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Add test to ensure issue #25 remains solved.
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from pykingas.MieKinGas import MieKinGas | ||
from scipy.constants import Avogadro, Boltzmann | ||
import numpy as np | ||
from tools import check_eq | ||
import pytest | ||
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@pytest.mark.parametrize('lr', [20, 30, 40, 50]) | ||
def test_very_repulse(lr): | ||
""" | ||
Issue #25 (https://github.com/thermotools/KineticGas/issues/25) | ||
Check that viscosity and thermal conductivity run for highly repulsive systems. | ||
""" | ||
m = 10 | ||
mie = MieKinGas('LJF', mole_weights=[m, m], lr=[lr, lr]) | ||
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sigma = mie.sigma[0][0] | ||
eps = mie.epsilon[0] | ||
eps_div_k = eps / Boltzmann | ||
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test_visc_vals = {20 : 0.2136582471368343, | ||
30 : 0.21469802292722762, | ||
40 : 0.21527111014341763, | ||
50 : 0.21563637353012097} | ||
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test_cond_vals = {20 : 0.7991821474987899, | ||
30 : 0.8022966936925214, | ||
40 : 0.8039439619090943, | ||
50 : 0.8049669080299001} | ||
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T_red = 2.0 | ||
rho_red = 0.1 | ||
T = T_red * eps_div_k | ||
rho = rho_red * Avogadro * sigma**3 | ||
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visc_unit = np.sqrt(eps * (m * 1e-3 / Avogadro)) / sigma**2 | ||
cond_unit = Boltzmann * np.sqrt(eps/ (m * 1e-3 / Avogadro)) / sigma**2 | ||
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visc = mie.viscosity(T, 1 / rho, [0.5, 0.5], N=2) / visc_unit | ||
cond = mie.thermal_conductivity(T, 1 / rho, [0.5, 0.5], N=2) / cond_unit | ||
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assert check_eq(visc, test_visc_vals[lr]) | ||
assert check_eq(cond, test_cond_vals[lr]) |
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