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Add an input for lid-driven + linear FV
Currently a steady solve with only velocity-pressure, not converging. Try transient WIP
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...est/tests/finite_volume/two_phase/mixture_model/segregated/lid-driven-two-phase-physics.i
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mu = 1.0 | ||
rho = 1.0e3 | ||
mu_d = 0.3 | ||
rho_d = 1.0 | ||
dp = 0.01 | ||
U_lid = 0.1 | ||
g = -9.81 | ||
advected_interp_method = 'upwind' | ||
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k = 1 | ||
k_d = 1 | ||
cp = 1 | ||
cp_d = 1 | ||
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[Mesh] | ||
[gen] | ||
type = GeneratedMeshGenerator | ||
dim = 2 | ||
xmin = 0 | ||
xmax = .1 | ||
ymin = 0 | ||
ymax = .1 | ||
nx = 10 | ||
ny = 10 | ||
[] | ||
[] | ||
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[Problem] | ||
linear_sys_names = 'u_system v_system pressure_system phi_system' | ||
[] | ||
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[Physics] | ||
[NavierStokes] | ||
[FlowSegregated] | ||
[flow] | ||
compressibility = 'incompressible' | ||
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density = ${rho} #'rho_mixture' | ||
dynamic_viscosity = ${mu} #'mu_mixture' | ||
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# Initial conditions | ||
initial_velocity = '1e-12 1e-12 0' | ||
initial_pressure = 0 | ||
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# Pressure pin | ||
pin_pressure = true | ||
pinned_pressure_type = 'point-value' | ||
pinned_pressure_point = '0.01 0.099 0.0' | ||
pinned_pressure_value = '0' | ||
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# Gravity | ||
gravity = '0 ${g} 0' | ||
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# Boundary conditions are defined outside of the Physics | ||
# Moving walls are not that common of a problem | ||
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momentum_advection_interpolation = '${advected_interp_method}' | ||
[] | ||
[] | ||
# [TwoPhaseMixtureSegregated] | ||
# [mixture] | ||
# system_names = 'phi_system' | ||
# phase_1_fraction_name = 'phase_1' | ||
# phase_2_fraction_name = 'phase_2' | ||
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# add_phase_transport_equation = true | ||
# phase_advection_interpolation = '${advected_interp_method}' | ||
# phase_fraction_diffusivity = 1e-3 | ||
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# # We could consider adding fixed-value-yet-not-an-inlet | ||
# # boundary conditions to the TwoPhaseMixture physics | ||
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# # Base phase material properties | ||
# phase_1_density_name = ${rho} | ||
# phase_1_viscosity_name = ${mu} | ||
# phase_1_specific_heat_name = ${cp} | ||
# phase_1_thermal_conductivity_name = ${k} | ||
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# # Other phase material properties | ||
# phase_2_density_name = ${rho_d} | ||
# phase_2_viscosity_name = ${mu_d} | ||
# phase_2_specific_heat_name = ${cp_d} | ||
# phase_2_thermal_conductivity_name = ${k_d} | ||
# output_all_properties = true | ||
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# # Friction model, not actually used! | ||
# use_dispersed_phase_drag_model = true | ||
# particle_diameter = ${dp} | ||
# add_advection_slip_term = false | ||
# [] | ||
# [] | ||
[] | ||
[] | ||
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[LinearFVBCs] | ||
[moving-lid-x] | ||
type = LinearFVAdvectionDiffusionFunctorDirichletBC | ||
boundary = 'top' | ||
variable = vel_x | ||
functor = '${U_lid}' | ||
[] | ||
[no-slip-wall-u] | ||
