Initializing AMReX (26.05-3-g4ceb814db7d7)... MPI initialized with 4 MPI processes MPI initialized with thread support level 0 Initializing CUDA... CUDA initialized with 1 device. AMReX (26.05-3-g4ceb814db7d7) initialized Successfully read inputs file ... ERF git hash: 27423c5c AMReX git hash: 26.05-3-g4ceb814db7 Problem name (from inputs file) is: "Ekman Spiral" Coriolis frequency, f = 0.000145842318 1/s Using constant dynamic diffusion coefficients momentum : 5 kg/(m-s) temperature : 0 kg/(m-s) scalar : 0 kg/(m-s) Thermal stratification based on gradient of potential temperature Maximum simulation length based on stop_time: 1000 s (elapsed) Adding stop time 1000 to start_time 0 Null land surface model! SOLVER CHOICE: At level 0 : compressible with no substepping vert_implicit_fac : 0 0 0 use_coriolis : 1 use_gravity : 1 Moisture Model: None Terrain Type: None Buildings Type: None Mesh Type: ConstantDz ABL Driver Type: Geostrophic Wind (-0,0.00218763477,-1.339539959e-19) 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 : 5 Using constant molecular diffusivity (relevant for DNS) Sponge choices: Rayleigh damping : None w damping : 0 (coeff = -1 * dz/dt**2) Turbulence Settings at level 0 Using DNS model at level 0 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) (5,4,399) (0,0,0)) ((0,5,0) (5,9,399) (0,0,0)) ((6,0,0) (11,4,399) (0,0,0)) ((6,5,0) (11,9,399) (0,0,0)) ) max of zphys_nd 5000 max of zlevels 5000 input_sounding file location : input_sounding_file Successfully opened the input_sounding file. Now reading... WARNING: HSE Newton iterations did not converge to tolerance! HSE Newton tol: -1.455192e-11 1.000000e-12 Successfully read the 0th input_sounding file... WARNING: HSE Newton iterations did not converge to tolerance! HSE Newton tol: -1.455192e-11 1.000000e-12 ideal sounding init: surface dry air density = 1.16144018583043 kg/m^3 WARNING: HSE Newton iterations did not converge to tolerance! HSE Newton tol: -1.455192e-11 1.000000e-12 WARNING: HSE Newton iterations did not converge to tolerance! HSE Newton tol: -1.455192e-11 1.000000e-12 Problem name "ekman spiral" is not known, no state perturbations added. Problem name "ekman spiral" is not known, no velocity perturbations added. Based on cfl of one Compressible dt at level 0 would be: 0.03471347414 Anelastic dt at level 0 would be: 0.7810205752 Fixed dt at level 0 is: 0.5 smallest grid spacing at level 0 = 12.5 dt at level 0 = 0.5 Viscous CFL is 0.008 Writing native 3D plotfile EkmanSpiral_input_sounding_plt00000 3DPlotfile write time = 0.118969666 seconds. TIME= 0 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 1 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471347414 Anelastic dt at level 0 would be: 0.7810205752 Fixed dt at level 0 is: 0.5 [Level 0 step 1] ADVANCE from elapsed time = 0 to 0.5 with dt = 0.5 Making slow rhs at time 0 for fast variables advancing from 0 to 0.1666666666667 No-substepping time integration at level 0 to 0.1666666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 0 to 0.1666666666667 with dt = 0.1666666666667 using RHS created at 0 Making slow rhs at time 0.1666666666667 for fast variables advancing from 0 to 0.25 No-substepping time integration at level 0 to 0.25 with dt = 0.25 Time integration of scalars at level 0 from 0 to 0.25 with dt = 0.25 using RHS created at 0.1666666666667 Making slow rhs at time 0.25 for fast variables advancing from 0 to 0.5 No-substepping time integration at level 0 to 0.5 with dt = 0.5 Time integration of scalars at level 0 from 0 to 0.5 with dt = 0.5 using RHS created at 0.25 Done with advance_dycore at level 0 [Level 0 step 1] Advanced 48000 cells Coarse STEP 1 ends. TIME = 0.5 DT = 0.5 