667 0.004176678579 and volume-weighted sum 56161.36498 Subtracting 9.971833271e-06 from rhs in subdomain 0 Sum after subtraction 2.249719508e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001171527501 MLMG: Initial residual (resid0) = 0.001171527501 MLMG: Final Iter. 6 resid, resid/bnorm = 6.362238794e-11, 5.430720824e-08 MLMG: Timers: Solve = 0.040266863 Iter = 0.038733774 Bottom = 0.030921939 Time in solve 0.044752631 Max/L2 norm of divergence after solve at level 1 : 9.971896129e-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 = 0.14483973 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: 0.2664274321 (terrain aware) 0.2664274321 (terrain unaware) Anelastic dt at level 1 would be: 3.280582077 (terrain aware) 3.280582077 (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 : 0.0008652159069 0.00281062036 and volume-weighted sum 54430.81604 Subtracting 9.664562506e-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 = 0.0008555513444 MLMG: Initial residual (resid0) = 0.0008555513444 MLMG: Final Iter. 6 resid, resid/bnorm = 3.729413126e-11, 4.359075759e-08 MLMG: Timers: Solve = 0.033840546 Iter = 0.032506738 Bottom = 0.025825528 Time in solve 0.038064354 Max/L2 norm of divergence after solve at level 1 : 9.664599636e-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 : 0.001147858436 0.00411292207 and volume-weighted sum 54430.81604 Subtracting 9.664562506e-06 from rhs in subdomain 0 Sum after subtraction -5.746271514e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001157522999 MLMG: Initial residual (resid0) = 0.001157522999 MLMG: Final Iter. 6 resid, resid/bnorm = 4.415051067e-11, 3.814223192e-08 MLMG: Timers: Solve = 0.032929491 Iter = 0.031898962 Bottom = 0.025413148 Time in solve 0.036664658 Max/L2 norm of divergence after solve at level 1 : 9.664606657e-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 = 0.130149672 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: 0.2664346595 (terrain aware) 0.2664346595 (terrain unaware) Anelastic dt at level 1 would be: 3.283415108 (terrain aware) 3.283415108 (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 : 0.0008805278637 0.00274700129 and volume-weighted sum 47034.22911 Subtracting 8.351248067e-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 = 0.0008721766157 MLMG: Initial residual (resid0) = 0.0008721766157 MLMG: Final Iter. 6 resid, resid/bnorm = 9.296384552e-11, 1.065883261e-07 MLMG: Timers: Solve = 0.033016486 Iter = 0.031984808 Bottom = 0.025527004 Time in solve 0.03672794 Max/L2 norm of divergence after solve at level 1 : 8.351341031e-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 : 0.001067803713 0.004085986727 and volume-weighted sum 47034.22911 Subtracting 8.351248067e-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 = 0.001076154961 MLMG: Initial residual (resid0) = 0.001076154961 MLMG: Final Iter. 6 resid, resid/bnorm = 4.254696319e-11, 3.953609352e-08 MLMG: Timers: Solve = 0.032977389 Iter = 0.031953626 Bottom = 0.025528681 Time in solve 0.036384201 Max/L2 norm of divergence after solve at level 1 : 8.351290614e-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 = 0.125028302 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: 0.2664316623 (terrain aware) 0.2664316623 (terrain unaware) Anelastic dt at level 1 would be: 3.281922035 (terrain aware) 3.281922035 (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 : 0.0007686148289 0.002760104877 and volume-weighted sum 35122.04025 Subtracting 6.236157714e-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 = 0.0007623786712 MLMG: Initial residual (resid0) = 0.0007623786712 MLMG: Final Iter. 7 resid, resid/bnorm = 1.14502702e-11, 1.501913765e-08 MLMG: Timers: Solve = 0.03839347 Iter = 0.03736834 Bottom = 0.029846319 Time in solve 0.041985949 Max/L2 norm of divergence after solve at level 1 : 6.236168899e-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 : 0.001147596595 0.004104894607 and volume-weighted sum 35122.04025 Subtracting 6.236157714e-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 = 0.001153832753 MLMG: Initial residual (resid0) = 0.001153832753 MLMG: Final Iter. 6 resid, resid/bnorm = 4.311935682e-11, 3.737054327e-08 MLMG: Timers: Solve = 0.032923573 Iter = 0.031867922 Bottom = 0.025450868 Time in solve 0.036653569 Max/L2 norm of divergence after solve at level 1 : 6.236200764e-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 = 0.130630312 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: 0.2664190839 (terrain aware) 0.2664190839 (terrain unaware) Anelastic dt at level 1 would be: 3.281565558 (terrain aware) 3.281565558 (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)) ) [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 : 0.008176839429 0.07531491872 and volume-weighted sum 15960.94365 Subtracting 2.833974369e-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 = 0.008179673403 MLMG: Initial residual (resid0) = 0.008179673403 MLMG: Final Iter. 8 resid, resid/bnorm = 5.767802251e-11, 7.051384532e-09 MLMG: Timers: Solve = 0.046093948 Iter = 0.045066358 Bottom = 0.03649871 Time in solve 0.049575623 Max/L2 norm of divergence after solve at level 1 : 2.834030772e-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 : 0.001592737136 0.005329902714 and volume-weighted sum 15960.94365 Subtracting 2.833974369e-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 = 0.00159557111 MLMG: Initial residual (resid0) = 0.00159557111 MLMG: Final Iter. 7 resid, resid/bnorm = 1.200667573e-11, 7.525001963e-09 MLMG: Timers: Solve = 0.041814765 Iter = 0.040795536 Bottom = 0.033277982 Time in solve 0.045373881 Max/L2 norm of divergence after solve at level 1 : 2.833986376e-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 = 0.160336593 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: 0.2664012153 (terrain aware) 0.2664012153 (terrain unaware) Anelastic dt at level 1 would be: 3.280767246 (terrain aware) 3.280767246 (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 : 0.004015550225 0.01504547936 and volume-weighted sum -8229.097398 Subtracting -1.461132351e-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 = 0.004017011357 MLMG: Initial residual (resid0) = 0.004017011357 MLMG: Final Iter. 9 resid, resid/bnorm = 1.41289955e-11, 3.517290404e-09 MLMG: Timers: Solve = 0.052998383 Iter = 0.05197896 Bottom = 0.042362092 Time in solve 0.056510712 Max/L2 norm of divergence after solve at level 1 : 1.46114648e-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 : 0.001070993526 0.004145559777 and volume-weighted sum -8229.097398 Subtracting -1.461132351e-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 = 0.001069532394 MLMG: Initial residual (resid0) = 0.001069532394 MLMG: Final Iter. 6 resid, resid/bnorm = 5.756469464e-11, 5.38223012e-08 MLMG: Timers: Solve = 0.036196123 Iter = 0.035085203 Bottom = 0.028589715 Time in solve 0.039906866 Max/L2 norm of divergence after solve at level 1 : 1.461189915e-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 = 0.151108514 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: 0.2663975805 (terrain aware) 0.2663975805 (terrain unaware) Anelastic dt at level 1 would be: 3.282544653 (terrain aware) 3.282544653 (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 : 0.0007751319274 0.002842938206 and volume-weighted sum -31883.62707 Subtracting -5.661155375e-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 = 0.0007807930827 MLMG: Initial residual (resid0) = 0.0007807930827 MLMG: Final Iter. 7 resid, resid/bnorm = 2.965278436e-11, 3.797777544e-08 MLMG: Timers: Solve = 0.042166846 Iter = 0.041111028 Bottom = 0.03359436 Time in solve 0.045810482 Max/L2 norm of divergence after solve at level 1 : 5.66118427e-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 : 0.001136808822 0.004055408932 and volume-weighted sum -31883.62707 Subtracting -5.661155375e-06 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 = 0.001131147667 MLMG: Initial residual (resid0) = 0.001131147667 MLMG: Final Iter. 6 resid, resid/bnorm = 6.702073814e-11, 5.925021117e-08 MLMG: Timers: Solve = 0.034804164 Iter = 0.033782233 Bottom = 0.027277899 Time in solve 0.038254775 Max/L2 norm of divergence after solve at level 1 : 5.661222396e-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 = 0.138196248 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: 0.2663978212 (terrain aware) 0.2663978212 (terrain unaware) Anelastic dt at level 1 would be: 3.282059151 (terrain aware) 3.282059151 (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 : 0.0008031404961 0.002774711085 and volume-weighted sum -52756.77439 Subtracting -9.367324998e-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 = 0.0008125078211 MLMG: Initial residual (resid0) = 0.0008125078211 MLMG: Final Iter. 7 resid, resid/bnorm = 4.184496364e-11, 5.150099797e-08 MLMG: Timers: Solve = 0.04047188 Iter = 0.039451915 Bottom = 0.031863588 Time in solve 0.044142251 Max/L2 norm of divergence after solve at level 1 : 9.367365766e-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 : 0.001149117586 0.004034231891 and volume-weighted sum -52756.77439 Subtracting -9.367324998e-06 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 = 0.001139750261 MLMG: Initial residual (resid0) = 0.001139750261 MLMG: Final Iter. 6 resid, resid/bnorm = 7.699168385e-11, 6.755136319e-08 MLMG: Timers: Solve = 0.036189365 Iter = 0.035171196 Bottom = 0.028695759 Time in solve 0.039837007 Max/L2 norm of divergence after solve at level 1 : 9.367401989e-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 = 0.137290445 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: 0.2663717427 (terrain aware) 0.2663717427 (terrain unaware) Anelastic dt at level 1 would be: 3.280689345 (terrain aware) 3.280689345 (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 : 0.0008533316316 0.002789478549 and volume-weighted sum -68782.37093 Subtracting -1.221277893e-05 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 = 0.0008655444105 MLMG: Initial residual (resid0) = 0.0008655444105 MLMG: Final Iter. 7 resid, resid/bnorm = 4.774030265e-11, 5.515638721e-08 MLMG: Timers: Solve = 0.041632346 Iter = 0.040609039 Bottom = 0.03313498 Time in solve 0.04499209 Max/L2 norm of divergence after solve at level 1 : 1.221282542e-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 : 0.001083953424 0.00405548208 and volume-weighted sum -68782.37093 Subtracting -1.221277893e-05 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 = 0.001071740645 MLMG: Initial residual (resid0) = 