Initializing AMReX (26.10-92-gec6902bd5e2b)... MPI initialized with 4 MPI processes MPI initialized with thread support level 0 Initializing CUDA... CUDA initialized with 1 device. AMReX (26.10-92-gec6902bd5e2b) initialized Successfully read inputs file ... ERF git hash: 04b401076 AMReX git hash: 26.10-92-gec6902bd5e Problem name (from inputs file) is: "Undefined" Level 0 is land Coriolis frequency, f = 9.348966817e-05 1/s PBL thermal stratification variable: thetav Thermal stratification based on gradient of potential temperature Maximum simulation length based on stop_time: 1800 s (elapsed) Adding stop time 1800 to start_time 0 Null land surface model! SOLVER CHOICE: At level 0 : compressible with implicit substepping vert_implicit_fac at level 0 : 1 1 0 (theta = 1, moisture = 1, tke = 1, momenta = 1) use_coriolis : 1 use_gravity : 1 Moisture Model: None Terrain Type: ImmersedForcing Flat fitted terrain: false Buildings Type: None Mesh Type: ConstantDz ABL Driver Type: Geostrophic Wind (-0,0.0007479173453,-0.0008913331833) Radiation Model: None Gradp_type : 0 Buoyancy_type at level 0 : 1 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 : 0 alpha_C : 0 dynamic_viscosity : 0 Not using any molecular diffusivity, i.e. using the modeled turbulent diffusivity Sponge choices: Rayleigh damping : U V W T (coef=0.2 1/s, depth=500 m) w damping : 0 (coeff = -1 * dz/dt**2) Turbulence Settings at level 0 Using Smagorinsky LES model at level 0 Smagorinsky uses Richardson number correction with Ri_crit = 0.25 Cs : 0.17 isotropic mixing : 1 Pr_t : 0.3333333333 Sc_t : 1 WRF lateral boundary density forcing: disabled WRF lateral boundary cloud-water/cloud-ice forcing: disabled Building EB geometry: Terrain-only mode (no buildings) Reading terrain file: WoA_dx5m_h100m_128x128.txt Expecting 128 values of x, 128 values of y, and 16384 values of z Height file WoA_dx5m_h100m_128x128.txt: 128 x 128 heights over x 0 .. 635, y 0 .. 635 read in ERF order: y varies fastest, height n is at (x[n / ny], y[n % ny]) lowest 37.902 m at (x, y) = (0, 0) highest 100 m at (x, y) = (320, 0) largest |dh/dx| 0.2598 at (172.5, 0), largest |dh/dy| 0 at (0, 2.5) WARNING: the terrain surface is not periodic in a periodic direction: a node on the high side of the domain differs from its image on the low side by up to 0.7438512 m. The low side is used for both, so the cells next to the high side see a step in the surface. AMReX EB: Iter. 1 fixed 1320 small cells EB geometry built successfully: Terrain-only mode (no buildings). Creating new distribution map on level: 0 BA FROM SCRATCH AT LEVEL 0 (BoxArray maxbox(4) m_ref->m_hash_sig(0) ((0,0,0) (63,63,127) (0,0,0)) ((0,64,0) (63,127,127) (0,0,0)) ((64,0,0) (127,63,127) (0,0,0)) ((64,64,0) (127,127,127) (0,0,0)) ) making EB factory Done making EB factory at level 0. input_sounding file location : input_sounding_CBL Successfully opened the input_sounding file. Now reading... Successfully read the 0th input_sounding file... ideal sounding init: surface dry air density = 1.20834768399722 kg/m^3 Problem name "undefined" does not add any state perturbations. Problem name "undefined" does not add any velocity perturbations. Based on cfl of one Compressible dt at level 0 would be: 0.04103668351 (terrain aware) 0.04103668351 (terrain unaware) Anelastic dt at level 0 would be: 0.625 (terrain aware) 0.625 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 Max value of |p_hse - p_eos| is 0, less than the tolerance 1.007703684e-08 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 zero Writing native 3D plotfile ImmersedForcing_Terrain_plt00000 3DPlotfile write time = 0.123279199 seconds. TIME= 0 MASS = 308337990.27254796 RHO THETA = 89418017179.038834 RHO SCALAR = 0 Coarse STEP 1 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04103668351 (terrain aware) 0.04103668351 (terrain unaware) Anelastic dt at level 0 would be: 0.625 (terrain aware) 0.625 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 1] ADVANCE from elapsed time = 0 to 0.125 with dt = 0.125 Making slow rhs at time 0 for fast variables advancing from 0 to 0.04166666666667 Fast time integration at level 0 from 0 to 0.04166666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0 to 0.04166666666667 with dt = 0.04166666666667 using RHS created at 0 Making slow rhs at time 0.04166666666667 for fast variables advancing from 0 to 0.0625 Fast time integration at level 0 from 0 to 0.00625 with dt = 0.00625 Fast time integration at level 0 from 0.00625 to 0.0125 with dt = 0.00625 Fast time integration at level 0 from 0.0125 to 0.01875 with dt = 0.00625 Fast time integration at level 0 from 0.01875 to 0.025 with dt = 0.00625 Fast time integration at level 0 from 0.025 to 0.03125 with dt = 0.00625 Fast time integration at level 0 from 0.03125 to 0.0375 with dt = 