Timestep time = 0.156869857 seconds. TIME= 0.5 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 2 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471347261 Anelastic dt at level 0 would be: 0.7810202621 Fixed dt at level 0 is: 0.5 [Level 0 step 2] ADVANCE from elapsed time = 0.5 to 1 with dt = 0.5 Making slow rhs at time 0.5 for fast variables advancing from 0.5 to 0.6666666666667 No-substepping time integration at level 0 to 0.6666666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 0.5 to 0.6666666666667 with dt = 0.1666666666667 using RHS created at 0.5 Making slow rhs at time 0.6666666666667 for fast variables advancing from 0.5 to 0.75 No-substepping time integration at level 0 to 0.75 with dt = 0.25 Time integration of scalars at level 0 from 0.5 to 0.75 with dt = 0.25 using RHS created at 0.6666666666667 Making slow rhs at time 0.75 for fast variables advancing from 0.5 to 1 No-substepping time integration at level 0 to 1 with dt = 0.5 Time integration of scalars at level 0 from 0.5 to 1 with dt = 0.5 using RHS created at 0.75 Done with advance_dycore at level 0 [Level 0 step 2] Advanced 48000 cells Coarse STEP 2 ends. TIME = 1 DT = 0.5 Timestep time = 0.151784433 seconds. TIME= 1 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 3 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471347109 Anelastic dt at level 0 would be: 0.7810199484 Fixed dt at level 0 is: 0.5 [Level 0 step 3] ADVANCE from elapsed time = 1 to 1.5 with dt = 0.5 Making slow rhs at time 1 for fast variables advancing from 1 to 1.166666666667 No-substepping time integration at level 0 to 1.166666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 1 to 1.166666666667 with dt = 0.1666666666667 using RHS created at 1 Making slow rhs at time 1.166666666667 for fast variables advancing from 1 to 1.25 No-substepping time integration at level 0 to 1.25 with dt = 0.25 Time integration of scalars at level 0 from 1 to 1.25 with dt = 0.25 using RHS created at 1.166666666667 Making slow rhs at time 1.25 for fast variables advancing from 1 to 1.5 No-substepping time integration at level 0 to 1.5 with dt = 0.5 Time integration of scalars at level 0 from 1 to 1.5 with dt = 0.5 using RHS created at 1.25 Done with advance_dycore at level 0 [Level 0 step 3] Advanced 48000 cells Coarse STEP 3 ends. TIME = 1.5 DT = 0.5 Timestep time = 0.151385865 seconds. TIME= 1.5 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 4 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471346956 Anelastic dt at level 0 would be: 0.7810196339 Fixed dt at level 0 is: 0.5 [Level 0 step 4] ADVANCE from elapsed time = 1.5 to 2 with dt = 0.5 Making slow rhs at time 1.5 for fast variables advancing from 1.5 to 1.666666666667 No-substepping time integration at level 0 to 1.666666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 1.5 to 1.666666666667 with dt = 0.1666666666667 using RHS created at 1.5 Making slow rhs at time 1.666666666667 for fast variables advancing from 1.5 to 1.75 No-substepping time integration at level 0 to 1.75 with dt = 0.25 Time integration of scalars at level 0 from 1.5 to 1.75 with dt = 0.25 using RHS created at 1.666666666667 Making slow rhs at time 1.75 for fast variables advancing from 1.5 to 2 No-substepping time integration at level 0 to 2 with dt = 0.5 Time integration of scalars at level 0 from 1.5 to 2 with dt = 0.5 using RHS created at 1.75 Done with advance_dycore at level 0 [Level 0 step 4] Advanced 48000 cells Coarse STEP 4 ends. TIME = 2 DT = 0.5 Timestep time = 0.151302592 seconds. TIME= 2 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 5 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471346803 Anelastic dt at level 0 would be: 