Closed RemDelaporteMathurin closed 6 days ago
Hi all,
I'm trying to adapt the strong-trap test ver-1d to slightly different properties and I'm experiencing convergence issues.
Here's my code
rho_n = 6.338E28 [Mesh] type = GeneratedMesh dim = 1 nx = 1000 xmax = 1e-3 [] [Variables] [mobile][] [trapped][] [] [Functions] [temperature] type = ParsedFunction expression = '1000' [] [diffusivity_func] type = ParsedFunction symbol_names = 'T' symbol_values = 'temperature' expression = '1.9e-7*exp(-0.2/8.617e-05/T)' [] [trapping_rate] type = ParsedFunction symbol_names = 'T' symbol_values = 'temperature' expression = '2.62e-17*exp(-0.2/8.617e-05/T)' [] [max_time_step_size_func] type = ParsedFunction expression = 'if(0.25e6 < t < 0.4e6, 1e3, 100000)' [] [] [Kernels] [diff] type = ADMatDiffusion variable = mobile diffusivity = diffusivity_material block = 0 [] [./time] type = TimeDerivative variable = mobile [../] [] [Materials] [diff_solu] type = ADGenericFunctionMaterial prop_names = 'diffusivity_material' prop_values = 'diffusivity_func' outputs = all [] [converter_to_regular] type = MaterialADConverter ad_props_in = 'diffusivity_material' reg_props_out = 'diffusivity_material_nonAD' [] [] [NodalKernels] [time] type = TimeDerivativeNodalKernel variable = trapped [] [trapping] type = TrappingNodalKernel variable = trapped alpha_t = ${fparse 2.57e-18 * rho_n} # alpha_t has to be double and cannot be T dependent N = ${fparse rho_n} Ct0 = 1E-3 mobile = 'mobile' [] [release] type = ReleasingNodalKernel alpha_r = 1e13 temp = 1000 trapping_energy = 2.5 variable = trapped [] [] [BCs] [left] type = DirichletBC variable = mobile value = 5.3e+21 boundary = left [] [right] type = DirichletBC variable = mobile value = 0 boundary = right [] [] [Postprocessors] [outflux] type = SideDiffusiveFluxAverage boundary = right diffusivity = diffusivity_material_nonAD variable = mobile [] [] [Executioner] type = Transient end_time = 1E6 dt = 0.1 solve_type = NEWTON line_search = 'none' verbose = true nl_abs_tol = 1e10 nl_rel_tol = 1e-10 [] [Outputs] exodus = true csv = true []
I didn't do any scaling or anything but instead increased the absolute tolerance of the newton solver to 1e10.
Surely there is something obvious I'm missing here. @simopier @singhgp4321 any idea?
On a side note, I noticed I couldn't impose a temperature-dependent trapping rate (alpha_t).
This was fixed in https://github.com/idaholab/TMAP8/pull/143 (ver-1d fix) and https://github.com/idaholab/TMAP8/pull/135 (temperature-dependent trapping rate)
Hi all,
I'm trying to adapt the strong-trap test ver-1d to slightly different properties and I'm experiencing convergence issues.
Here's my code
I didn't do any scaling or anything but instead increased the absolute tolerance of the newton solver to 1e10.
Surely there is something obvious I'm missing here. @simopier @singhgp4321 any idea?
On a side note, I noticed I couldn't impose a temperature-dependent trapping rate (alpha_t).