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# AthenaPK - a performance portable block structured AMR MHD code | ||
# Copyright (c) 2021, Athena Parthenon Collaboration. All rights reserved. | ||
# Licensed under the BSD 3-Clause License (the "LICENSE"); | ||
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<comment> | ||
problem = Thermal diffusion setup | ||
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<job> | ||
problem_id = visc | ||
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<problem/visc> | ||
t0 = 0.5 # Temporal offset for initial Gaussian profile | ||
amp = 1e-6 # Amplitude of Gaussian profile | ||
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<parthenon/mesh> | ||
refinement = none | ||
nghost = 2 | ||
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nx1 = 256 | ||
x1min = -6.0 | ||
x1max = 6.0 | ||
ix1_bc = outflow | ||
ox1_bc = outflow | ||
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nx2 = 1 | ||
x2min = -1.0 | ||
x2max = 1.0 | ||
ix2_bc = periodic | ||
ox2_bc = periodic | ||
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nx3 = 1 | ||
x3min = -1.0 | ||
x3max = 1.0 | ||
ix3_bc = periodic | ||
ox3_bc = periodic | ||
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<parthenon/meshblock> | ||
nx1=32 | ||
nx2=1 | ||
nx3=1 | ||
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<parthenon/time> | ||
integrator = rk2 | ||
cfl = 0.8 | ||
tlim = 2.0 | ||
nlim = -1 | ||
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<hydro> | ||
fluid = euler | ||
riemann = none | ||
eos = adiabatic | ||
reconstruction = dc | ||
gamma = 1.4 | ||
calc_dt_hytp = true # need in combination with rkl2_max_dt_ratio to limit number of stages in RKL2 | ||
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<diffusion> | ||
integrator = unsplit | ||
viscosity = isotropic | ||
viscosity_coeff = fixed | ||
mom_diff_coeff_code = 0.25 | ||
rkl2_max_dt_ratio = 200.0 | ||
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<parthenon/output0> | ||
file_type = hdf5 | ||
dt = 2.0 | ||
variables = prim | ||
id = prim |
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# ======================================================================================== | ||
# AthenaPK - a performance portable block structured AMR MHD code | ||
# Copyright (c) 2023, Athena Parthenon Collaboration. All rights reserved. | ||
# Licensed under the 3-clause BSD License, see LICENSE file for details | ||
# ======================================================================================== | ||
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# Modules | ||
import math | ||
import numpy as np | ||
import matplotlib | ||
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matplotlib.use("agg") | ||
import matplotlib.pylab as plt | ||
import sys | ||
import os | ||
import itertools | ||
import utils.test_case | ||
from scipy.optimize import curve_fit | ||
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# To prevent littering up imported folders with .pyc files or __pycache_ folder | ||
sys.dont_write_bytecode = True | ||
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int_cfgs = ["unsplit", "rkl2"] | ||
res_cfgs = [256, 512, 1024] | ||
tlim = 2.0 | ||
nu = 0.25 | ||
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all_cfgs = list(itertools.product(res_cfgs, int_cfgs)) | ||
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def get_outname(all_cfg): | ||
res, int_cfg = all_cfg | ||
return f"{res}_{int_cfg}" | ||
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class TestCase(utils.test_case.TestCaseAbs): | ||
def Prepare(self, parameters, step): | ||
assert parameters.num_ranks <= 4, "Use <= 4 ranks for diffusion test." | ||
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res, int_cfg = all_cfgs[step - 1] | ||
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outname = get_outname(all_cfgs[step - 1]) | ||
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parameters.driver_cmd_line_args = [ | ||
"parthenon/mesh/nx1=%d" % res, | ||
"parthenon/meshblock/nx1=64", | ||
"parthenon/mesh/x1min=-6.0", | ||
"parthenon/mesh/x1max=6.0", | ||
"parthenon/mesh/nx2=1", | ||
"parthenon/meshblock/nx2=1", | ||