0.001071740645 MLMG: Final Iter. 6 resid, resid/bnorm = 8.686787132e-11, 8.105307165e-08 MLMG: Timers: Solve = 0.036119321 Iter = 0.035104797 Bottom = 0.028650864 Time in solve 0.039073788 Max/L2 norm of divergence after solve at level 1 : 1.22128658e-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 = 0.137381308 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: 0.2663480465 (terrain aware) 0.2663480465 (terrain unaware) Anelastic dt at level 1 would be: 3.280202277 (terrain aware) 3.280202277 (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 : 0.0007800836825 0.002830761405 and volume-weighted sum -78197.62716 Subtracting -1.388452187e-05 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 = 0.0007939682043 MLMG: Initial residual (resid0) = 0.0007939682043 MLMG: Final Iter. 7 resid, resid/bnorm = 4.487882465e-11, 5.65247127e-08 MLMG: Timers: Solve = 0.041149325 Iter = 0.040124682 Bottom = 0.032662751 Time in solve 0.044738866 Max/L2 norm of divergence after solve at level 1 : 1.388456553e-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 : 0.001121878024 0.004094894657 and volume-weighted sum -78197.62716 Subtracting -1.388452187e-05 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 = 0.001107993502 MLMG: Initial residual (resid0) = 0.001107993502 MLMG: Final Iter. 6 resid, resid/bnorm = 9.550356062e-11, 8.619505481e-08 MLMG: Timers: Solve = 0.036163896 Iter = 0.035134632 Bottom = 0.028647985 Time in solve 0.039879298 Max/L2 norm of divergence after solve at level 1 : 1.388461737e-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 = 0.138703653 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: 0.2663278082 (terrain aware) 0.2663278082 (terrain unaware) Anelastic dt at level 1 would be: 3.280538261 (terrain aware) 3.280538261 (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 : 0.000769564639 0.002858491035 and volume-weighted sum -79768.49108 Subtracting -1.416343947e-05 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 = 0.0007837280785 MLMG: Initial residual (resid0) = 0.0007837280785 MLMG: Final Iter. 7 resid, resid/bnorm = 3.444091554e-11, 4.394498103e-08 MLMG: Timers: Solve = 0.040842932 Iter = 0.039811633 Bottom = 0.032342685 Time in solve 0.044528829 Max/L2 norm of divergence after solve at level 1 : 1.416347294e-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 : 0.001145738917 0.004130366191 and volume-weighted sum -79768.49108 Subtracting -1.416343947e-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 = 0.001131575477 MLMG: Initial residual (resid0) = 0.001131575477 MLMG: Final Iter. 7 resid, resid/bnorm = 1.055798215e-11, 9.330338423e-09 MLMG: Timers: Solve = 0.041159769 Iter = 0.040134816 Bottom = 0.032650487 Time in solve 0.044313888 Max/L2 norm of divergence after solve at level 1 : 1.416344977e-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 = 0.143297065 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: 0.2663117249 (terrain aware) 0.2663117249 (terrain unaware) Anelastic dt at level 1 would be: 3.280568726 (terrain aware) 3.280568726 (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 : 0.0008446424442 0.00284668041 and volume-weighted sum -73029.65589 Subtracting -1.296691333e-05 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 = 0.0008576093576 MLMG: Initial residual (resid0) = 0.0008576093576 MLMG: Final Iter. 7 resid, resid/bnorm = 2.099587287e-11, 2.448186075e-08 MLMG: Timers: Solve = 0.040558923 Iter = 0.039522234 Bottom = 0.032053883 Time in solve 0.04415136 Max/L2 norm of divergence after solve at level 1 : 1.296693433e-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 : 0.001091388734 0.004133462421 and volume-weighted sum -73029.65589 Subtracting -1.296691333e-05 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 = 0.00107842182 MLMG: Initial residual (resid0) = 0.00107842182 MLMG: Final Iter. 7 resid, resid/bnorm = 1.096641051e-11, 1.016894345e-08 MLMG: Timers: Solve = 0.041269706 Iter = 0.04024592 Bottom = 0.032726156 Time in solve 0.044819462 Max/L2 norm of divergence after solve at level 1 : 1.296692403e-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 = 0.142990285 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: 0.2662887113 (terrain aware) 0.2662887113 (terrain unaware) Anelastic dt at level 1 would be: 3.277689701 (terrain aware) 3.277689701 (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 : 0.0007980557544 0.002776001914 and volume-weighted sum -58467.08145 Subtracting -1.038122895e-05 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 = 0.0008084369834 MLMG: Initial residual (resid0) = 0.0008084369834 MLMG: Final Iter. 7 resid, resid/bnorm = 1.513207165e-11, 1.871768853e-08 MLMG: Timers: Solve = 0.04101775 Iter = 0.039994667 Bottom = 0.032474194 Time in solve 0.044584706 Max/L2 norm of divergence after solve at level 1 : 1.038124408e-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 : 0.001098903351 0.00408342686 and volume-weighted sum -58467.08145 Subtracting -1.038122895e-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 = 0.001088522122 MLMG: Initial residual (resid0) = 0.001088522122 MLMG: Final Iter. 7 resid, resid/bnorm = 1.111028879e-11, 1.020676435e-08 MLMG: Timers: Solve = 0.041179037 Iter = 0.040151346 Bottom = 0.032683842 Time in solve 0.044813052 Max/L2 norm of divergence after solve at level 1 : 1.038123979e-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 = 0.143342293 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: 0.2662539895 (terrain aware) 0.2662539895 (terrain unaware) Anelastic dt at level 1 would be: 3.275978335 (terrain aware) 3.275978335 (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 : 0.0007479192058 0.002653581334 and volume-weighted sum -37529.57318 Subtracting -6.663631602e-06 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 = 0.0007545828374 MLMG: Initial residual (resid0) = 0.0007545828374 MLMG: Final Iter. 6 resid, resid/bnorm = 6.566287973e-11, 8.70187824e-08 MLMG: Timers: Solve = 0.036049327 Iter = 0.035039119 Bottom = 0.028511156 Time in solve 0.039256807 Max/L2 norm of divergence after solve at level 1 : 6.66369608e-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 : 0.001133394671 0.003990099537 and volume-weighted sum -37529.57318 Subtracting -6.663631602e-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 = 0.001126731039 MLMG: Initial residual (resid0) = 0.001126731039 MLMG: Final Iter. 7 resid, resid/bnorm = 1.101759147e-11, 9.778368655e-09 MLMG: Timers: Solve = 0.041024994 Iter = 0.040004199 Bottom = 0.03250879 Time in solve 0.044532656 Max/L2 norm of divergence after solve at level 1 : 6.663642351e-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 = 0.137602805 seconds. 3DPlotfile write time = 0.02394489 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: 0.2662279328 (terrain aware) 0.2662279328 (terrain unaware) Anelastic dt at level 1 would be: 3.275586167 (terrain aware) 3.275586167 (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 : 0.000846811572 0.002526396101 and volume-weighted sum -12457.3135 Subtracting -2.211880948e-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 = 0.000849023453 MLMG: Initial residual (resid0) = 0.000849023453 MLMG: Final Iter. 7 resid, resid/bnorm = 1.074684524e-11, 1.265788972e-08 MLMG: Timers: Solve = 0.04181862 Iter = 0.040784417 Bottom = 0.033284759 Time in solve 0.045412124 Max/L2 norm of divergence after solve at level 1 : 2.211891695e-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 : 0.001089824701 0.003896114372 and volume-weighted sum -12457.3135 Subtracting -2.211880948e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00108761282 MLMG: Initial residual (resid0) = 0.00108761282 MLMG: Final Iter. 7 resid, resid/bnorm = 1.076321589e-11, 9.89618336e-09 MLMG: Timers: Solve = 0.041940117 Iter = 0.040903522 Bottom = 0.033392975 Time in solve 0.045444119 Max/L2 norm of divergence after solve at level 1 : 2.211891455e-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 = 0.14554007 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: 0.266212093 (terrain aware) 0.266212093 (terrain unaware) Anelastic dt at level 1 would be: 3.276653514 (terrain aware) 3.276653514 (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 : 0.0008244315528 0.002464891354 and volume-weighted sum 14034.74073 Subtracting 2.491963909e-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 = 0.0008219395889 MLMG: Initial residual (resid0) = 0.0008219395889 MLMG: Final Iter. 7 resid, resid/bnorm = 1.670143071e-11, 2.031953556e-08 MLMG: Timers: Solve = 0.041024152 Iter = 0.039976779 Bottom = 0.032505793 Time in solve 0.044735655 Max/L2 norm of divergence after solve at level 1 : 2.491980123e-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 : 0.001067438514 0.003850991937 and volume-weighted sum 14034.74073 Subtracting 2.491963909e-06 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 = 0.001069930478 MLMG: Initial residual (resid0) = 0.001069930478 MLMG: Final Iter. 6 resid, resid/bnorm = 9.943883409e-11, 9.293952843e-08 MLMG: Timers: Solve = 0.036256376 Iter = 0.035236116 Bottom = 0.028754847 Time in solve 0.039871841 Max/L2 norm of divergence after solve at level 1 : 2.492060998e-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 = 0.138535843 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: 0.2662076057 (terrain aware) 0.2662076057 (terrain unaware) Anelastic dt at level 1 would be: 3.275334753 (terrain aware) 3.275334753 (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 : 0.0007306015974 0.002509243841 and volume-weighted sum 39130.98641 Subtracting 6.94797344e-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 = 0.000723653624 MLMG: Initial residual (resid0) = 0.000723653624 MLMG: Final Iter. 7 resid, resid/bnorm = 2.23978042e-11, 3.095100122e-08 MLMG: Timers: Solve = 0.04071098 Iter = 0.039529356 Bottom = 0.032047722 Time in solve 0.044454919 Max/L2 norm of divergence after solve at level 1 : 6.947995174e-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 : 0.001114016386 0.003879404646 and volume-weighted sum 39130.98641 Subtracting 6.94797344e-06 from rhs in subdomain 0 Sum after subtraction -4.445228907e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00112096436 MLMG: Initial residual (resid0) = 0.00112096436 MLMG: Final Iter. 6 resid, resid/bnorm = 9.355069965e-11, 8.345555222e-08 MLMG: Timers: Solve = 0.035932144 Iter = 0.034913313 Bottom = 0.028452634 Time in solve 0.039478844 Max/L2 norm of divergence after solve at level 1 : 