type = LinearFVAdvectionDiffusionFunctorDirichletBC | ||
boundary = 'left right bottom' | ||
variable = vel_x | ||
functor = '0' | ||
[] | ||
[no-slip-wall-v] | ||
type = LinearFVAdvectionDiffusionFunctorDirichletBC | ||
boundary = 'left right top bottom' | ||
variable = vel_y | ||
functor = '0' | ||
[] | ||
# [botttom-phase-2] | ||
# type = LinearFVAdvectionDiffusionFunctorDirichletBC | ||
# boundary = 'bottom' | ||
# variable = phase_2 | ||
# functor = '0' | ||
# [] | ||
# [top-phase-2] | ||
# type = LinearFVAdvectionDiffusionFunctorDirichletBC | ||
# boundary = 'top' | ||
# variable = phase_2 | ||
# functor = '0' | ||
# [] | ||
[] | ||
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[AuxVariables] | ||
[drag_coefficient] | ||
type = MooseVariableFVReal | ||
[] | ||
[] | ||
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[AuxKernels] | ||
[populate_cd] | ||
type = FunctorAux | ||
variable = drag_coefficient | ||
functor = 'Darcy_coefficient' | ||
execute_on = 'TIMESTEP_END' | ||
[] | ||
[] | ||
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[AuxVariables] | ||
[phase_2] | ||
[] | ||
[Darcy_coefficient] | ||
[] | ||
[vel_slip_x] | ||
[] | ||
[vel_slip_y] | ||
[] | ||
[] | ||
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[Postprocessors] | ||
[average_void] | ||
type = ElementAverageValue | ||
variable = 'phase_2' | ||
[] | ||
[max_y_velocity] | ||
type = ElementExtremeValue | ||
variable = 'vel_y' | ||
value_type = max | ||
[] | ||
[min_y_velocity] | ||
type = ElementExtremeValue | ||
variable = 'vel_y' | ||
value_type = min | ||
[] | ||
[max_x_velocity] | ||
type = ElementExtremeValue | ||
variable = 'vel_x' | ||
value_type = max | ||
[] | ||
[min_x_velocity] | ||
type = ElementExtremeValue | ||
variable = 'vel_x' | ||
value_type = min | ||
[] | ||
[max_x_slip_velocity] | ||
type = ElementExtremeFunctorValue | ||
functor = 'vel_slip_x' | ||
value_type = max | ||
[] | ||
[max_y_slip_velocity] | ||
type = ElementExtremeFunctorValue | ||
functor = 'vel_slip_y' | ||
value_type = max | ||
[] | ||
[max_drag_coefficient] | ||
type = ElementExtremeFunctorValue | ||
functor = 'drag_coefficient' | ||
value_type = max | ||
[] | ||
[] | ||
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[Executioner] | ||
type = SIMPLE | ||
rhie_chow_user_object = 'ins_rhie_chow_interpolator' | ||
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# Systems | ||
momentum_systems = 'u_system v_system' | ||
pressure_system = 'pressure_system' | ||
# passive_scalar_systems = 'phi_system' | ||
momentum_equation_relaxation = 0.8 | ||
# passive_scalar_equation_relaxation = '0.9' | ||
pressure_variable_relaxation = 0.3 | ||
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# We need to converge the problem to show conservation | ||
num_iterations = 200 | ||
pressure_absolute_tolerance = 1e-10 | ||
momentum_absolute_tolerance = 1e-10 | ||
# passive_scalar_absolute_tolerance = '1e-10' | ||
momentum_petsc_options_iname = '-pc_type -pc_hypre_type' | ||
momentum_petsc_options_value = 'hypre boomeramg' | ||
pressure_petsc_options_iname = '-pc_type -pc_hypre_type' | ||
pressure_petsc_options_value = 'hypre boomeramg' | ||
# passive_scalar_petsc_options_iname = '-pc_type -pc_hypre_type' | ||
# passive_scalar_petsc_options_value = 'hypre boomeramg' | ||
momentum_l_abs_tol = 1e-13 | ||
pressure_l_abs_tol = 1e-13 | ||
# passive_scalar_l_abs_tol = 1e-13 | ||
momentum_l_tol = 0 | ||
pressure_l_tol = 0 | ||
# passive_scalar_l_tol = 0 | ||
print_fields = false | ||
continue_on_max_its = true | ||
[] | ||
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[Outputs] | ||
exodus = false | ||
[CSV] | ||
type = CSV | ||
execute_on = 'FINAL' | ||
[] | ||
[] |