0.00625 Fast time integration at level 0 from 0.0375 to 0.04375 with dt = 0.00625 Fast time integration at level 0 from 0.04375 to 0.05 with dt = 0.00625 Fast time integration at level 0 from 0.05 to 0.05625 with dt = 0.00625 Fast time integration at level 0 from 0.05625 to 0.0625 with dt = 0.00625 Time integration of scalars at level 0 from 0 to 0.0625 with dt = 0.0625 using RHS created at 0.04166666666667 Making slow rhs at time 0.0625 for fast variables advancing from 0 to 0.125 Fast time integration at level 0 from 0 to 0.00625 with dt = 0.00625 Fast time integration at level 0 from 0.00625 to 0.0125 with dt = 0.00625 Fast time integration at level 0 from 0.0125 to 0.01875 with dt = 0.00625 Fast time integration at level 0 from 0.01875 to 0.025 with dt = 0.00625 Fast time integration at level 0 from 0.025 to 0.03125 with dt = 0.00625 Fast time integration at level 0 from 0.03125 to 0.0375 with dt = 0.00625 Fast time integration at level 0 from 0.0375 to 0.04375 with dt = 0.00625 Fast time integration at level 0 from 0.04375 to 0.05 with dt = 0.00625 Fast time integration at level 0 from 0.05 to 0.05625 with dt = 0.00625 Fast time integration at level 0 from 0.05625 to 0.0625 with dt = 0.00625 Fast time integration at level 0 from 0.0625 to 0.06875 with dt = 0.00625 Fast time integration at level 0 from 0.06875 to 0.075 with dt = 0.00625 Fast time integration at level 0 from 0.075 to 0.08125 with dt = 0.00625 Fast time integration at level 0 from 0.08125 to 0.0875 with dt = 0.00625 Fast time integration at level 0 from 0.0875 to 0.09375 with dt = 0.00625 Fast time integration at level 0 from 0.09375 to 0.1 with dt = 0.00625 Fast time integration at level 0 from 0.1 to 0.10625 with dt = 0.00625 Fast time integration at level 0 from 0.10625 to 0.1125 with dt = 0.00625 Fast time integration at level 0 from 0.1125 to 0.11875 with dt = 0.00625 Fast time integration at level 0 from 0.11875 to 0.125 with dt = 0.00625 Time integration of scalars at level 0 from 0 to 0.125 with dt = 0.125 using RHS created at 0.0625 Done with advance_dycore at level 0 [Level 0 step 1] Advanced 2097152 cells Coarse STEP 1 ends. TIME = 0.125 DT = 0.125 Timestep time = 1.299628357 seconds. TIME= 0.125 MASS = 308337300.07900721 RHO THETA = 89419376414.110992 RHO SCALAR = 0 Coarse STEP 2 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04069658105 (terrain aware) 0.04069658105 (terrain unaware) Anelastic dt at level 0 would be: 0.5448611987 (terrain aware) 0.5448611987 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 2] ADVANCE from elapsed time = 0.125 to 0.25 with dt = 0.125 Making slow rhs at time 0.125 for fast variables advancing from 0.125 to 0.1666666666667 Fast time integration at level 0 from 0.125 to 0.1666666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0.125 to 0.1666666666667 with dt = 0.04166666666667 using RHS created at 0.125 Making slow rhs at time 0.1666666666667 for fast variables advancing from 0.125 to 0.1875 Fast time integration at level 0 from 0.125 to 0.13125 with dt = 0.00625 Fast time integration at level 0 from 0.13125 to 0.1375 with dt = 0.00625 Fast time integration at level 0 from 0.1375 to 0.14375 with dt = 0.00625 Fast time integration at level 0 from 0.14375 to 0.15 with dt = 0.00625 Fast time integration at level 0 from 0.15 to 0.15625 with dt = 0.00625 Fast time integration at level 0 from 0.15625 to 0.1625 with dt = 0.00625 Fast time integration at level 0 from 0.1625 to 0.16875 with dt = 0.00625 Fast time integration at level 0 from 0.16875 to 0.175 with dt = 0.00625 Fast time integration at level 0 from 0.175 to 0.18125 with dt = 0.00625 Fast time integration at level 0 from 0.18125 to 0.1875 with dt = 0.00625 Time integration of scalars at level 0 from 0.125 to 0.1875 with dt = 0.0625 using RHS created at 0.1666666666667 Making slow rhs at time 0.1875 for fast variables advancing from 0.125 to 0.25 Fast time integration at level 0 from 0.125 to 0.13125 with dt = 0.00625 Fast time integration at level 0 from 0.13125 to 0.1375 with dt = 0.00625 Fast time integration at level 0 from 0.1375 to 0.14375 with dt = 0.00625 Fast time integration at level 0 from 0.14375 to 0.15 with dt = 0.00625 Fast time integration at level 0 from 0.15 to 0.15625 with dt = 0.00625 Fast time integration at level 0 from 0.15625 to 0.1625 with dt = 0.00625 Fast time integration at level 0 from 0.1625 to 0.16875 with dt = 0.00625 Fast time integration at level 0 from 0.16875 to 0.175 with dt = 0.00625 Fast time integration at level 0 from 0.175 to 0.18125 with dt = 0.00625 Fast time integration at level 0 from 0.18125 to 0.1875 with dt = 0.00625 Fast time integration at level 0 from 0.1875 to 0.19375 with dt = 0.00625 Fast time integration at level 0 from 0.19375 to 0.2 with dt = 0.00625 Fast time integration at level 0 from 