Initializing AMReX (26.04-79-g040fac1e7e48)...
MPI initialized with 4 MPI processes
MPI initialized with thread support level 0
AMReX (26.04-79-g040fac1e7e48) initialized
Successfully read inputs file ... 

ERF git hash: 8154a301
AMReX git hash: 26.04-79-g040fac1e7e

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
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...
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
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 = 0.009891555 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 = 0.065250912 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 = 0.066195733 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 = 0.066085501 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 = 0.07721915 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 = 0.066415745 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 = 0.066759691 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 = 0.065628389 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 = 0.065364485 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 = 0.065197662 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 = 0.065427623 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 = 0.009678336 seconds.

Total Time: 0.766972031
Unused ParmParse Variables:
  [TOP]::amr.checkpoint_files_output(nvals = 1)  :: [0]

AMReX (26.04-79-g040fac1e7e48) finalized