6.948064766e-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 = 0.137963684 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: 0.2661881456 (terrain aware) 0.2661881456 (terrain unaware) Anelastic dt at level 1 would be: 3.274854461 (terrain aware) 3.274854461 (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 : 0.0008474235941 0.002634149261 and volume-weighted sum 60218.69776 Subtracting 1.069224037e-05 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 = 0.0008367313537 MLMG: Initial residual (resid0) = 0.0008367313537 MLMG: Final Iter. 7 resid, resid/bnorm = 2.744017861e-11, 3.279449071e-08 MLMG: Timers: Solve = 0.040390229 Iter = 0.039373428 Bottom = 0.031901294 Time in solve 0.043842065 Max/L2 norm of divergence after solve at level 1 : 1.0692267e-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 : 0.001083880929 0.003957752364 and volume-weighted sum 60218.69776 Subtracting 1.069224037e-05 from rhs in subdomain 0 Sum after subtraction 1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00109457317 MLMG: Initial residual (resid0) = 0.00109457317 MLMG: Final Iter. 6 resid, resid/bnorm = 8.78518599e-11, 8.026129485e-08 MLMG: Timers: Solve = 0.03614813 Iter = 0.034929363 Bottom = 0.028314924 Time in solve 0.039887691 Max/L2 norm of divergence after solve at level 1 : 1.06923261e-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 = 0.137428859 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: 0.2661767215 (terrain aware) 0.2661767215 (terrain unaware) Anelastic dt at level 1 would be: 3.276106929 (terrain aware) 3.276106929 (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 : 0.0008444278218 0.002766010707 and volume-weighted sum 75107.91277 Subtracting 1.333592201e-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 = 0.0008310918998 MLMG: Initial residual (resid0) = 0.0008310918998 MLMG: Final Iter. 7 resid, resid/bnorm = 3.032076557e-11, 3.648304788e-08 MLMG: Timers: Solve = 0.041284962 Iter = 0.040263265 Bottom = 0.032776462 Time in solve 0.044473352 Max/L2 norm of divergence after solve at level 1 : 1.333595146e-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 : 0.001033155811 0.004030916811 and volume-weighted sum 75107.91277 Subtracting 1.333592201e-05 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 = 0.001046491733 MLMG: Initial residual (resid0) = 0.001046491733 MLMG: Final Iter. 6 resid, resid/bnorm = 9.856125318e-11, 9.418254352e-08 MLMG: Timers: Solve = 0.036852591 Iter = 0.035820071 Bottom = 0.029279407 Time in solve 0.040132932 Max/L2 norm of divergence after solve at level 1 : 1.333601914e-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 = 0.138612622 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: 0.2661769721 (terrain aware) 0.2661769721 (terrain unaware) Anelastic dt at level 1 would be: 3.278996736 (terrain aware) 3.278996736 (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 : 0.0007239274591 0.002830971014 and volume-weighted sum 82209.64997 Subtracting 1.459688387e-05 from rhs in subdomain 0 Sum after subtraction -7.155734338e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007093305753 MLMG: Initial residual (resid0) = 0.0007093305753 MLMG: Final Iter. 7 resid, resid/bnorm = 2.899218193e-11, 4.087259586e-08 MLMG: Timers: Solve = 0.041364175 Iter = 0.040337839 Bottom = 0.032888456 Time in solve 0.045076384 Max/L2 norm of divergence after solve at level 1 : 1.459691205e-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 : 0.001094171527 0.00404568782 and volume-weighted sum 82209.64997 Subtracting 1.459688387e-05 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 = 0.00110876841 MLMG: Initial residual (resid0) = 0.00110876841 MLMG: Final Iter. 6 resid, resid/bnorm = 9.845479239e-11, 8.879653448e-08 MLMG: Timers: Solve = 0.036144987 Iter = 0.035111979 Bottom = 0.028681229 Time in solve 0.039676232 Max/L2 norm of divergence after solve at level 1 : 1.45969809e-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 = 0.138132476 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: 0.2661877636 (terrain aware) 0.2661877636 (terrain unaware) Anelastic dt at level 1 would be: 3.281696307 (terrain aware) 3.281696307 (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 : 0.0008318183156 0.002792368222 and volume-weighted sum 80702.35634 Subtracting 1.432925361e-05 from rhs in subdomain 0 Sum after subtraction 8.239936511e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000817489062 MLMG: Initial residual (resid0) = 0.000817489062 MLMG: Final Iter. 7 resid, resid/bnorm = 2.337949518e-11, 2.859915352e-08 MLMG: Timers: Solve = 0.040900948 Iter = 0.039881844 Bottom = 0.032405049 Time in solve 0.044537994 Max/L2 norm of divergence after solve at level 1 : 1.432927635e-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 : 0.0010804968 0.003988460098 and volume-weighted sum 80702.35634 Subtracting 1.432925361e-05 from rhs in subdomain 0 Sum after subtraction -6.722053469e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001094826053 MLMG: Initial residual (resid0) = 0.001094826053 MLMG: Final Iter. 6 resid, resid/bnorm = 7.777463761e-11, 7.103835115e-08 MLMG: Timers: Solve = 0.036237314 Iter = 0.035217277 Bottom = 0.028812305 Time in solve 0.039805619 Max/L2 norm of divergence after solve at level 1 : 1.432933029e-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 = 0.138036019 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: 0.266195981 (terrain aware) 0.266195981 (terrain unaware) Anelastic dt at level 1 would be: 3.282720851 (terrain aware) 3.282720851 (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 : 0.0008460935878 0.002669668652 and volume-weighted sum 70663.36926 Subtracting 1.254676301e-05 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 = 0.0008335468247 MLMG: Initial residual (resid0) = 0.0008335468247 MLMG: Final Iter. 7 resid, resid/bnorm = 1.453570697e-11, 1.743838083e-08 MLMG: Timers: Solve = 0.040940556 Iter = 0.039919706 Bottom = 0.032380072 Time in solve 0.044430002 Max/L2 norm of divergence after solve at level 1 : 1.254677716e-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 : 0.001001375071 0.00389208903 and volume-weighted sum 70663.36926 Subtracting 1.254676301e-05 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 = 0.001013921834 MLMG: Initial residual (resid0) = 0.001013921834 MLMG: Final Iter. 6 resid, resid/bnorm = 7.414741228e-11, 7.312931804e-08 MLMG: Timers: Solve = 0.035768067 Iter = 0.034740057 Bottom = 0.028303725 Time in solve 0.039182485 Max/L2 norm of divergence after solve at level 1 : 1.254683526e-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 = 0.137719407 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: 0.2661921805 (terrain aware) 0.2661921805 (terrain unaware) Anelastic dt at level 1 would be: 3.284885535 (terrain aware) 3.284885535 (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 : 0.000742460095 0.002529021443 and volume-weighted sum 53109.83436 Subtracting 9.430013203e-06 from rhs in subdomain 0 Sum after subtraction -1.214306433e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007330300818 MLMG: Initial residual (resid0) = 0.0007330300818 MLMG: Final Iter. 7 resid, resid/bnorm = 1.135508506e-11, 1.549061265e-08 MLMG: Timers: Solve = 0.039540905 Iter = 0.038512174 Bottom = 0.031035636 Time in solve 0.043132619 Max/L2 norm of divergence after solve at level 1 : 9.430024332e-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 : 0.0010783066 0.003806656449 and volume-weighted sum 53109.83436 Subtracting 9.430013203e-06 from rhs in subdomain 0 Sum after subtraction 1.490777987e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001087736614 MLMG: Initial residual (resid0) = 0.001087736614 MLMG: Final Iter. 6 resid, resid/bnorm = 7.55221549e-11, 6.943055328e-08 MLMG: Timers: Solve = 0.035573424 Iter = 0.034546674 Bottom = 0.028076311 Time in solve 0.03916866 Max/L2 norm of divergence after solve at level 1 : 9.430086793e-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 = 0.136734162 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: 0.2661943332 (terrain aware) 0.2661943332 (terrain unaware) Anelastic dt at level 1 would be: 3.287974968 (terrain aware) 3.287974968 (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 : 0.0007949061301 0.002432600633 and volume-weighted sum 29917.54653 Subtracting 5.312064371e-06 from rhs in subdomain 0 Sum after subtraction 2.927345866e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007895940657 MLMG: Initial residual (resid0) = 0.0007895940657 MLMG: Final Iter. 7 resid, resid/bnorm = 1.279724097e-11, 1.620736721e-08 MLMG: Timers: Solve = 0.040340576 Iter = 0.039278888 Bottom = 0.031708336 Time in solve 0.043967357 Max/L2 norm of divergence after solve at level 1 : 5.312076917e-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 : 0.001082561699 0.003755735005 and volume-weighted sum 29917.54653 Subtracting 5.312064371e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001087873763 MLMG: Initial residual (resid0) = 0.001087873763 MLMG: Final Iter. 6 resid, resid/bnorm = 7.858576748e-11, 7.223794722e-08 MLMG: Timers: Solve = 0.03599853 Iter = 0.034982552 Bottom = 0.028493654 Time in solve 0.039401088 Max/L2 norm of divergence after solve at level 1 : 5.312140973e-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 = 0.137491833 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: 0.2662013014 (terrain aware) 0.2662013014 (terrain unaware) Anelastic dt at level 1 would be: 3.291814423 (terrain aware) 3.291814423 (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(2) m_ref->m_hash_sig(0) ((0,0,0) (47,0,15) (0,0,0)) ((48,0,0) (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)) ) [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 : 0.02609194981 0.09314712011 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 = 0.02609268084 MLMG: Initial residual (resid0) = 0.02609268084 MLMG: Final Iter. 9 resid, resid/bnorm = 2.670074722e-11, 1.023304098e-09 MLMG: Timers: Solve = 0.050176674 Iter = 0.049372715 Bottom = 0.040824606 Time in solve 0.052377117 Max/L2 norm of divergence after solve at level 1 : 7.310559396e-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 : 0.006303791512 0.02402477576 and volume-weighted sum 4491.443643 Subtracting 7.310292388e-07 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 = 0.006304522542 MLMG: Initial residual (resid0) = 0.006304522542 MLMG: Final Iter. 7 resid, resid/bnorm = 2.64342141e-11, 4.192897071e-09 MLMG: Timers: Solve = 0.039321833 Iter = 0.038524321 