0.2 to 0.20625 with dt = 0.00625 Fast time integration at level 0 from 0.20625 to 0.2125 with dt = 0.00625 Fast time integration at level 0 from 0.2125 to 0.21875 with dt = 0.00625 Fast time integration at level 0 from 0.21875 to 0.225 with dt = 0.00625 Fast time integration at level 0 from 0.225 to 0.23125 with dt = 0.00625 Fast time integration at level 0 from 0.23125 to 0.2375 with dt = 0.00625 Fast time integration at level 0 from 0.2375 to 0.24375 with dt = 0.00625 Fast time integration at level 0 from 0.24375 to 0.25 with dt = 0.00625 Time integration of scalars at level 0 from 0.125 to 0.25 with dt = 0.125 using RHS created at 0.1875 Done with advance_dycore at level 0 [Level 0 step 2] Advanced 2097152 cells Coarse STEP 2 ends. TIME = 0.25 DT = 0.125 Timestep time = 1.295123318 seconds. TIME= 0.25 MASS = 308335804.22335339 RHO THETA = 89419944144.631836 RHO SCALAR = 0 Coarse STEP 3 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04055494556 (terrain aware) 0.04055494556 (terrain unaware) Anelastic dt at level 0 would be: 0.5203961895 (terrain aware) 0.5203961895 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 3] ADVANCE from elapsed time = 0.25 to 0.375 with dt = 0.125 Making slow rhs at time 0.25 for fast variables advancing from 0.25 to 0.2916666666667 Fast time integration at level 0 from 0.25 to 0.2916666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0.25 to 0.2916666666667 with dt = 0.04166666666667 using RHS created at 0.25 Making slow rhs at time 0.2916666666667 for fast variables advancing from 0.25 to 0.3125 Fast time integration at level 0 from 0.25 to 0.25625 with dt = 0.00625 Fast time integration at level 0 from 0.25625 to 0.2625 with dt = 0.00625 Fast time integration at level 0 from 0.2625 to 0.26875 with dt = 0.00625 Fast time integration at level 0 from 0.26875 to 0.275 with dt = 0.00625 Fast time integration at level 0 from 0.275 to 0.28125 with dt = 0.00625 Fast time integration at level 0 from 0.28125 to 0.2875 with dt = 0.00625 Fast time integration at level 0 from 0.2875 to 0.29375 with dt = 0.00625 Fast time integration at level 0 from 0.29375 to 0.3 with dt = 0.00625 Fast time integration at level 0 from 0.3 to 0.30625 with dt = 0.00625 Fast time integration at level 0 from 0.30625 to 0.3125 with dt = 0.00625 Time integration of scalars at level 0 from 0.25 to 0.3125 with dt = 0.0625 using RHS created at 0.2916666666667 Making slow rhs at time 0.3125 for fast variables advancing from 0.25 to 0.375 Fast time integration at level 0 from 0.25 to 0.25625 with dt = 0.00625 Fast time integration at level 0 from 0.25625 to 0.2625 with dt = 0.00625 Fast time integration at level 0 from 0.2625 to 0.26875 with dt = 0.00625 Fast time integration at level 0 from 0.26875 to 0.275 with dt = 0.00625 Fast time integration at level 0 from 0.275 to 0.28125 with dt = 0.00625 Fast time integration at level 0 from 0.28125 to 0.2875 with dt = 0.00625 Fast time integration at level 0 from 0.2875 to 0.29375 with dt = 0.00625 Fast time integration at level 0 from 0.29375 to 0.3 with dt = 0.00625 Fast time integration at level 0 from 0.3 to 0.30625 with dt = 0.00625 Fast time integration at level 0 from 0.30625 to 0.3125 with dt = 0.00625 Fast time integration at level 0 from 0.3125 to 0.31875 with dt = 0.00625 Fast time integration at level 0 from 0.31875 to 0.325 with dt = 0.00625 Fast time integration at level 0 from 0.325 to 0.33125 with dt = 0.00625 Fast time integration at level 0 from 0.33125 to 0.3375 with dt = 0.00625 Fast time integration at level 0 from 0.3375 to 0.34375 with dt = 0.00625 Fast time integration at level 0 from 0.34375 to 0.35 with dt = 0.00625 Fast time integration at level 0 from 0.35 to 0.35625 with dt = 0.00625 Fast time integration at level 0 from 0.35625 to 0.3625 with dt = 0.00625 Fast time integration at level 0 from 0.3625 to 0.36875 with dt = 0.00625 Fast time integration at level 0 from 0.36875 to 0.375 with dt = 0.00625 Time integration of scalars at level 0 from 0.25 to 0.375 with dt = 0.125 using RHS created at 0.3125 Done with advance_dycore at level 0 [Level 0 step 3] Advanced 2097152 cells Coarse STEP 3 ends. TIME = 0.375 DT = 0.125 Timestep time = 1.296896876 seconds. TIME= 0.375 MASS = 308333996.51522624 RHO THETA = 89420171139.510391 RHO SCALAR = 0 Coarse STEP 4 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.0404539456 (terrain aware) 0.0404539456 (terrain unaware) Anelastic dt at level 0 would be: 0.5043925168 (terrain aware) 0.5043925168 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 4] ADVANCE from elapsed time = 0.375 to 0.5 with dt = 0.125 Making slow rhs at time 0.375 for fast variables advancing from 0.375 to 0.4166666666667 Fast time integration at level 0 from 0.375 to 0.4166666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0.375 