`femo_alpha.dynamic_rm_shell.plate_sim`

Module Contents

Classes

`BC_list`	Setting Dirichlet boundary condition
`PlateSim`	Implements St. Venant--Kirchhoff constitutive model for

Functions

extractTipDispDolfinx(w[, x_tip, cell_tip])

Attributes

class femo_alpha.dynamic_rm_shell.plate_sim.BC_list(W_space, direction=0, custom_bc_func=None)

Bases: object

Setting Dirichlet boundary condition

return_affected_dof_tuple()

return_bc_list()

class femo_alpha.dynamic_rm_shell.plate_sim.PlateSim(mesh, E, nu, rho, dt, Nsteps, element_wise_thickness=False, custom_bc_func=None, add_self_weight=False, g_factor=None, quad_deg=3, comm=MPI.COMM_WORLD)

Bases: object

Implements St. Venant–Kirchhoff constitutive model for isogeometric shell.

SVK_residual()

assembleStrainEnergy(w)

compute_solution_vectors_at_time(disp_arr, i, backwards_timestepping=False)

compute_wdot_vector_at_time_n(w_arr)

constructStrainEnergy(w)

construct_CG2_CG1_interpolation_map()

construct_disp_extraction_mats()

construct_force_to_pressure_map()

construct_nodal_disp_map()

create_mat_from_form(inp_form, apply_bcs=False)

dRdt(svk_res, w_cur, w_old, wdot_old, adjoint=True)

dRdw(svk_res, w_cur, w_old, wdot_old, adjoint=True): This function assembles the derivative matrix dR/dw, where R is the residual vector of all time steps and w contains all displacements and rotations. Inputs: w_cur: Solution vector at current time step w_old: Solution vector at previous time step wdot: Solution time derivative at current time step

dRdwdot(svk_res, w_cur, w_old, wdot_old)

eval_fe_basis_all_dolfinx(x, dofmap_adjacencylist, mesh_bbt, basix_element, x_idx, mat_shape)

pnorm_stress(m=1e-06, rho=100, alpha=None, regularization=False): Compute the p-norm of the stress rho is the Constraint aggregation factor

reset_solution_vectors()

static set_solution_vector(func_obj, arr)

set_solution_vectors_for_adjoint(w, w_old, wdot_old)

set_up_tip_dofs(x_tip, cell_tip)

solve_dynamic_problem(residual, saving_outputs=False, PATH=None, POD_matrix=None, POD_mean=None, timing=False)

update_f(f_array)

update_f_history(f_history_array)

update_materialmodel()

update_nsteps(Nsteps)

update_t(t_array)

update_wdot_vector_at_time(w_vec, w_old_vec, wdot_old_vec)

update_wdot_vector_at_time_reverse(w_vec, w_old_vec, wdot_vec)

von_Mises_stress()

wdot_vector()

femo_alpha.dynamic_rm_shell.plate_sim.extractTipDispDolfinx(w, x_tip=[10.0, 0.0, 0.0], cell_tip=18)

femo_alpha.dynamic_rm_shell.plate_sim.comm