Bottom = 0.031699754 Time in solve 0.041251916 Max/L2 norm of divergence after solve at level 1 : 7.31055673e-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 = 0.139841561 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: 0.2662250765 (terrain aware) 0.2662250765 (terrain unaware) Anelastic dt at level 1 would be: 3.294694072 (terrain aware) 3.294694072 (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 : 0.02894781731 0.06688278622 and volume-weighted sum -17200.41414 Subtracting -2.799546572e-06 from rhs in subdomain 0 Sum after subtraction -6.938893904e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.02895061686 MLMG: Initial residual (resid0) = 0.02895061686 MLMG: Final Iter. 9 resid, resid/bnorm = 2.591664398e-11, 8.952017882e-10 MLMG: Timers: Solve = 0.050274015 Iter = 0.049316124 Bottom = 0.040618815 Time in solve 0.052619811 Max/L2 norm of divergence after solve at level 1 : 2.799572489e-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 : 0.001063057937 0.003749236911 and volume-weighted sum -17200.41414 Subtracting -2.799546572e-06 from rhs in subdomain 0 Sum after subtraction -7.318364664e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00106025839 MLMG: Initial residual (resid0) = 0.00106025839 MLMG: Final Iter. 6 resid, resid/bnorm = 4.608260464e-11, 4.346356046e-08 MLMG: Timers: Solve = 0.034227141 Iter = 0.033275063 Bottom = 0.027399147 Time in solve 0.036567795 Max/L2 norm of divergence after solve at level 1 : 2.799592655e-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 = 0.127371961 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: 0.2662079755 (terrain aware) 0.2662079755 (terrain unaware) Anelastic dt at level 1 would be: 3.294602506 (terrain aware) 3.294602506 (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 : 0.0007488253286 0.002409666809 and volume-weighted sum -36511.14736 Subtracting -5.942569558e-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 = 0.0007547678981 MLMG: Initial residual (resid0) = 0.0007547678981 MLMG: Final Iter. 7 resid, resid/bnorm = 1.122295791e-11, 1.486941606e-08 MLMG: Timers: Solve = 0.039750618 Iter = 0.038788546 Bottom = 0.031968782 Time in solve 0.042110262 Max/L2 norm of divergence after solve at level 1 : 5.942580781e-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 : 0.001083432611 0.003755468951 and volume-weighted sum -36511.14736 Subtracting -5.942569558e-06 from rhs in subdomain 0 Sum after subtraction -4.418123853e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001077490041 MLMG: Initial residual (resid0) = 0.001077490041 MLMG: Final Iter. 6 resid, resid/bnorm = 4.233265648e-11, 3.928821136e-08 MLMG: Timers: Solve = 0.0343762 Iter = 0.033422522 Bottom = 0.027548912 Time in solve 0.036712912 Max/L2 norm of divergence after solve at level 1 : 5.942611891e-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 = 0.116412837 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: 0.2661919317 (terrain aware) 0.2661919317 (terrain unaware) Anelastic dt at level 1 would be: 3.295191641 (terrain aware) 3.295191641 (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 : 0.0008103931803 0.002443179887 and volume-weighted sum -52341.23481 Subtracting -8.519081187e-06 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 = 0.0008189122614 MLMG: Initial residual (resid0) = 0.0008189122614 MLMG: Final Iter. 6 resid, resid/bnorm = 9.979783424e-11, 1.218663329e-07 MLMG: Timers: Solve = 0.034239328 Iter = 0.033280947 Bottom = 0.027451476 Time in solve 0.036592645 Max/L2 norm of divergence after solve at level 1 : 8.519179031e-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 : 0.001032436913 0.00377257559 and volume-weighted sum -52341.23481 Subtracting -8.519081187e-06 from rhs in subdomain 0 Sum after subtraction 4.662069342e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001023917832 MLMG: Initial residual (resid0) = 0.001023917832 MLMG: Final Iter. 6 resid, resid/bnorm = 3.951183159e-11, 3.85888695e-08 MLMG: Timers: Solve = 0.032568347 Iter = 0.031773086 Bottom = 0.026054826 Time in solve 0.034500223 Max/L2 norm of divergence after solve at level 1 : 8.519120699e-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 = 0.107339903 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: 0.2661810822 (terrain aware) 0.2661810822 (terrain unaware) Anelastic dt at level 1 would be: 3.296468754 (terrain aware) 3.296468754 (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 : 0.0007589231356 0.002480295779 and volume-weighted sum -63822.05357 Subtracting -1.038770403e-05 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 = 0.0007693108396 MLMG: Initial residual (resid0) = 0.0007693108396 MLMG: Final Iter. 7 resid, resid/bnorm = 1.309137933e-11, 1.701702181e-08 MLMG: Timers: Solve = 0.039306923 Iter = 0.038347194 Bottom = 0.031575129 Time in solve 0.041643266 Max/L2 norm of divergence after solve at level 1 : 1.038771712e-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 : 0.001046653318 0.003791016302 and volume-weighted sum -63822.05357 Subtracting -1.038770403e-05 from rhs in subdomain 0 Sum after subtraction 1.658829324e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001036265614 MLMG: Initial residual (resid0) = 0.001036265614 MLMG: Final Iter. 6 resid, resid/bnorm = 3.741443976e-11, 3.610506732e-08 MLMG: Timers: Solve = 0.033556463 Iter = 0.032606997 Bottom = 0.026681439 Time in solve 0.035901532 Max/L2 norm of divergence after solve at level 1 : 1.038774145e-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 = 0.115092967 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: 0.2661758316 (terrain aware) 0.2661758316 (terrain unaware) Anelastic dt at level 1 would be: 3.298212419 (terrain aware) 3.298212419 (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 : 0.0007085691039 0.002509297505 and volume-weighted sum -69996.22059 Subtracting -1.139261403e-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 = 0.0007199617179 MLMG: Initial residual (resid0) = 0.0007199617179 MLMG: Final Iter. 7 resid, resid/bnorm = 1.38251022e-11, 1.920255183e-08 MLMG: Timers: Solve = 0.040424849 Iter = 0.039465953 Bottom = 0.032629761 Time in solve 0.042764071 Max/L2 norm of divergence after solve at level 1 : 1.139262785e-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 : 0.001081230102 0.003800172216 and volume-weighted sum -69996.22059 Subtracting -1.139261403e-05 from rhs in subdomain 0 Sum after subtraction 6.722053469e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001069837488 MLMG: Initial residual (resid0) = 0.001069837488 MLMG: Final Iter. 6 resid, resid/bnorm = 3.399843444e-11, 3.177906441e-08 MLMG: Timers: Solve = 0.032709407 Iter = 0.031912328 Bottom = 0.026104429 Time in solve 0.0346455 Max/L2 norm of divergence after solve at level 1 : 1.139264803e-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 = 0.11335808 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: 0.2661663475 (terrain aware) 0.2661663475 (terrain unaware) Anelastic dt at level 1 would be: 3.29668621 (terrain aware) 3.29668621 (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 : 0.0007962193217 0.002515300719 and volume-weighted sum -69802.93152 Subtracting -1.136115422e-05 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 = 0.000807580476 MLMG: Initial residual (resid0) = 0.000807580476 MLMG: Final Iter. 6 resid, resid/bnorm = 9.359942267e-11, 1.15901047e-07 MLMG: Timers: Solve = 0.034014412 Iter = 0.03305408 Bottom = 0.027197758 Time in solve 0.03636611 Max/L2 norm of divergence after solve at level 1 : 1.136124603e-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 : 0.00104424397 0.003791768264 and volume-weighted sum -69802.93152 Subtracting -1.136115422e-05 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 = 0.001032882816 MLMG: Initial residual (resid0) = 0.001032882816 MLMG: Final Iter. 6 resid, resid/bnorm = 3.128093003e-11, 3.028507161e-08 MLMG: Timers: Solve = 0.032880832 Iter = 0.031924911 Bottom = 0.026094277 Time in solve 0.035232495 Max/L2 norm of divergence after solve at level 1 : 1.13611855e-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 = 0.108705107 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: 0.2661438364 (terrain aware) 0.2661438364 (terrain unaware) Anelastic dt at level 1 would be: 3.2959872 (terrain aware) 3.2959872 (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 : 0.0007741247205 0.002486509623 and volume-weighted sum -62445.29171 Subtracting -1.01636217e-05 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 = 0.0007842883422 MLMG: Initial residual (resid0) = 0.0007842883422 MLMG: Final Iter. 6 resid, resid/bnorm = 1.796341732e-11, 2.290409835e-08 MLMG: Timers: Solve = 0.033516895 Iter = 0.03253403 Bottom = 0.02664369 Time in solve 0.035872692 Max/L2 norm of divergence after solve at level 1 : 1.01636394e-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 : 0.001020657596 0.003763126067 and volume-weighted sum -62445.29171 Subtracting -1.01636217e-05 from rhs in subdomain 0 Sum after subtraction 8.348356728e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001010493975 MLMG: Initial residual (resid0) = 0.001010493975 MLMG: Final Iter. 6 resid, resid/bnorm = 3.019279662e-11, 2.987924458e-08 MLMG: Timers: Solve = 0.032982395 Iter = 0.032022288 Bottom = 0.026148656 Time in solve 0.035322672 Max/L2 norm of divergence after solve at level 1 : 1.016365189e-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 = 0.10887825 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: 0.2661293384 (terrain aware) 0.2661293384 (terrain unaware) Anelastic dt at level 1 would be: 3.296191262 (terrain aware) 3.296191262 (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 : 0.0006694821165 0.002424518613 and volume-weighted sum -47871.50204 Subtracting -7.791585618e-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 = 0.0006772737021 MLMG: Initial residual (resid0) = 0.0006772737021 MLMG: Final Iter. 6 resid, resid/bnorm = 8.605652378e-11, 1.270631408e-07 MLMG: Timers: Solve = 0.033872927 Iter = 0.032913647 Bottom = 0.027126692 Time in solve 0.036204746 Max/L2 norm of divergence after solve at level 1 : 7.791671674e-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 : 0.001069157896 0.003720214513 and volume-weighted sum -47871.50204 Subtracting -7.791585618e-06 from rhs in subdomain 0 Sum after subtraction 2.927345866e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00106136631 MLMG: Initial residual (resid0) = 0.00106136631 MLMG: Final Iter. 6 