to 0.4166666666667 with dt = 0.04166666666667 using RHS created at 0.375 Making slow rhs at time 0.4166666666667 for fast variables advancing from 0.375 to 0.4375 Fast time integration at level 0 from 0.375 to 0.38125 with dt = 0.00625 Fast time integration at level 0 from 0.38125 to 0.3875 with dt = 0.00625 Fast time integration at level 0 from 0.3875 to 0.39375 with dt = 0.00625 Fast time integration at level 0 from 0.39375 to 0.4 with dt = 0.00625 Fast time integration at level 0 from 0.4 to 0.40625 with dt = 0.00625 Fast time integration at level 0 from 0.40625 to 0.4125 with dt = 0.00625 Fast time integration at level 0 from 0.4125 to 0.41875 with dt = 0.00625 Fast time integration at level 0 from 0.41875 to 0.425 with dt = 0.00625 Fast time integration at level 0 from 0.425 to 0.43125 with dt = 0.00625 Fast time integration at level 0 from 0.43125 to 0.4375 with dt = 0.00625 Time integration of scalars at level 0 from 0.375 to 0.4375 with dt = 0.0625 using RHS created at 0.4166666666667 Making slow rhs at time 0.4375 for fast variables advancing from 0.375 to 0.5 Fast time integration at level 0 from 0.375 to 0.38125 with dt = 0.00625 Fast time integration at level 0 from 0.38125 to 0.3875 with dt = 0.00625 Fast time integration at level 0 from 0.3875 to 0.39375 with dt = 0.00625 Fast time integration at level 0 from 0.39375 to 0.4 with dt = 0.00625 Fast time integration at level 0 from 0.4 to 0.40625 with dt = 0.00625 Fast time integration at level 0 from 0.40625 to 0.4125 with dt = 0.00625 Fast time integration at level 0 from 0.4125 to 0.41875 with dt = 0.00625 Fast time integration at level 0 from 0.41875 to 0.425 with dt = 0.00625 Fast time integration at level 0 from 0.425 to 0.43125 with dt = 0.00625 Fast time integration at level 0 from 0.43125 to 0.4375 with dt = 0.00625 Fast time integration at level 0 from 0.4375 to 0.44375 with dt = 0.00625 Fast time integration at level 0 from 0.44375 to 0.45 with dt = 0.00625 Fast time integration at level 0 from 0.45 to 0.45625 with dt = 0.00625 Fast time integration at level 0 from 0.45625 to 0.4625 with dt = 0.00625 Fast time integration at level 0 from 0.4625 to 0.46875 with dt = 0.00625 Fast time integration at level 0 from 0.46875 to 0.475 with dt = 0.00625 Fast time integration at level 0 from 0.475 to 0.48125 with dt = 0.00625 Fast time integration at level 0 from 0.48125 to 0.4875 with dt = 0.00625 Fast time integration at level 0 from 0.4875 to 0.49375 with dt = 0.00625 Fast time integration at level 0 from 0.49375 to 0.5 with dt = 0.00625 Time integration of scalars at level 0 from 0.375 to 0.5 with dt = 0.125 using RHS created at 0.4375 Done with advance_dycore at level 0 [Level 0 step 4] Advanced 2097152 cells Coarse STEP 4 ends. TIME = 0.5 DT = 0.125 Timestep time = 1.295448235 seconds. TIME= 0.5 MASS = 308332368.17612618 RHO THETA = 89420319159.54631 RHO SCALAR = 0 Coarse STEP 5 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04035122155 (terrain aware) 0.04035122155 (terrain unaware) Anelastic dt at level 0 would be: 0.4891479936 (terrain aware) 0.4891479936 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 5] ADVANCE from elapsed time = 0.5 to 0.625 with dt = 0.125 Making slow rhs at time 0.5 for fast variables advancing from 0.5 to 0.5416666666667 Fast time integration at level 0 from 0.5 to 0.5416666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0.5 to 0.5416666666667 with dt = 0.04166666666667 using RHS created at 0.5 Making slow rhs at time 0.5416666666667 for fast variables advancing from 0.5 to 0.5625 Fast time integration at level 0 from 0.5 to 0.50625 with dt = 0.00625 Fast time integration at level 0 from 0.50625 to 0.5125 with dt = 0.00625 Fast time integration at level 0 from 0.5125 to 0.51875 with dt = 0.00625 Fast time integration at level 0 from 0.51875 to 0.525 with dt = 0.00625 Fast time integration at level 0 from 0.525 to 0.53125 with dt = 0.00625 Fast time integration at level 0 from 0.53125 to 0.5375 with dt = 0.00625 Fast time integration at level 0 from 0.5375 to 0.54375 with dt = 0.00625 Fast time integration at level 0 from 0.54375 to 0.55 with dt = 0.00625 Fast time integration at level 0 from 0.55 to 0.55625 with dt = 0.00625 Fast time integration at level 0 from 0.55625 to 0.5625 with dt = 0.00625 Time integration of scalars at level 0 from 0.5 to 0.5625 with dt = 0.0625 using RHS created at 0.5416666666667 Making slow rhs at time 0.5625 for fast variables advancing from 0.5 to 0.625 Fast time integration at level 0 from 0.5 to 0.50625 with dt = 0.00625 Fast time integration at level 0 from 0.50625 to 0.5125 with dt = 0.00625 Fast time integration at level 0 from 0.5125 to 0.51875 with dt = 0.00625 Fast time integration at level 0 from 0.51875 to 0.525 with dt = 0.00625 Fast time integration at level 0 from 0.525 