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# Isentropic vortex problem (2D) | ||
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Reference: Coralic, V., & Colonius, T. (2014). Finite-volume Weno scheme for viscous compressible multicomponent flows. Journal of Computational Physics, 274, 95–121. https://doi.org/10.1016/j.jcp.2014.06.003 | ||
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## Density | ||
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![Density](alpha_rho1.png) | ||
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## Density Norms | ||
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![Density Norms](density_norms.png) |
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import math | ||
import json | ||
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# Parameters | ||
epsilon = '5d0' | ||
alpha = '1d0' | ||
gamma = '1.4' | ||
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# Initial conditions | ||
vel1_i = '0d0' | ||
vel2_i = '0d0' | ||
T_i = '1d0' | ||
alpha_rho1_i = '1d0' | ||
pres_i = '1d0' | ||
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# Perturbations | ||
vel1 = f'{vel1_i} + (y - yc)*({epsilon}/(2d0*pi))*' + \ | ||
f'exp({alpha}*(1d0 - (x - xc)**2d0 - (y - yc)**2d0))' | ||
vel2 = f'{vel2_i} - (x - xc)*({epsilon}/(2d0*pi))*' + \ | ||
f'exp({alpha}*(1d0 - (x - xc)**2d0 - (y - yc)**2d0))' | ||
alpha_rho1 = f'{alpha_rho1_i}*(1d0 - ({alpha_rho1_i}/{pres_i})*({epsilon}/(2d0*pi))*' + \ | ||
f'({epsilon}/(8d0*{alpha}*({gamma} + 1d0)*pi))*' + \ | ||
f'exp(2d0*{alpha}*(1d0 - (x - xc)**2d0' + \ | ||
f'- (y - yc)**2d0))' + \ | ||
f')**{gamma}' | ||
pres = f'{pres_i}*(1d0 - ({alpha_rho1_i}/{pres_i})*({epsilon}/(2d0*pi))*' + \ | ||
f'({epsilon}/(8d0*{alpha}*({gamma} + 1d0)*pi))*' + \ | ||
f'exp(2d0*{alpha}*(1d0 - (x - xc)**2d0' + \ | ||
f'- (y - yc)**2d0))' + \ | ||
f')**({gamma} + 1d0)' | ||
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# Numerical setup | ||
Nx = 399 | ||
dx = 10./(1.*(Nx+1)) | ||
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c = 1.4**0.5 | ||
C = 0.3 | ||
mydt = C * dx / c * 0.01 | ||
Nt = 1/mydt | ||
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# Configuring case dictionary | ||
print(json.dumps({ | ||
# Logistics ================================================================ | ||
'run_time_info' : 'T', | ||
# ========================================================================== | ||
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# Computational Domain Parameters ========================================== | ||
'x_domain%beg' : -3, | ||
'x_domain%end' : 3, | ||
'y_domain%beg' : -3, | ||
'y_domain%end' : 3, | ||
'stretch_x' : True, | ||
'stretch_y' : True, | ||
'loops_x' : 2, | ||
'loops_y' : 2, | ||
'a_x' : 1.03, | ||
'a_y' : 1.03, | ||
'x_a' : -1.5, | ||
'y_a' : -1.5, | ||
'x_b' : 1.5, | ||
'y_b' : 1.5, | ||
'm' : Nx, | ||
'n' : Nx, | ||
'p' : 0, | ||
'dt' : mydt, | ||
't_step_start' : 0, | ||
't_step_stop' : 10, | ||
't_step_save' : 1, | ||
# ========================================================================== | ||
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# Simulation Algorithm Parameters ========================================== | ||
'num_patches' : 1, | ||
'model_eqns' : 3, | ||
'alt_soundspeed' : 'F', | ||
'num_fluids' : 1, | ||
'adv_alphan' : 'T', | ||
'mpp_lim' : 'F', | ||
'mixture_err' : 'F', | ||
'time_stepper' : 3, | ||
'weno_order' : 5, | ||
'weno_eps' : 1.E-16, | ||
'mapped_weno' : 'T', | ||
'null_weights' : 'F', | ||
'mp_weno' : 'F', | ||
'riemann_solver' : 2, | ||
'wave_speeds' : 1, | ||
'avg_state' : 2, | ||
'bc_x%beg' : -4, | ||
'bc_x%end' : -4, | ||
'bc_y%beg' : -4, | ||
'bc_y%end' : -4, | ||
# ========================================================================== | ||
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# Formatted Database Files Structure Parameters ============================ | ||
'format' : 1, | ||
'precision' : 2, | ||
'prim_vars_wrt' :'T', | ||
'parallel_io' :'F', | ||
'omega_wrt(3)' :'T', | ||
'fd_order' : 2, | ||
# ========================================================================== | ||
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# Patch 1 ================================================================== | ||
'patch_icpp(1)%geometry' : 3, | ||
'patch_icpp(1)%x_centroid' : 0, | ||
'patch_icpp(1)%y_centroid' : 0, | ||
'patch_icpp(1)%length_x' : 10., | ||
'patch_icpp(1)%length_y' : 10., | ||
'patch_icpp(1)%vel(1)' : vel1, | ||
'patch_icpp(1)%vel(2)' : vel2, | ||
'patch_icpp(1)%pres' : pres, | ||
'patch_icpp(1)%alpha_rho(1)' : alpha_rho1, | ||
'patch_icpp(1)%alpha(1)' : 1., | ||
# ========================================================================== | ||
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# Fluids Physical Parameters =============================================== | ||
'fluid_pp(1)%gamma' : 1.E+00/(1.4-1.E+00), | ||
'fluid_pp(1)%pi_inf' : 0.0, | ||
# ========================================================================== | ||
})) | ||
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# ============================================================================== |
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