resid, resid/bnorm = 2.871895323e-11, 2.70584745e-08 MLMG: Timers: Solve = 0.033360673 Iter = 0.032385916 Bottom = 0.02650743 Time in solve 0.035708912 Max/L2 norm of divergence after solve at level 1 : 7.791614337e-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 = 0.109620104 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: 0.2661239793 (terrain aware) 0.2661239793 (terrain unaware) Anelastic dt at level 1 would be: 3.297390376 (terrain aware) 3.297390376 (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 : 0.0007838330067 0.002351782454 and volume-weighted sum -27102.05602 Subtracting -4.411141931e-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 = 0.0007882441487 MLMG: Initial residual (resid0) = 0.0007882441487 MLMG: Final Iter. 7 resid, resid/bnorm = 2.074715626e-11, 2.632072347e-08 MLMG: Timers: Solve = 0.038658262 Iter = 0.037856965 Bottom = 0.03109627 Time in solve 0.040587606 Max/L2 norm of divergence after solve at level 1 : 4.411162269e-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 : 0.001046760657 0.00367786838 and volume-weighted sum -27102.05602 Subtracting -4.411141931e-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 = 0.001042349515 MLMG: Initial residual (resid0) = 0.001042349515 MLMG: Final Iter. 6 resid, resid/bnorm = 2.735183195e-11, 2.624055709e-08 MLMG: Timers: Solve = 0.032767787 Iter = 0.031983782 Bottom = 0.026195458 Time in solve 0.034743281 Max/L2 norm of divergence after solve at level 1 : 4.411169283e-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 = 0.11131801 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: 0.2661287146 (terrain aware) 0.2661287146 (terrain unaware) Anelastic dt at level 1 would be: 3.299031193 (terrain aware) 3.299031193 (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 : 0.000792471212 0.002306121353 and volume-weighted sum -2288.612464 Subtracting -3.724955182e-07 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 = 0.0007928437076 MLMG: Initial residual (resid0) = 0.0007928437076 MLMG: Final Iter. 7 resid, resid/bnorm = 2.908152765e-11, 3.66800258e-08 MLMG: Timers: Solve = 0.039684591 Iter = 0.038725142 Bottom = 0.031926265 Time in solve 0.042032498 Max/L2 norm of divergence after solve at level 1 : 3.725240283e-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 : 0.0009842052356 0.003653211914 and volume-weighted sum -2288.612464 Subtracting -3.724955182e-07 from rhs in subdomain 0 Sum after subtraction 8.131516294e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009838327401 MLMG: Initial residual (resid0) = 0.0009838327401 MLMG: Final Iter. 6 resid, resid/bnorm = 2.605223299e-11, 2.648034766e-08 MLMG: Timers: Solve = 0.032288369 Iter = 0.031432362 Bottom = 0.025674116 Time in solve 0.03437668 Max/L2 norm of divergence after solve at level 1 : 3.725215705e-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 = 0.113158367 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: 0.2661152441 (terrain aware) 0.2661152441 (terrain unaware) Anelastic dt at level 1 would be: 3.298489303 (terrain aware) 3.298489303 (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 : 0.0006944803609 0.00232141632 and volume-weighted sum 23628.83091 Subtracting 3.845838365e-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 = 0.0006906345225 MLMG: Initial residual (resid0) = 0.0006906345225 MLMG: Final Iter. 7 resid, resid/bnorm = 3.251129232e-11, 4.707452532e-08 MLMG: Timers: Solve = 0.039435164 Iter = 0.038635961 Bottom = 0.031919673 Time in solve 0.041376501 Max/L2 norm of divergence after solve at level 1 : 3.845870876e-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 : 0.001047926665 0.003656819244 and volume-weighted sum 23628.83091 Subtracting 3.845838365e-06 from rhs in subdomain 0 Sum after subtraction -1.206174917e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001051772503 MLMG: Initial residual (resid0) = 0.001051772503 MLMG: Final Iter. 6 resid, resid/bnorm = 2.61284194e-11, 2.484227275e-08 MLMG: Timers: Solve = 0.032575163 Iter = 0.03162979 Bottom = 0.025774086 Time in solve 0.034938416 Max/L2 norm of divergence after solve at level 1 : 3.845863973e-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 = 0.112591739 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: 0.2661127022 (terrain aware) 0.2661127022 (terrain unaware) Anelastic dt at level 1 would be: 3.299163759 (terrain aware) 3.299163759 (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 : 0.0007703318289 0.002397743873 and volume-weighted sum 47432.24176 Subtracting 7.720091433e-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 = 0.0007626117375 MLMG: Initial residual (resid0) = 0.0007626117375 MLMG: Final Iter. 7 resid, resid/bnorm = 2.999785519e-11, 3.933568513e-08 MLMG: Timers: Solve = 0.040097926 Iter = 0.03914153 Bottom = 0.032333531 Time in solve 0.042446098 Max/L2 norm of divergence after solve at level 1 : 7.72012143e-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 : 0.001042839921 0.003684446249 and volume-weighted sum 47432.24176 Subtracting 7.720091433e-06 from rhs in subdomain 0 Sum after subtraction -5.43456339e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001050560012 MLMG: Initial residual (resid0) = 0.001050560012 MLMG: Final Iter. 6 resid, resid/bnorm = 2.539919316e-11, 2.417681319e-08 MLMG: Timers: Solve = 0.034116749 Iter = 0.033152372 Bottom = 0.027222707 Time in solve 0.036453871 Max/L2 norm of divergence after solve at level 1 : 7.720116324e-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 = 0.11706765 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: 0.2661213444 (terrain aware) 0.2661213444 (terrain unaware) Anelastic dt at level 1 would be: 3.301000172 (terrain aware) 3.301000172 (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 : 0.0008057591493 0.002496557669 and volume-weighted sum 66128.91758 Subtracting 1.076317018e-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 = 0.0007949959791 MLMG: Initial residual (resid0) = 0.0007949959791 MLMG: Final Iter. 7 resid, resid/bnorm = 2.11386734e-11, 2.658966077e-08 MLMG: Timers: Solve = 0.039534577 Iter = 0.038576816 Bottom = 0.031818662 Time in solve 0.041865934 Max/L2 norm of divergence after solve at level 1 : 1.076319132e-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 : 0.0009720751783 0.003720611436 and volume-weighted sum 66128.91758 Subtracting 1.076317018e-05 from rhs in subdomain 0 Sum after subtraction -1.19262239e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009828383484 MLMG: Initial residual (resid0) = 0.0009828383484 MLMG: Final Iter. 6 resid, resid/bnorm = 2.443703465e-11, 2.486373745e-08 MLMG: Timers: Solve = 0.033365539 Iter = 0.03257542 Bottom = 0.026850867 Time in solve 0.035300716 Max/L2 norm of divergence after solve at level 1 : 1.076319413e-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 = 0.114274185 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: 0.2661402704 (terrain aware) 0.2661402704 (terrain unaware) Anelastic dt at level 1 would be: 3.303867376 (terrain aware) 3.303867376 (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 : 0.0007320921894 0.002569026717 and volume-weighted sum 77366.81069 Subtracting 1.259225434e-05 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 = 0.0007194999351 MLMG: Initial residual (resid0) = 0.0007194999351 MLMG: Final Iter. 6 resid, resid/bnorm = 6.180338981e-11, 8.589770032e-08 MLMG: Timers: Solve = 0.033961426 Iter = 0.033002671 Bottom = 0.027091747 Time in solve 0.036310225 Max/L2 norm of divergence after solve at level 1 : 1.259231491e-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 : 0.001023557576 0.00374563379 and volume-weighted sum 77366.81069 Subtracting 1.259225434e-05 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 = 0.00103614983 MLMG: Initial residual (resid0) = 0.00103614983 MLMG: Final Iter. 6 resid, resid/bnorm = 2.412143635e-11, 2.327987289e-08 MLMG: Timers: Solve = 0.033501311 Iter = 0.032544176 Bottom = 0.026739268 Time in solve 0.035844241 Max/L2 norm of divergence after solve at level 1 : 1.259227798e-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 = 0.109028774 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: 0.2661628131 (terrain aware) 0.2661628131 (terrain unaware) Anelastic dt at level 1 would be: 3.307270441 (terrain aware) 3.307270441 (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 : 0.0007424828253 0.002582937906 and volume-weighted sum 79791.2347 Subtracting 1.298685461e-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 = 0.0007294959707 MLMG: Initial residual (resid0) = 0.0007294959707 MLMG: Final Iter. 6 resid, resid/bnorm = 9.237741432e-11, 1.266318363e-07 MLMG: Timers: Solve = 0.034633164 Iter = 0.0336754 Bottom = 0.027855066 Time in solve 0.037063966 Max/L2 norm of divergence after solve at level 1 : 1.298694698e-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 : 0.001038880964 0.003744440182 and volume-weighted sum 79791.2347 Subtracting 1.298685461e-05 from rhs in subdomain 0 Sum after subtraction 1.409462824e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001051867819 MLMG: Initial residual (resid0) = 0.001051867819 MLMG: Final Iter. 6 resid, resid/bnorm = 2.335661777e-11, 2.220489813e-08 MLMG: Timers: Solve = 0.033295263 Iter = 0.032364691 Bottom = 0.026488726 Time in solve 0.035621456 Max/L2 norm of divergence after solve at level 1 : 1.29868775e-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 = 0.109777322 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: 0.2661691159 (terrain aware) 0.2661691159 (terrain unaware) Anelastic dt at level 1 would be: 3.307858599 (terrain aware) 3.307858599 (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 : 0.000800321542 0.002535040526 and volume-weighted sum 73266.98936 Subtracting 1.192496572e-05 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 = 0.0007883965763 MLMG: Initial residual (resid0) = 0.0007883965763 MLMG: Final Iter. 7 resid, resid/bnorm = 2.594157164e-11, 3.290421651e-08 MLMG: Timers: Solve = 0.039333899 Iter = 0.038534066 Bottom = 0.031852387 Time in solve 0.041264495 Max/L2 norm of divergence after solve at level 1 : 1.192499115e-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 : 0.0009881911305 0.003713072681 and volume-weighted sum 73266.98936 Subtracting 1.192496572e-05 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 = 0.001000116096 MLMG: Initial residual (resid0) = 0.001000116096 MLMG: Final Iter. 6 resid, resid/bnorm = 2.252758614e-11, 2.252497107e-08 MLMG: Timers: Solve = 0.033383446 