0.7810193188 Fixed dt at level 0 is: 0.5 [Level 0 step 5] ADVANCE from elapsed time = 2 to 2.5 with dt = 0.5 Making slow rhs at time 2 for fast variables advancing from 2 to 2.166666666667 No-substepping time integration at level 0 to 2.166666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 2 to 2.166666666667 with dt = 0.1666666666667 using RHS created at 2 Making slow rhs at time 2.166666666667 for fast variables advancing from 2 to 2.25 No-substepping time integration at level 0 to 2.25 with dt = 0.25 Time integration of scalars at level 0 from 2 to 2.25 with dt = 0.25 using RHS created at 2.166666666667 Making slow rhs at time 2.25 for fast variables advancing from 2 to 2.5 No-substepping time integration at level 0 to 2.5 with dt = 0.5 Time integration of scalars at level 0 from 2 to 2.5 with dt = 0.5 using RHS created at 2.25 Done with advance_dycore at level 0 [Level 0 step 5] Advanced 48000 cells Coarse STEP 5 ends. TIME = 2.5 DT = 0.5 Timestep time = 0.151299755 seconds. TIME= 2.5 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 6 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.0347134665 Anelastic dt at level 0 would be: 0.7810190031 Fixed dt at level 0 is: 0.5 [Level 0 step 6] ADVANCE from elapsed time = 2.5 to 3 with dt = 0.5 Making slow rhs at time 2.5 for fast variables advancing from 2.5 to 2.666666666667 No-substepping time integration at level 0 to 2.666666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 2.5 to 2.666666666667 with dt = 0.1666666666667 using RHS created at 2.5 Making slow rhs at time 2.666666666667 for fast variables advancing from 2.5 to 2.75 No-substepping time integration at level 0 to 2.75 with dt = 0.25 Time integration of scalars at level 0 from 2.5 to 2.75 with dt = 0.25 using RHS created at 2.666666666667 Making slow rhs at time 2.75 for fast variables advancing from 2.5 to 3 No-substepping time integration at level 0 to 3 with dt = 0.5 Time integration of scalars at level 0 from 2.5 to 3 with dt = 0.5 using RHS created at 2.75 Done with advance_dycore at level 0 [Level 0 step 6] Advanced 48000 cells Coarse STEP 6 ends. TIME = 3 DT = 0.5 Timestep time = 0.151543604 seconds. TIME= 3 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 7 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471346496 Anelastic dt at level 0 would be: 0.7810186868 Fixed dt at level 0 is: 0.5 [Level 0 step 7] ADVANCE from elapsed time = 3 to 3.5 with dt = 0.5 Making slow rhs at time 3 for fast variables advancing from 3 to 3.166666666667 No-substepping time integration at level 0 to 3.166666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 3 to 3.166666666667 with dt = 0.1666666666667 using RHS created at 3 Making slow rhs at time 3.166666666667 for fast variables advancing from 3 to 3.25 No-substepping time integration at level 0 to 3.25 with dt = 0.25 Time integration of scalars at level 0 from 3 to 3.25 with dt = 0.25 using RHS created at 3.166666666667 Making slow rhs at time 3.25 for fast variables advancing from 3 to 3.5 No-substepping time integration at level 0 to 3.5 with dt = 0.5 Time integration of scalars at level 0 from 3 to 3.5 with dt = 0.5 using RHS created at 3.25 Done with advance_dycore at level 0 [Level 0 step 7] Advanced 48000 cells Coarse STEP 7 ends. TIME = 3.5 DT = 0.5 Timestep time = 0.151281445 seconds. TIME= 3.5 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 8 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471346343 Anelastic dt at level 0 would be: 0.7810183699 Fixed dt at level 0 is: 0.5 [Level 0 step 8] ADVANCE from elapsed time = 3.5 to 4 with dt = 0.5 Making slow rhs at time 3.5 for fast variables advancing from 3.5 to 3.666666666667 No-substepping