to 0.53125 with dt = 0.00625 Fast time integration at level 0 from 0.53125 to 0.5375 with dt = 0.00625 Fast time integration at level 0 from 0.5375 to 0.54375 with dt = 0.00625 Fast time integration at level 0 from 0.54375 to 0.55 with dt = 0.00625 Fast time integration at level 0 from 0.55 to 0.55625 with dt = 0.00625 Fast time integration at level 0 from 0.55625 to 0.5625 with dt = 0.00625 Fast time integration at level 0 from 0.5625 to 0.56875 with dt = 0.00625 Fast time integration at level 0 from 0.56875 to 0.575 with dt = 0.00625 Fast time integration at level 0 from 0.575 to 0.58125 with dt = 0.00625 Fast time integration at level 0 from 0.58125 to 0.5875 with dt = 0.00625 Fast time integration at level 0 from 0.5875 to 0.59375 with dt = 0.00625 Fast time integration at level 0 from 0.59375 to 0.6 with dt = 0.00625 Fast time integration at level 0 from 0.6 to 0.60625 with dt = 0.00625 Fast time integration at level 0 from 0.60625 to 0.6125 with dt = 0.00625 Fast time integration at level 0 from 0.6125 to 0.61875 with dt = 0.00625 Fast time integration at level 0 from 0.61875 to 0.625 with dt = 0.00625 Time integration of scalars at level 0 from 0.5 to 0.625 with dt = 0.125 using RHS created at 0.5625 Done with advance_dycore at level 0 [Level 0 step 5] Advanced 2097152 cells Coarse STEP 5 ends. TIME = 0.625 DT = 0.125 Timestep time = 1.29415995 seconds. TIME= 0.625 MASS = 308331015.00301623 RHO THETA = 89420468877.110687 RHO SCALAR = 0 Coarse STEP 6 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04027430478 (terrain aware) 0.04027430478 (terrain unaware) Anelastic dt at level 0 would be: 0.4783919481 (terrain aware) 0.4783919481 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 6] ADVANCE from elapsed time = 0.625 to 0.75 with dt = 0.125 Making slow rhs at time 0.625 for fast variables advancing from 0.625 to 0.6666666666667 Fast time integration at level 0 from 0.625 to 0.6666666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0.625 to 0.6666666666667 with dt = 0.04166666666667 using RHS created at 0.625 Making slow rhs at time 0.6666666666667 for fast variables advancing from 0.625 to 0.6875 Fast time integration at level 0 from 0.625 to 0.63125 with dt = 0.00625 Fast time integration at level 0 from 0.63125 to 0.6375 with dt = 0.00625 Fast time integration at level 0 from 0.6375 to 0.64375 with dt = 0.00625 Fast time integration at level 0 from 0.64375 to 0.65 with dt = 0.00625 Fast time integration at level 0 from 0.65 to 0.65625 with dt = 0.00625 Fast time integration at level 0 from 0.65625 to 0.6625 with dt = 0.00625 Fast time integration at level 0 from 0.6625 to 0.66875 with dt = 0.00625 Fast time integration at level 0 from 0.66875 to 0.675 with dt = 0.00625 Fast time integration at level 0 from 0.675 to 0.68125 with dt = 0.00625 Fast time integration at level 0 from 0.68125 to 0.6875 with dt = 0.00625 Time integration of scalars at level 0 from 0.625 to 0.6875 with dt = 0.0625 using RHS created at 0.6666666666667 Making slow rhs at time 0.6875 for fast variables advancing from 0.625 to 0.75 Fast time integration at level 0 from 0.625 to 0.63125 with dt = 0.00625 Fast time integration at level 0 from 0.63125 to 0.6375 with dt = 0.00625 Fast time integration at level 0 from 0.6375 to 0.64375 with dt = 0.00625 Fast time integration at level 0 from 0.64375 to 0.65 with dt = 0.00625 Fast time integration at level 0 from 0.65 to 0.65625 with dt = 0.00625 Fast time integration at level 0 from 0.65625 to 0.6625 with dt = 0.00625 Fast time integration at level 0 from 0.6625 to 0.66875 with dt = 0.00625 Fast time integration at level 0 from 0.66875 to 0.675 with dt = 0.00625 Fast time integration at level 0 from 0.675 to 0.68125 with dt = 0.00625 Fast time integration at level 0 from 0.68125 to 0.6875 with dt = 0.00625 Fast time integration at level 0 from 0.6875 to 0.69375 with dt = 0.00625 Fast time integration at level 0 from 0.69375 to 0.7 with dt = 0.00625 Fast time integration at level 0 from 0.7 to 0.70625 with dt = 0.00625 Fast time integration at level 0 from 0.70625 to 0.7125 with dt = 0.00625 Fast time integration at level 0 from 0.7125 to 0.71875 with dt = 0.00625 Fast time integration at level 0 from 0.71875 to 0.725 with dt = 0.00625 Fast time integration at level 0 from 0.725 to 0.73125 with dt = 0.00625 Fast time integration at level 0 from 0.73125 to 0.7375 with dt = 0.00625 Fast time integration at level 0 from 0.7375 to 0.74375 with dt = 0.00625 Fast time integration at level 0 from 0.74375 to 0.75 with dt = 0.00625 Time integration of scalars at level 0 from 0.625 to 0.75 with dt = 0.125 using RHS created at 0.6875 Done with advance_dycore at level 0 [Level 0 step 6] Advanced 2097152 cells Coarse STEP 6 ends. TIME = 0.75 DT = 0.125 Timestep time = 1.292760089 seconds. TIME= 0.75 MASS = 