Iter = 0.032436342 Bottom = 0.026568852 Time in solve 0.035744772 Max/L2 norm of divergence after solve at level 1 : 1.192498779e-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 = 0.113383896 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: 0.2661802168 (terrain aware) 0.2661802168 (terrain unaware) Anelastic dt at level 1 would be: 3.30875247 (terrain aware) 3.30875247 (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 : 0.0007500983801 0.002446981043 and volume-weighted sum 58895.64405 Subtracting 9.585879566e-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 = 0.0007405125005 MLMG: Initial residual (resid0) = 0.0007405125005 MLMG: Final Iter. 7 resid, resid/bnorm = 3.649589417e-11, 4.928464292e-08 MLMG: Timers: Solve = 0.039160131 Iter = 0.0383579 Bottom = 0.031701289 Time in solve 0.041116083 Max/L2 norm of divergence after solve at level 1 : 9.585915343e-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 : 0.00100212748 0.003662327097 and volume-weighted sum 58895.64405 Subtracting 9.585879566e-06 from rhs in subdomain 0 Sum after subtraction -4.445228907e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00101171336 MLMG: Initial residual (resid0) = 0.00101171336 MLMG: Final Iter. 6 resid, resid/bnorm = 2.14869649e-11, 2.123819429e-08 MLMG: Timers: Solve = 0.033382362 Iter = 0.032434052 Bottom = 0.026548344 Time in solve 0.035754555 Max/L2 norm of divergence after solve at level 1 : 9.58590062e-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 = 0.113541072 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: 0.2661941537 (terrain aware) 0.2661941537 (terrain unaware) Anelastic dt at level 1 would be: 3.309678813 (terrain aware) 3.309678813 (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 : 0.0006944010623 0.002354076888 and volume-weighted sum 38815.35388 Subtracting 6.31760317e-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 = 0.0006880834592 MLMG: Initial residual (resid0) = 0.0006880834592 MLMG: Final Iter. 7 resid, resid/bnorm = 3.933446852e-11, 5.716525808e-08 MLMG: Timers: Solve = 0.039758171 Iter = 0.038799436 Bottom = 0.031966831 Time in solve 0.04209938 Max/L2 norm of divergence after solve at level 1 : 6.317641732e-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 : 0.001038017845 0.003611359149 and volume-weighted sum 38815.35388 Subtracting 6.31760317e-06 from rhs in subdomain 0 Sum after subtraction 7.047314121e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001044335449 MLMG: Initial residual (resid0) = 0.001044335449 MLMG: Final Iter. 6 resid, resid/bnorm = 2.083293534e-11, 1.994850923e-08 MLMG: Timers: Solve = 0.032666288 Iter = 0.031867448 Bottom = 0.026121644 Time in solve 0.034672422 Max/L2 norm of divergence after solve at level 1 : 6.317623581e-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 = 0.114756581 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: 0.2662095736 (terrain aware) 0.2662095736 (terrain unaware) Anelastic dt at level 1 would be: 3.310456481 (terrain aware) 3.310456481 (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 : 0.000774997711 0.002290652589 and volume-weighted sum 15715.77618 Subtracting 2.557906279e-06 from rhs in subdomain 0 Sum after subtraction -1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007724398048 MLMG: Initial residual (resid0) = 0.0007724398048 MLMG: Final Iter. 7 resid, resid/bnorm = 3.502326215e-11, 4.534108928e-08 MLMG: Timers: Solve = 0.039937024 Iter = 0.038990964 Bottom = 0.032189717 Time in solve 0.042326775 Max/L2 norm of divergence after solve at level 1 : 2.557940616e-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 : 0.001007055688 0.003577028269 and volume-weighted sum 15715.77618 Subtracting 2.557906279e-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 = 0.001009613594 MLMG: Initial residual (resid0) = 0.001009613594 MLMG: Final Iter. 6 resid, resid/bnorm = 1.961283725e-11, 1.942608278e-08 MLMG: Timers: Solve = 0.033318759 Iter = 0.03250514 Bottom = 0.026744128 Time in solve 0.035265 Max/L2 norm of divergence after solve at level 1 : 2.557925491e-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 = 0.115957514 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: 0.2662137299 (terrain aware) 0.2662137299 (terrain unaware) Anelastic dt at level 1 would be: 3.311018759 (terrain aware) 3.311018759 (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 : 0.0007521523152 0.002273571061 and volume-weighted sum -7769.880329 Subtracting -1.26462896e-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 = 0.0007534169441 MLMG: Initial residual (resid0) = 0.0007534169441 MLMG: Final Iter. 7 resid, resid/bnorm = 2.65853902e-11, 3.528642461e-08 MLMG: Timers: Solve = 0.039806509 Iter = 0.038852204 Bottom = 0.032088316 Time in solve 0.042150871 Max/L2 norm of divergence after solve at level 1 : 1.264655545e-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 : 0.0009803793934 0.003568620873 and volume-weighted sum -7769.880329 Subtracting -1.26462896e-06 from rhs in subdomain 0 Sum after subtraction 1.355252716e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009791147644 MLMG: Initial residual (resid0) = 0.0009791147644 MLMG: Final Iter. 6 resid, resid/bnorm = 1.826359469e-11, 1.865317055e-08 MLMG: Timers: Solve = 0.033750049 Iter = 0.032792042 Bottom = 0.02685122 Time in solve 0.036100324 Max/L2 norm of divergence after solve at level 1 : 1.264647223e-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 = 0.117361841 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: 0.2662051678 (terrain aware) 0.2662051678 (terrain unaware) Anelastic dt at level 1 would be: 3.309809681 (terrain aware) 3.309809681 (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 : 0.0006347638552 0.002297231641 and volume-weighted sum -29521.1746 Subtracting -4.804878678e-06 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 = 0.0006395687338 MLMG: Initial residual (resid0) = 0.0006395687338 MLMG: Final Iter. 7 resid, resid/bnorm = 1.824738017e-11, 2.853075706e-08 MLMG: Timers: Solve = 0.038491823 Iter = 0.037692304 Bottom = 0.031023821 Time in solve 0.040457986 Max/L2 norm of divergence after solve at level 1 : 4.804896926e-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 : 0.001034200766 0.003583903214 and volume-weighted sum -29521.1746 Subtracting -4.804878678e-06 from rhs in subdomain 0 Sum after subtraction 4.560425388e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001029395888 MLMG: Initial residual (resid0) = 0.001029395888 MLMG: Final Iter. 6 resid, resid/bnorm = 1.791322256e-11, 1.74016846e-08 MLMG: Timers: Solve = 0.033237158 Iter = 0.032283834 Bottom = 0.026470963 Time in solve 0.035583175 Max/L2 norm of divergence after solve at level 1 : 4.804896592e-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 = 0.113936914 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: 0.2661984728 (terrain aware) 0.2661984728 (terrain unaware) Anelastic dt at level 1 would be: 3.30685326 (terrain aware) 3.30685326 (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 : 0.0007407543672 0.002344054421 and volume-weighted sum -48057.27162 Subtracting -7.821821552e-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 = 0.0007485761888 MLMG: Initial residual (resid0) = 0.0007485761888 MLMG: Final Iter. 7 resid, resid/bnorm = 1.228968164e-11, 1.641740924e-08 MLMG: Timers: Solve = 0.038320081 Iter = 0.03752426 Bottom = 0.030858893 Time in solve 0.040251344 Max/L2 norm of divergence after solve at level 1 : 7.821833842e-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 : 0.001020991871 0.003613732674 and volume-weighted sum -48057.27162 Subtracting -7.821821552e-06 from rhs in subdomain 0 Sum after subtraction 8.131516294e-14 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00101317005 MLMG: Initial residual (resid0) = 0.00101317005 MLMG: Final Iter. 6 resid, resid/bnorm = 1.686664234e-11, 1.664739532e-08 MLMG: Timers: Solve = 0.033211531 Iter = 0.032266961 Bottom = 0.026355594 Time in solve 0.035595151 Max/L2 norm of divergence after solve at level 1 : 7.821838419e-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 = 0.112772093 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: 0.2661942254 (terrain aware) 0.2661942254 (terrain unaware) Anelastic dt at level 1 would be: 3.300757633 (terrain aware) 3.300757633 (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 : 0.0007490515072 0.002397265644 and volume-weighted sum -62346.10941 Subtracting -1.014747875e-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 = 0.0007591989859 MLMG: Initial residual (resid0) = 0.0007591989859 MLMG: Final Iter. 6 resid, resid/bnorm = 7.957561638e-11, 1.048152301e-07 MLMG: Timers: Solve = 0.033144955 Iter = 0.032347957 Bottom = 0.026569 Time in solve 0.035086177 Max/L2 norm of divergence after solve at level 1 : 1.014755675e-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 : 0.0009518520105 0.003646919932 and volume-weighted sum -62346.10941 Subtracting -1.014747875e-05 from rhs in subdomain 0 Sum after subtraction 2.520770051e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009417045318 MLMG: Initial residual (resid0) = 0.0009417045318 MLMG: Final Iter. 6 resid, resid/bnorm = 1.666465053e-11, 1.769626243e-08 MLMG: Timers: Solve = 0.0326855 Iter = 0.031889404 Bottom = 0.026137157 Time in solve 0.034640161 Max/L2 norm of divergence after solve at level 1 : 1.014749541e-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 = 0.105727761 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: 0.2661929939 (terrain aware) 0.2661929939 (terrain unaware) Anelastic dt at level 1 would be: 3.294823274 (terrain aware) 3.294823274 (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 : 0.0006577495997 0.002442573174 and volume-weighted sum -71467.90495 Subtracting -1.163214599e-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 = 0.0006693817457 MLMG: Initial residual (resid0) = 0.0006693817457 MLMG: Final Iter. 6 resid, resid/bnorm = 5.109479687e-11, 7.633132693e-08 MLMG: Timers: Solve = 0.033428287 Iter = 0.032471769 Bottom = 0.026638831 Time in solve 0.035777436 Max/L2 norm of divergence after solve at level 1 : 1.163219609e-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 : 0.001021428228 0.003672292711 and volume-weighted sum -71467.90495 Subtracting -1.163214599e-05 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 = 0.001009796082 MLMG: Initial residual (resid0) = 0.001009796082 MLMG: Final Iter. 6 resid, resid/bnorm = 1.609066139e-11, 1.593456507e-08 MLMG: Timers: Solve = 0.033581827 Iter = 0.032639504 Bottom = 0.026734669 Time in solve 0.035942296 Max/L2 norm of divergence after solve at level 1 : 1.163216208e-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 = 0.109700334 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: 0.2661826413 (terrain aware) 0.2661826413 (terrain unaware) Anelastic dt at level 1 would be: 3.28974247 (terrain aware) 3.28974247 (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 : 0.0007053400221 0.002467165722 and volume-weighted sum -74434.01185 Subtracting -1.211491078e-05 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 = 0.0007174549329 MLMG: Initial residual (resid0) = 0.0007174549329 MLMG: Final Iter. 5 resid, resid/bnorm = 9.937518556e-11, 1.385107008e-07 MLMG: Timers: Solve = 0.02752996 Iter = 0.026732635 Bottom = 0.021934461 Time in solve 0.029475945 Max/L2 norm of divergence after solve at level 1 : 1.211498286e-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 : 0.001025038045 0.003680561491 and volume-weighted sum -74434.01185 Subtracting -1.211491078e-05 from rhs in subdomain 0 Sum after subtraction -4.607859233e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.001012923134 MLMG: Initial residual (resid0) = 0.001012923134 MLMG: Final Iter. 6 resid, resid/bnorm = 1.592755245e-11, 1.572434463e-08 MLMG: Timers: Solve = 0.033314511 Iter = 0.032359987 Bottom = 0.026532184 Time in solve 0.035657706 Max/L2 norm of divergence after solve at level 1 : 1.211492671e-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 = 0.101363595 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: 0.2661647387 (terrain aware) 0.2661647387 (terrain unaware) Anelastic dt at level 1 would be: 3.281168492 (terrain aware) 3.281168492 (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 : 0.0007456631385 0.002460000859 and volume-weighted sum -70313.07344 Subtracting -1.144418513e-05 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 = 0.0007571073236 MLMG: Initial residual (resid0) = 0.0007571073236 MLMG: Final Iter. 6 resid, resid/bnorm = 7.560691477e-11, 9.986287599e-08 MLMG: Timers: Solve = 0.03364652 Iter = 0.032692263 Bottom = 0.026884378 Time in solve 0.036022023 Max/L2 norm of divergence after solve at level 1 : 1.144426074e-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 : 0.0009641977797 0.003665087983 and volume-weighted sum -70313.07344 Subtracting -1.144418513e-05 from rhs in subdomain 0 Sum after subtraction -1.593777194e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009527535946 MLMG: Initial residual (resid0) = 0.0009527535946 MLMG: Final Iter. 6 resid, resid/bnorm = 1.583687984e-11, 1.662221998e-08 MLMG: Timers: Solve = 0.03315114 Iter = 0.03219605 Bottom = 0.026367221 Time in solve 0.035531783 Max/L2 norm of divergence after solve at level 1 : 1.144420097e-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 = 0.109842185 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: 0.2661524585 (terrain aware) 0.2661524585 (terrain unaware) Anelastic dt at level 1 would be: 3.273992827 (terrain aware) 3.273992827 (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 : 0.0006864922084 0.002416766591 and volume-weighted sum -58644.13609 Subtracting -9.544944024e-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 = 0.0006960371524 MLMG: Initial residual (resid0) = 0.0006960371524 MLMG: Final Iter. 7 resid, resid/bnorm = 1.875196516e-11, 2.694104057e-08 MLMG: Timers: Solve = 0.038823872 Iter = 0.037861966 Bottom = 0.031104773 Time in solve 0.041169075 Max/L2 norm of divergence after solve at level 1 : 9.544962407e-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 : 0.0009964632585 0.003628644434 and volume-weighted sum -58644.13609 Subtracting -9.544944024e-06 from rhs in subdomain 0 Sum after subtraction -1.111307227e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009869183144 MLMG: Initial residual (resid0) = 0.0009869183144 MLMG: Final Iter. 6 resid, resid/bnorm = 1.525850732e-11, 1.546076012e-08 MLMG: Timers: Solve = 0.032237558 Iter = 0.031280641 Bottom = 0.025413881 Time in solve 0.034586453 Max/L2 norm of divergence after solve at level 1 : 9.544959283e-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 = 0.11269501 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: 0.2661469084 (terrain aware) 0.2661469084 (terrain unaware) Anelastic dt at level 1 would be: 3.26844728 (terrain aware) 3.26844728 (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 : 0.0006721048801 0.002348166996 and volume-weighted sum -39896.78059 Subtracting -6.493616633e-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 = 0.0006785984967 MLMG: Initial residual (resid0) = 0.0006785984967 MLMG: Final Iter. 7 resid, resid/bnorm = 2.825778035e-11, 4.164138365e-08 MLMG: Timers: Solve = 0.038969459 Iter = 0.038014482 Bottom = 0.031244673 Time in solve 0.041318791 Max/L2 norm of divergence after solve at level 1 : 6.493644336e-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 : 0.001016516557 0.003583550337 and volume-weighted sum -39896.78059 Subtracting -6.493616633e-06 from rhs in subdomain 0 Sum after subtraction 8.131516294e-13 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.00101002294 MLMG: Initial residual (resid0) = 0.00101002294 MLMG: Final Iter. 6 resid, resid/bnorm = 1.510459632e-11, 1.49547062e-08 MLMG: Timers: Solve = 0.031899296 Iter = 0.031108269 Bottom = 0.025356031 Time in solve 0.033842365 Max/L2 norm of divergence after solve at level 1 : 6.493631738e-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 = 0.112359373 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: 0.2661490892 (terrain aware) 0.2661490892 (terrain unaware) Anelastic dt at level 1 would be: 3.264725544 (terrain aware) 3.264725544 (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 : 0.0007443416619 0.002282753987 and volume-weighted sum -15719.97895 Subtracting -2.558590323e-06 from rhs in subdomain 0 Sum after subtraction 1.084202172e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0007469002522 MLMG: Initial residual (resid0) = 0.0007469002522 MLMG: Final Iter. 7 resid, resid/bnorm = 3.427722578e-11, 4.589264186e-08 MLMG: Timers: Solve = 0.039246664 Iter = 0.038287189 Bottom = 0.031464282 Time in solve 0.041595485 Max/L2 norm of divergence after solve at level 1 : 2.558623927e-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 : 0.0009718835651 0.00354842527 and volume-weighted sum -15719.97895 Subtracting -2.558590323e-06 from rhs in subdomain 0 Sum after subtraction 1.517883041e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009693249748 MLMG: Initial residual (resid0) = 0.0009693249748 MLMG: Final Iter. 6 resid, resid/bnorm = 1.559211701e-11, 1.60855414e-08 MLMG: Timers: Solve = 0.03244512 Iter = 0.031650479 Bottom = 0.025935424 Time in solve 0.034392416 Max/L2 norm of divergence after solve at level 1 : 2.558605916e-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 = 0.112831918 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: 0.266147859 (terrain aware) 0.266147859 (terrain unaware) Anelastic dt at level 1 would be: 3.261034164 (terrain aware) 3.261034164 (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(2) m_ref->m_hash_sig(0) ((0,0,0) (47,0,15) (0,0,0)) ((48,0,0) (175,0,47) (0,0,0)) ) OLD BA AT LEVEL 1 (BoxArray maxbox(2) m_ref->m_hash_sig(0) ((0,0,0) (47,0,15) (0,0,0)) ((48,0,0) (159,0,47) (0,0,0)) ) [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 : 0.007483524869 0.06863124475 and volume-weighted sum 21242.41885 Subtracting 3.073266616e-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 = 0.007486598135 MLMG: Initial residual (resid0) = 0.007486598135 MLMG: Final Iter. 8 resid, resid/bnorm = 1.764767834e-11, 2.357235959e-09 MLMG: Timers: Solve = 0.046969232 Iter = 0.046167522 Bottom = 0.038517806 Time in solve 0.048929627 Max/L2 norm of divergence after solve at level 1 : 3.073283927e-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 : 0.0009561615834 0.003558278134 and volume-weighted sum 21242.41885 Subtracting 3.073266616e-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 = 0.00095923485 MLMG: Initial residual (resid0) = 0.00095923485 MLMG: Final Iter. 6 resid, resid/bnorm = 1.450883521e-11, 1.512542544e-08 MLMG: Timers: Solve = 0.035967617 Iter = 0.034976634 Bottom = 0.029066007 Time in solve 0.038391575 Max/L2 norm of divergence after solve at level 1 : 3.073280827e-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 = 0.133373912 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: 0.2661385454 (terrain aware) 0.2661385454 (terrain unaware) Anelastic dt at level 1 would be: 3.255154422 (terrain aware) 3.255154422 (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 : 0.0006440429911 0.002718780868 and volume-weighted sum 49485.44499 Subtracting 7.159352574e-06 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 = 0.0006368836385 MLMG: Initial residual (resid0) = 0.0006368836385 MLMG: Final Iter. 7 resid, resid/bnorm = 4.62878784e-11, 7.267870549e-08 MLMG: Timers: Solve = 0.040224736 Iter = 0.03942136 Bottom = 0.032756942 Time in solve 0.042154098 Max/L2 norm of divergence after solve at level 1 : 7.159398862e-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 : 0.0009982193995 0.003584443168 and volume-weighted sum 49485.44499 Subtracting 7.159352574e-06 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 = 0.001005378752 MLMG: Initial residual (resid0) = 0.001005378752 MLMG: Final Iter. 6 resid, resid/bnorm = 1.453318275e-11, 1.445543058e-08 MLMG: Timers: Solve = 0.036663332 Iter = 0.035687627 Bottom = 0.029762653 Time in solve 0.039064595 Max/L2 norm of divergence after solve at level 1 : 7.159366809e-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 = 0.118847052 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: 0.26614281 (terrain aware) 0.26614281 (terrain unaware) Anelastic dt at level 1 would be: 3.251994699 (terrain aware) 3.251994699 (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 : 0.0007430803278 0.002459941977 and volume-weighted sum 72382.0599 Subtracting 1.047194154e-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 = 0.0007326083863 MLMG: Initial residual (resid0) = 0.0007326083863 MLMG: Final Iter. 7 resid, resid/bnorm = 2.140373738e-11, 2.92157963e-08 MLMG: Timers: Solve = 0.04127451 Iter = 0.040309715 Bottom = 0.033551769 Time in solve 0.04364006 Max/L2 norm of divergence after solve at level 1 : 1.047196294e-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 : 0.0009738092192 0.003632743879 and volume-weighted