time integration at level 0 to 3.666666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 3.5 to 3.666666666667 with dt = 0.1666666666667 using RHS created at 3.5 Making slow rhs at time 3.666666666667 for fast variables advancing from 3.5 to 3.75 No-substepping time integration at level 0 to 3.75 with dt = 0.25 Time integration of scalars at level 0 from 3.5 to 3.75 with dt = 0.25 using RHS created at 3.666666666667 Making slow rhs at time 3.75 for fast variables advancing from 3.5 to 4 No-substepping time integration at level 0 to 4 with dt = 0.5 Time integration of scalars at level 0 from 3.5 to 4 with dt = 0.5 using RHS created at 3.75 Done with advance_dycore at level 0 [Level 0 step 8] Advanced 48000 cells Coarse STEP 8 ends. TIME = 4 DT = 0.5 Timestep time = 0.151249694 seconds. TIME= 4 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 9 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.0347134619 Anelastic dt at level 0 would be: 0.7810180525 Fixed dt at level 0 is: 0.5 [Level 0 step 9] ADVANCE from elapsed time = 4 to 4.5 with dt = 0.5 Making slow rhs at time 4 for fast variables advancing from 4 to 4.166666666667 No-substepping time integration at level 0 to 4.166666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 4 to 4.166666666667 with dt = 0.1666666666667 using RHS created at 4 Making slow rhs at time 4.166666666667 for fast variables advancing from 4 to 4.25 No-substepping time integration at level 0 to 4.25 with dt = 0.25 Time integration of scalars at level 0 from 4 to 4.25 with dt = 0.25 using RHS created at 4.166666666667 Making slow rhs at time 4.25 for fast variables advancing from 4 to 4.5 No-substepping time integration at level 0 to 4.5 with dt = 0.5 Time integration of scalars at level 0 from 4 to 4.5 with dt = 0.5 using RHS created at 4.25 Done with advance_dycore at level 0 [Level 0 step 9] Advanced 48000 cells Coarse STEP 9 ends. TIME = 4.5 DT = 0.5 Timestep time = 0.151261242 seconds. TIME= 4.5 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Coarse STEP 10 starts ... Based on cfl of one Compressible dt at level 0 would be: 0.03471346036 Anelastic dt at level 0 would be: 0.7810177345 Fixed dt at level 0 is: 0.5 [Level 0 step 10] ADVANCE from elapsed time = 4.5 to 5 with dt = 0.5 Making slow rhs at time 4.5 for fast variables advancing from 4.5 to 4.666666666667 No-substepping time integration at level 0 to 4.666666666667 with dt = 0.1666666666667 Time integration of scalars at level 0 from 4.5 to 4.666666666667 with dt = 0.1666666666667 using RHS created at 4.5 Making slow rhs at time 4.666666666667 for fast variables advancing from 4.5 to 4.75 No-substepping time integration at level 0 to 4.75 with dt = 0.25 Time integration of scalars at level 0 from 4.5 to 4.75 with dt = 0.25 using RHS created at 4.666666666667 Making slow rhs at time 4.75 for fast variables advancing from 4.5 to 5 No-substepping time integration at level 0 to 5 with dt = 0.5 Time integration of scalars at level 0 from 4.5 to 5 with dt = 0.5 using RHS created at 4.75 Done with advance_dycore at level 0 [Level 0 step 10] Advanced 48000 cells Coarse STEP 10 ends. TIME = 5 DT = 0.5 Timestep time = 0.151280422 seconds. TIME= 5 MASS = 88496974.54 RHO THETA = 2.654909236e+10 RHO SCALAR = 0 Writing native 3D plotfile EkmanSpiral_input_sounding_plt00010 3DPlotfile write time = 0.023403212 seconds. Total Time: 2.351629212 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: [7115 ... 7249] [The Arena] max space (MB) allocated spread across MPI: [41 ... 41] [The Arena] max space (MB) used spread across MPI: [33 ... 33] [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: [3 ... 3] AMReX (26.05-3-g4ceb814db7d7) finalized