308329913.98155844 RHO THETA = 89420639525.598724 RHO SCALAR = 0 Coarse STEP 7 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04021599876 (terrain aware) 0.04021599876 (terrain unaware) Anelastic dt at level 0 would be: 0.4702903278 (terrain aware) 0.4702903278 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 7] ADVANCE from elapsed time = 0.75 to 0.875 with dt = 0.125 Making slow rhs at time 0.75 for fast variables advancing from 0.75 to 0.7916666666667 Fast time integration at level 0 from 0.75 to 0.7916666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0.75 to 0.7916666666667 with dt = 0.04166666666667 using RHS created at 0.75 Making slow rhs at time 0.7916666666667 for fast variables advancing from 0.75 to 0.8125 Fast time integration at level 0 from 0.75 to 0.75625 with dt = 0.00625 Fast time integration at level 0 from 0.75625 to 0.7625 with dt = 0.00625 Fast time integration at level 0 from 0.7625 to 0.76875 with dt = 0.00625 Fast time integration at level 0 from 0.76875 to 0.775 with dt = 0.00625 Fast time integration at level 0 from 0.775 to 0.78125 with dt = 0.00625 Fast time integration at level 0 from 0.78125 to 0.7875 with dt = 0.00625 Fast time integration at level 0 from 0.7875 to 0.79375 with dt = 0.00625 Fast time integration at level 0 from 0.79375 to 0.8 with dt = 0.00625 Fast time integration at level 0 from 0.8 to 0.80625 with dt = 0.00625 Fast time integration at level 0 from 0.80625 to 0.8125 with dt = 0.00625 Time integration of scalars at level 0 from 0.75 to 0.8125 with dt = 0.0625 using RHS created at 0.7916666666667 Making slow rhs at time 0.8125 for fast variables advancing from 0.75 to 0.875 Fast time integration at level 0 from 0.75 to 0.75625 with dt = 0.00625 Fast time integration at level 0 from 0.75625 to 0.7625 with dt = 0.00625 Fast time integration at level 0 from 0.7625 to 0.76875 with dt = 0.00625 Fast time integration at level 0 from 0.76875 to 0.775 with dt = 0.00625 Fast time integration at level 0 from 0.775 to 0.78125 with dt = 0.00625 Fast time integration at level 0 from 0.78125 to 0.7875 with dt = 0.00625 Fast time integration at level 0 from 0.7875 to 0.79375 with dt = 0.00625 Fast time integration at level 0 from 0.79375 to 0.8 with dt = 0.00625 Fast time integration at level 0 from 0.8 to 0.80625 with dt = 0.00625 Fast time integration at level 0 from 0.80625 to 0.8125 with dt = 0.00625 Fast time integration at level 0 from 0.8125 to 0.81875 with dt = 0.00625 Fast time integration at level 0 from 0.81875 to 0.825 with dt = 0.00625 Fast time integration at level 0 from 0.825 to 0.83125 with dt = 0.00625 Fast time integration at level 0 from 0.83125 to 0.8375 with dt = 0.00625 Fast time integration at level 0 from 0.8375 to 0.84375 with dt = 0.00625 Fast time integration at level 0 from 0.84375 to 0.85 with dt = 0.00625 Fast time integration at level 0 from 0.85 to 0.85625 with dt = 0.00625 Fast time integration at level 0 from 0.85625 to 0.8625 with dt = 0.00625 Fast time integration at level 0 from 0.8625 to 0.86875 with dt = 0.00625 Fast time integration at level 0 from 0.86875 to 0.875 with dt = 0.00625 Time integration of scalars at level 0 from 0.75 to 0.875 with dt = 0.125 using RHS created at 0.8125 Done with advance_dycore at level 0 [Level 0 step 7] Advanced 2097152 cells Coarse STEP 7 ends. TIME = 0.875 DT = 0.125 Timestep time = 1.291608394 seconds. TIME= 0.875 MASS = 308329066.06357419 RHO THETA = 89420845082.254059 RHO SCALAR = 0 Coarse STEP 8 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04019625248 (terrain aware) 0.04019625248 (terrain unaware) Anelastic dt at level 0 would be: 0.4680942974 (terrain aware) 0.4680942974 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 8] ADVANCE from elapsed time = 0.875 to 1 with dt = 0.125 Making slow rhs at time 0.875 for fast variables advancing from 0.875 to 0.9166666666667 Fast time integration at level 0 from 0.875 to 0.9166666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 0.875 to 0.9166666666667 with dt = 0.04166666666667 using RHS created at 0.875 Making slow rhs at time 0.9166666666667 for fast variables advancing from 0.875 to 0.9375 Fast time integration at level 0 from 0.875 to 0.88125 with dt = 0.00625 Fast time integration at level 0 from 0.88125 to 0.8875 with dt = 0.00625 Fast time integration at level 0 from 0.8875 to 0.89375 with dt = 0.00625 Fast time integration at level 0 from 0.89375 to 0.9 with dt = 0.00625 Fast time integration at level 0 from 0.9 to 0.90625 with dt = 0.00625 Fast time integration at level 0 from 0.90625 to 0.9125 with dt = 0.00625 Fast time integration at level 0 from 0.9125 to 0.91875 with dt = 0.00625 Fast time integration at level 0 from 0.91875 to 0.925 with dt = 0.00625 Fast time integration at level 0 from 0.925 to 0.93125 with dt = 0.00625 