sum 72382.0599 Subtracting 1.047194154e-05 from rhs in subdomain 0 Sum after subtraction 5.475220971e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009842811607 MLMG: Initial residual (resid0) = 0.0009842811607 MLMG: Final Iter. 6 resid, resid/bnorm = 1.444888492e-11, 1.46796317e-08 MLMG: Timers: Solve = 0.03625057 Iter = 0.035296082 Bottom = 0.029404637 Time in solve 0.038609452 Max/L2 norm of divergence after solve at level 1 : 1.047195569e-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 = 0.120097436 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: 0.2661551612 (terrain aware) 0.2661551612 (terrain unaware) Anelastic dt at level 1 would be: 3.249928897 (terrain aware) 3.249928897 (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 : 0.000745458546 0.002557358806 and volume-weighted sum 86929.66244 Subtracting 1.25766294e-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 = 0.0007328819166 MLMG: Initial residual (resid0) = 0.0007328819166 MLMG: Final Iter. 6 resid, resid/bnorm = 5.701199695e-11, 7.77915182e-08 MLMG: Timers: Solve = 0.03499298 Iter = 0.034189871 Bottom = 0.028420231 Time in solve 0.036946945 Max/L2 norm of divergence after solve at level 1 : 1.257668531e-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 : 0.000919442155 0.003670352767 and volume-weighted sum 86929.66244 Subtracting 1.25766294e-05 from rhs in subdomain 0 Sum after subtraction 1.439278384e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009320187844 MLMG: Initial residual (resid0) = 0.0009320187844 MLMG: Final Iter. 6 resid, resid/bnorm = 1.42297815e-11, 1.526769818e-08 MLMG: Timers: Solve = 0.035608835 Iter = 0.034804375 Bottom = 0.029083444 Time in solve 0.037820119 Max/L2 norm of divergence after solve at level 1 : 1.257664334e-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 = 0.111470337 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: 0.2661742517 (terrain aware) 0.2661742517 (terrain unaware) Anelastic dt at level 1 would be: 3.247469604 (terrain aware) 3.247469604 (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 : 0.0006511609561 0.002592424494 and volume-weighted sum 91361.40848 Subtracting 1.321779637e-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 = 0.0006379431597 MLMG: Initial residual (resid0) = 0.0006379431597 MLMG: Final Iter. 7 resid, resid/bnorm = 1.121664076e-11, 1.758250809e-08 MLMG: Timers: Solve = 0.041398339 Iter = 0.040594605 Bottom = 0.03388706 Time in solve 0.043338113 Max/L2 norm of divergence after solve at level 1 : 1.321780736e-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 : 0.000979344575 0.003677691617 and volume-weighted sum 91361.40848 Subtracting 1.321779637e-05 from rhs in subdomain 0 Sum after subtraction 1.198043401e-11 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009925623714 MLMG: Initial residual (resid0) = 0.0009925623714 MLMG: Final Iter. 6 resid, resid/bnorm = 1.381024029e-11, 1.391372541e-08 MLMG: Timers: Solve = 0.035734392 Iter = 0.034781815 Bottom = 0.028949739 Time in solve 0.038141241 Max/L2 norm of divergence after solve at level 1 : 1.321780989e-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 = 0.117292852 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: 0.2661870641 (terrain aware) 0.2661870641 (terrain unaware) Anelastic dt at level 1 would be: 3.24210237 (terrain aware) 3.24210237 (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 : 0.0007182184684 0.002551950613 and volume-weighted sum 85396.74383 Subtracting 1.235485298e-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 = 0.0007058636154 MLMG: Initial residual (resid0) = 0.0007058636154 MLMG: Final Iter. 7 resid, resid/bnorm = 2.80658511e-11, 3.976101117e-08 MLMG: Timers: Solve = 0.041341997 Iter = 0.040537229 Bottom = 0.033837793 Time in solve 0.043275746 Max/L2 norm of divergence after solve at level 1 : 1.23548805e-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 : 0.0009775201554 0.003648938411 and volume-weighted sum 85396.74383 Subtracting 1.235485298e-05 from rhs in subdomain 0 Sum after subtraction -3.008661029e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009898750084 MLMG: Initial residual (resid0) = 0.0009898750084 MLMG: Final Iter. 6 resid, resid/bnorm = 1.311728497e-11, 1.325145585e-08 MLMG: Timers: Solve = 0.03555244 Iter = 0.034574264 Bottom = 0.02868011 Time in solve 0.037950076 Max/L2 norm of divergence after solve at level 1 : 1.235486583e-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 = 0.118382729 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: 0.2661891588 (terrain aware) 0.2661891588 (terrain unaware) Anelastic dt at level 1 would be: 3.237602917 (terrain aware) 3.237602917 (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 : 0.0007461906624 0.002456869771 and volume-weighted sum 70221.73641 Subtracting 1.015939474e-05 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 = 0.0007360312677 MLMG: Initial residual (resid0) = 0.0007360312677 MLMG: Final Iter. 7 resid, resid/bnorm = 4.073098061e-11, 5.533865529e-08 MLMG: Timers: Solve = 0.041743148 Iter = 0.040931295 Bottom = 0.034215591 Time in solve 0.04372855 Max/L2 norm of divergence after solve at level 1 : 1.015943466e-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 : 0.0009162348555 0.003594157636 and volume-weighted sum 70221.73641 Subtracting 1.015939474e-05 from rhs in subdomain 0 Sum after subtraction 9.134403303e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009263942502 MLMG: Initial residual (resid0) = 0.0009263942502 MLMG: Final Iter. 6 resid, resid/bnorm = 1.300638801e-11, 1.403979786e-08 MLMG: Timers: Solve = 0.035816889 Iter = 0.03484916 Bottom = 0.028979528 Time in solve 0.03818851 Max/L2 norm of divergence after solve at level 1 : 1.015940747e-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 = 0.11867704 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: 0.2661921711 (terrain aware) 0.2661921711 (terrain unaware) Anelastic dt at level 1 would be: 3.23380916 (terrain aware) 3.23380916 (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 : 0.0006771304235 0.002347811016 and volume-weighted sum 48199.00356 Subtracting 6.973235469e-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 = 0.000670157188 MLMG: Initial residual (resid0) = 0.000670157188 MLMG: Final Iter. 7 resid, resid/bnorm = 4.628718468e-11, 6.906914603e-08 MLMG: Timers: Solve = 0.042097703 Iter = 0.041136726 Bottom = 0.034349263 Time in solve 0.044492641 Max/L2 norm of divergence after solve at level 1 : 6.973280846e-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 : 0.0009627294065 0.003534729662 and volume-weighted sum 48199.00356 Subtracting 6.973235469e-06 from rhs in subdomain 0 Sum after subtraction -4.824699668e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.000969702642 MLMG: Initial residual (resid0) = 0.000969702642 MLMG: Final Iter. 6 resid, resid/bnorm = 1.232260383e-11, 1.270761087e-08 MLMG: Timers: Solve = 0.035269704 Iter = 0.034478638 Bottom = 0.02869864 Time in solve 0.037203801 Max/L2 norm of divergence after solve at level 1 : 6.973247536e-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 = 0.119862829 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: 0.2661949506 (terrain aware) 0.2661949506 (terrain unaware) Anelastic dt at level 1 would be: 3.230619359 (terrain aware) 3.230619359 (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 : 0.0006715664116 0.002266583177 and volume-weighted sum 22329.75494 Subtracting 3.230577972e-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 = 0.0006683358336 MLMG: Initial residual (resid0) = 0.0006683358336 MLMG: Final Iter. 7 resid, resid/bnorm = 4.387953678e-11, 6.565492164e-08 MLMG: Timers: Solve = 0.041925836 Iter = 0.040969344 Bottom = 0.034149681 Time in solve 0.044278806 Max/L2 norm of divergence after solve at level 1 : 3.23062099e-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 : 0.0009833314909 0.003492444723 and volume-weighted sum 22329.75494 Subtracting 3.230577972e-06 from rhs in subdomain 0 Sum after subtraction -2.439454888e-12 in subdomain 0 Solving in subdomain 0 of 1 bins at level 1 MLMG: Initial rhs = 0.0009865620688 MLMG: Initial residual (resid0) = 0.0009865620688 MLMG: Final Iter. 6 resid, resid/bnorm = 1.164529421e-11, 1.18039144e-08 MLMG: Timers: Solve = 0.035630959 Iter = 0.034842512 Bottom = 0.029043423 Time in solve 0.037621826 Max/L2 norm of divergence after solve at level 1 : 3.230589374e-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 = 0.118944143 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: 0.2661971376 (terrain aware) 0.2661971376 (terrain unaware) Anelastic dt at level 1 would be: 3.225774875 (terrain aware) 3.225774875 (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 : 0.0007279935408 0.002235988071 and volume-weighted sum -4355.89206 Subtracting -6.30192717e-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 = 0.0007286237335 MLMG: Initial residual (resid0) = 0.0007286237335 MLMG: Final Iter. 7 resid, resid/bnorm = 3.548834601e-11, 4.870599787e-08 MLMG: Timers: Solve = 0.042106814 Iter = 0.041147513 Bottom = 0.03438028 Time in solve 0.044466797 Max/L2 norm of divergence after solve at level 1 : 6.302282054e-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 : 0.0009427396473 0.003479481447 and volume-weighted sum -4355.89206 Subtracting -6.30192717e-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 = 0.0009421094546 MLMG: Initial residual (resid0) = 0.0009421094546 MLMG: Final Iter. 6 resid, resid/bnorm = 1.10922963e-11, 1.177389341e-08 MLMG: Timers: Solve = 0.036237991 Iter = 0.035262065 Bottom = 0.029375035 Time in solve 0.038645341 Max/L2 norm of divergence after solve at level 1 : 6.302038093e-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 = 0.120915689 seconds. 3DPlotfile write time = 0.008354303 seconds. Total Time: 33.49149363 Unused ParmParse Variables: [TOP]::amr.checkpoint_files_output(nvals = 1) :: [0] Total GPU global memory (MB) spread across MPI: [7965 ... 7965] Free GPU global memory (MB) spread across MPI: [7673 ... 7673] [The Arena] max space (MB) allocated spread across MPI: [65 ... 65] [The Arena] max space (MB) used spread across MPI: [56 ... 56] [The Device Arena] max space (MB) allocated spread across MPI: [8 ... 8] [The Device Arena] max space (MB) used spread across MPI: [0 ... 0] [The Pinned Arena] max space (MB) allocated spread across MPI: [8 ... 8] [The Pinned Arena] max space (MB) used spread across MPI: [0 ... 0] AMReX (26.08-36-gf2cbba4afc9e) finalized