"parthenon/mesh/x2min=-1.0", | ||
"parthenon/mesh/x2max=1.0", | ||
"parthenon/mesh/nx3=1", | ||
"parthenon/meshblock/nx3=1", | ||
"parthenon/output0/id=%s" % outname, | ||
"parthenon/time/tlim=%f" % tlim, | ||
"diffusion/mom_diff_coeff_code=%f" % nu, | ||
"diffusion/integrator=%s" % int_cfg, | ||
] | ||
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return parameters | ||
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def Analyse(self, parameters): | ||
sys.path.insert( | ||
1, | ||
parameters.parthenon_path | ||
+ "/scripts/python/packages/parthenon_tools/parthenon_tools", | ||
) | ||
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try: | ||
import phdf | ||
except ModuleNotFoundError: | ||
print("Couldn't find module to read Parthenon hdf5 files.") | ||
return False | ||
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tests_passed = True | ||
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def get_ref(x): | ||
return ( | ||
1e-6 | ||
/ np.sqrt(4.0 * np.pi * nu * (0.5 + tlim)) | ||
* np.exp(-(x**2.0) / (4.0 * nu * (0.5 + tlim))) | ||
) | ||
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num_rows = len(res_cfgs) | ||
num_cols = len(int_cfgs) | ||
fig, p = plt.subplots(num_rows + 1, 2, sharey="row", sharex="row") | ||
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l1_err = np.zeros((len(int_cfgs), len(res_cfgs))) | ||
for step in range(len(all_cfgs)): | ||
outname = get_outname(all_cfgs[step]) | ||
data_filename = f"{parameters.output_path}/parthenon.{outname}.final.phdf" | ||
data_file = phdf.phdf(data_filename) | ||
prim = data_file.Get("prim") | ||
zz, yy, xx = data_file.GetVolumeLocations() | ||
mask = yy == yy[0] | ||
v2 = prim[2][mask] | ||
x = xx[mask] | ||
res, int_cfg = all_cfgs[step] | ||
row = res_cfgs.index(res) | ||
col = int_cfgs.index(int_cfg) | ||
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v2_ref = get_ref(x) | ||
l1 = np.average(np.abs(v2 - v2_ref)) | ||
l1_err[ | ||
int_cfgs.index(int_cfg), | ||
res_cfgs.index(res), | ||
] = l1 | ||
p[row, col].plot(x, v2, label=f"N={res} L$_1$={l1:.2g}") | ||
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# Plot convergence | ||
for j, int_cfg in enumerate(int_cfgs): | ||
p[0, j].set_title(f"Integrator: {int_cfg}") | ||
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p[-1, j].plot( | ||
res_cfgs, | ||
l1_err[j, :], | ||
label=f"data", | ||
) | ||
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# Simple convergence estimator | ||
conv_model = lambda log_n, log_a, conv_rate: conv_rate * log_n + log_a | ||
popt, pconv = curve_fit(conv_model, np.log(res_cfgs), np.log(l1_err[j, :])) | ||
conv_a, conv_measured = popt | ||
# Note that the RKL2 convergence on the plots is currently significantly better | ||
# than expected (<-3) though the L1 errors themself are larger than the unsplit | ||
# integrator (as expected). | ||
# For a more reasonable test (which would take longer), reduce the RKL2 ratio to, | ||
# say, 200 and extend the resolution grid to 1024 (as the first data point at N=128 | ||
# is comparatively worse than at N>128). | ||
if conv_measured > -1.98: | ||
print( | ||
f"!!!\nConvergence for test with {int_cfg} integrator " | ||
f"is worse ({conv_measured}) than expected (-1.98).\n!!!" | ||
) | ||
tests_passed = False | ||
p[-1, j].plot( | ||
res_cfgs, | ||
np.exp(conv_a) * res_cfgs**conv_measured, | ||
":", | ||
lw=0.75, | ||
label=f"Measured conv: {conv_measured:.2f}", | ||
) | ||
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p[-1, 0].set_xscale("log") | ||
p[-1, 0].set_yscale("log") | ||
p[-1, 0].legend(fontsize=6) | ||
p[-1, 1].legend(fontsize=6) | ||
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# Plot reference lines | ||
x = np.linspace(-6, 6, 400) | ||
for i in range(num_rows): | ||
for j in range(num_cols): | ||
y = get_ref(x) | ||
p[i, j].plot(x, y, "-", lw=0.5, color="black", alpha=0.8) | ||
p[i, j].grid() | ||
p[i, j].legend(fontsize=6) | ||
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fig.tight_layout() | ||
fig.savefig( | ||
os.path.join(parameters.output_path, "visc.png"), | ||
bbox_inches="tight", | ||
dpi=300, | ||
) | ||
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return tests_passed |