Fast time integration at level 0 from 0.93125 to 0.9375 with dt = 0.00625 Time integration of scalars at level 0 from 0.875 to 0.9375 with dt = 0.0625 using RHS created at 0.9166666666667 Making slow rhs at time 0.9375 for fast variables advancing from 0.875 to 1 Fast time integration at level 0 from 0.875 to 0.88125 with dt = 0.00625 Fast time integration at level 0 from 0.88125 to 0.8875 with dt = 0.00625 Fast time integration at level 0 from 0.8875 to 0.89375 with dt = 0.00625 Fast time integration at level 0 from 0.89375 to 0.9 with dt = 0.00625 Fast time integration at level 0 from 0.9 to 0.90625 with dt = 0.00625 Fast time integration at level 0 from 0.90625 to 0.9125 with dt = 0.00625 Fast time integration at level 0 from 0.9125 to 0.91875 with dt = 0.00625 Fast time integration at level 0 from 0.91875 to 0.925 with dt = 0.00625 Fast time integration at level 0 from 0.925 to 0.93125 with dt = 0.00625 Fast time integration at level 0 from 0.93125 to 0.9375 with dt = 0.00625 Fast time integration at level 0 from 0.9375 to 0.94375 with dt = 0.00625 Fast time integration at level 0 from 0.94375 to 0.95 with dt = 0.00625 Fast time integration at level 0 from 0.95 to 0.95625 with dt = 0.00625 Fast time integration at level 0 from 0.95625 to 0.9625 with dt = 0.00625 Fast time integration at level 0 from 0.9625 to 0.96875 with dt = 0.00625 Fast time integration at level 0 from 0.96875 to 0.975 with dt = 0.00625 Fast time integration at level 0 from 0.975 to 0.98125 with dt = 0.00625 Fast time integration at level 0 from 0.98125 to 0.9875 with dt = 0.00625 Fast time integration at level 0 from 0.9875 to 0.99375 with dt = 0.00625 Fast time integration at level 0 from 0.99375 to 1 with dt = 0.00625 Time integration of scalars at level 0 from 0.875 to 1 with dt = 0.125 using RHS created at 0.9375 Done with advance_dycore at level 0 [Level 0 step 8] Advanced 2097152 cells Coarse STEP 8 ends. TIME = 1 DT = 0.125 Timestep time = 1.290878241 seconds. TIME= 1 MASS = 308328432.19318324 RHO THETA = 89421081695.206543 RHO SCALAR = 0 Coarse STEP 9 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04021940458 (terrain aware) 0.04021940458 (terrain unaware) Anelastic dt at level 0 would be: 0.4717916181 (terrain aware) 0.4717916181 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 9] ADVANCE from elapsed time = 1 to 1.125 with dt = 0.125 Making slow rhs at time 1 for fast variables advancing from 1 to 1.041666666667 Fast time integration at level 0 from 1 to 1.041666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 1 to 1.041666666667 with dt = 0.04166666666667 using RHS created at 1 Making slow rhs at time 1.041666666667 for fast variables advancing from 1 to 1.0625 Fast time integration at level 0 from 1 to 1.00625 with dt = 0.00625 Fast time integration at level 0 from 1.00625 to 1.0125 with dt = 0.00625 Fast time integration at level 0 from 1.0125 to 1.01875 with dt = 0.00625 Fast time integration at level 0 from 1.01875 to 1.025 with dt = 0.00625 Fast time integration at level 0 from 1.025 to 1.03125 with dt = 0.00625 Fast time integration at level 0 from 1.03125 to 1.0375 with dt = 0.00625 Fast time integration at level 0 from 1.0375 to 1.04375 with dt = 0.00625 Fast time integration at level 0 from 1.04375 to 1.05 with dt = 0.00625 Fast time integration at level 0 from 1.05 to 1.05625 with dt = 0.00625 Fast time integration at level 0 from 1.05625 to 1.0625 with dt = 0.00625 Time integration of scalars at level 0 from 1 to 1.0625 with dt = 0.0625 using RHS created at 1.041666666667 Making slow rhs at time 1.0625 for fast variables advancing from 1 to 1.125 Fast time integration at level 0 from 1 to 1.00625 with dt = 0.00625 Fast time integration at level 0 from 1.00625 to 1.0125 with dt = 0.00625 Fast time integration at level 0 from 1.0125 to 1.01875 with dt = 0.00625 Fast time integration at level 0 from 1.01875 to 1.025 with dt = 0.00625 Fast time integration at level 0 from 1.025 to 1.03125 with dt = 0.00625 Fast time integration at level 0 from 1.03125 to 1.0375 with dt = 0.00625 Fast time integration at level 0 from 1.0375 to 1.04375 with dt = 0.00625 Fast time integration at level 0 from 1.04375 to 1.05 with dt = 0.00625 Fast time integration at level 0 from 1.05 to 1.05625 with dt = 0.00625 Fast time integration at level 0 from 1.05625 to 1.0625 with dt = 0.00625 Fast time integration at level 0 from 1.0625 to 1.06875 with dt = 0.00625 Fast time integration at level 0 from 1.06875 to 1.075 with dt = 0.00625 Fast time integration at level 0 from 1.075 to 1.08125 with dt = 0.00625 Fast time integration at level 0 from 1.08125 to 1.0875 with dt = 0.00625 Fast time integration at level 0 from 1.0875 to 1.09375 with dt = 0.00625 Fast time integration at level 0 from 1.09375 to 1.1 with dt = 0.00625 Fast time integration at level 0 from 1.1 to 1.10625 with dt = 0.00625 Fast time integration at level 0 from 1.10625 to 1.1125 with dt = 0.00625 Fast time integration at level 0 from 1.1125 to 1.11875 with dt = 0.00625 Fast time integration at level 0 from 1.11875 to 1.125 with dt = 0.00625 Time integration of scalars at level 0 from 1 to 1.125 with dt = 0.125 using RHS created at 1.0625 Done with advance_dycore at level 0 [Level 0 step 9] Advanced 2097152 cells Coarse STEP 9 ends. TIME = 1.125 DT = 0.125 Timestep time = 1.288982661 seconds. TIME= 1.125 MASS = 308328007.51060677 RHO THETA = 89421352391.241516 RHO SCALAR = 0 Coarse STEP 10 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.04025874575 (terrain aware) 0.04025874575 (terrain unaware) Anelastic dt at level 0 would be: 0.4777430853 (terrain aware) 0.4777430853 (terrain unaware) Fixed dt at level 0 is: 0.125 smallest even ratio is: 20 [Level 0 step 10] ADVANCE from elapsed time = 1.125 to 1.25 with dt = 0.125 Making slow rhs at time 1.125 for fast variables advancing from 1.125 to 1.166666666667 Fast time integration at level 0 from 1.125 to 1.166666666667 with dt = 0.04166666666667 Time integration of scalars at level 0 from 1.125 to 1.166666666667 with dt = 0.04166666666667 using RHS created at 1.125 Making slow rhs at time 1.166666666667 for fast variables advancing from 1.125 to 1.1875 Fast time integration at level 0 from 1.125 to 1.13125 with dt = 0.00625 Fast time integration at level 0 from 1.13125 to 1.1375 with dt = 0.00625 Fast time integration at level 0 from 1.1375 to 1.14375 with dt = 0.00625 Fast time integration at level 0 from 1.14375 to 1.15 with dt = 0.00625 Fast time integration at level 0 from 1.15 to 1.15625 with dt = 0.00625 Fast time integration at level 0 from 1.15625 to 1.1625 with dt = 0.00625 Fast time integration at level 0 from 1.1625 to 1.16875 with dt = 0.00625 Fast time integration at level 0 from 1.16875 to 1.175 with dt = 0.00625 Fast time integration at level 0 from 1.175 to 1.18125 with dt = 0.00625 Fast time integration at level 0 from 1.18125 to 1.1875 with dt = 0.00625 Time integration of scalars at level 0 from 1.125 to 1.1875 with dt = 0.0625 using RHS created at 1.166666666667 Making slow rhs at time 1.1875 for fast variables advancing from 1.125 to 1.25 Fast time integration at level 0 from 1.125 to 1.13125 with dt = 0.00625 Fast time integration at level 0 from 1.13125 to 1.1375 with dt = 0.00625 Fast time integration at level 0 from 1.1375 to 1.14375 with dt = 0.00625 Fast time integration at level 0 from 1.14375 to 1.15 with dt = 0.00625 Fast time integration at level 0 from 1.15 to 1.15625 with dt = 0.00625 Fast time integration at level 0 from 1.15625 to 1.1625 with dt = 0.00625 Fast time integration at level 0 from 1.1625 to 1.16875 with dt = 0.00625 Fast time integration at level 0 from 1.16875 to 1.175 with dt = 0.00625 Fast time integration at level 0 from 1.175 to 1.18125 with dt = 0.00625 Fast time integration at level 0 from 1.18125 to 1.1875 with dt = 0.00625 Fast time integration at level 0 from 1.1875 to 1.19375 with dt = 0.00625 Fast time integration at level 0 from 1.19375 to 1.2 with dt = 0.00625 Fast time integration at level 0 from 1.2 to 1.20625 with dt = 0.00625 Fast time integration at level 0 from 1.20625 to 1.2125 with dt = 0.00625 Fast time integration at level 0 from 1.2125 to 1.21875 with dt = 0.00625 Fast time integration at level 0 from 1.21875 to 1.225 with dt = 0.00625 Fast time integration at level 0 from 1.225 to 1.23125 with dt = 0.00625 Fast time integration at level 0 from 1.23125 to 1.2375 with dt = 0.00625 Fast time integration at level 0 from 1.2375 to 1.24375 with dt = 0.00625 Fast time integration at level 0 from 1.24375 to 1.25 with dt = 0.00625 Time integration of scalars at level 0 from 1.125 to 1.25 with dt = 0.125 using RHS created at 1.1875 Done with advance_dycore at level 0 [Level 0 step 10] Advanced 2097152 cells Coarse STEP 10 ends. TIME = 1.25 DT = 0.125 Timestep time = 1.288554275 seconds. TIME= 1.25 MASS = 308327726.49698848 RHO THETA = 89421641313.153809 RHO SCALAR = 0 Writing native 3D plotfile ImmersedForcing_Terrain_plt00010 3DPlotfile write time = 0.115881429 seconds. Total Time: 14.05082164 Unused ParmParse Variables: [TOP]::amr.checkpoint_files_output(nvals = 1) :: [0] [TOP]::prob.dampcoef(nvals = 1) :: [0.2] [TOP]::prob.zdamp(nvals = 1) :: [300.] Total GPU global memory (MB) spread across MPI: [7784 ... 7784] Free GPU global memory (MB) spread across MPI: [3436 ... 3862] [The Arena] max space (MB) allocated spread across MPI: [1016 ... 1016] [The Arena] max space (MB) used spread across MPI: [792 ... 792] [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: [52 ... 52] [The Pinned Arena] max space (MB) used spread across MPI: [36 ... 36] AMReX (26.10-92-gec6902bd5e2b) finalized