| a | dirichletInletOutlet_PolyconvexHGO | |
| apply_dirichlet_conditions(Epetra_FECrsMatrix &K, Epetra_FEVector &F, double &displacement) | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| assembleMixedDirichletDeformationDependentNeumann_homogeneousForcing(Epetra_Vector &x, Epetra_FECrsMatrix &K, Epetra_FEVector &F) | nearlyIncompressibleHyperelasticity | |
| assemblePureDirichlet_homogeneousForcing(Epetra_Vector &x, Epetra_FECrsMatrix &K, Epetra_FEVector &F) | nearlyIncompressibleHyperelasticity | |
| b | dirichletInletOutlet_PolyconvexHGO | |
| baseClassFEM() | baseClassFEM | |
| beta3 | dirichletInletOutlet_PolyconvexHGO | |
| beta4 | dirichletInletOutlet_PolyconvexHGO | |
| Comm | baseClassFEM | |
| compute_B_matrices(Epetra_SerialDenseMatrix &F, Epetra_SerialDenseMatrix &dx_shape_functions, Epetra_SerialDenseMatrix &B, Epetra_SerialDenseMatrix &BG) | hyperelasticity | |
| compute_center_cauchy_stress(Epetra_Vector &x, std::string &filename) | hyperelasticity | |
| compute_gauss_vonmises(Epetra_Vector &x, std::string &filename) | hyperelasticity | |
| compute_green_lagrange(Epetra_Vector &x, double &xi, double &eta, double &zeta, std::string &filename) | hyperelasticity | |
| create_FECrsGraph() | hyperelasticity | |
| dirichletInletOutlet_PolyconvexHGO(Epetra_Comm &comm, Teuchos::ParameterList &Parameters) | dirichletInletOutlet_PolyconvexHGO | inline |
| display_amesos_solvers() | nonLinearFiniteElementProblem | inline |
| dof_on_boundary | hyperelasticity | |
| FEGraph | baseClassFEM | |
| fixed | dirichletInletOutlet_PolyconvexHGO | |
| get_constitutive_tensors_static_condensation(Epetra_SerialDenseMatrix &deformation_gradient, double &det, Epetra_SerialDenseVector &L, Epetra_SerialDenseVector &piola_isc, Epetra_SerialDenseVector &piola_vol, Epetra_SerialDenseMatrix &tangent_piola_isc, Epetra_SerialDenseMatrix &tangent_piola_vol) | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| get_internal_pressure(double &theta, double &pressure, double &dpressure) | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| get_material_parameters(unsigned int &e_lid, unsigned int &gp) | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| get_material_parameters_for_recover(unsigned int &e_lid) | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| get_matrix_and_rhs(Epetra_Vector &x, Epetra_FECrsMatrix &K, Epetra_FEVector &F) | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| get_stress_for_recover(Epetra_SerialDenseMatrix &deformation_gradient, double &det, Epetra_SerialDenseMatrix &piola_stress) | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| hyperelasticity() | hyperelasticity | |
| ImportToOverlapMap | baseClassFEM | |
| Laplace | dirichletInletOutlet_PolyconvexHGO | |
| Mesh | baseClassFEM | |
| moved | dirichletInletOutlet_PolyconvexHGO | |
| mu1 | dirichletInletOutlet_PolyconvexHGO | |
| mu2 | dirichletInletOutlet_PolyconvexHGO | |
| mu3 | dirichletInletOutlet_PolyconvexHGO | |
| mu4 | dirichletInletOutlet_PolyconvexHGO | |
| n_bc_dof | hyperelasticity | |
| nearlyIncompressibleHyperelasticity() | nearlyIncompressibleHyperelasticity | |
| nonLinearFiniteElementProblem() | nonLinearFiniteElementProblem | inline |
| OverlapMap | baseClassFEM | |
| pressure_load | nonLinearFiniteElementProblem | |
| setup_dirichlet_conditions() | dirichletInletOutlet_PolyconvexHGO | inlinevirtual |
| StandardMap | baseClassFEM | |
| stiffnessRhsMaterialContribution(Epetra_Vector &u, Epetra_FECrsMatrix &K, Epetra_FEVector &F) | nearlyIncompressibleHyperelasticity | |
| stiffnessRhsPressureContribution(Epetra_Vector &u, Epetra_FECrsMatrix &K, Epetra_FEVector &F) | nearlyIncompressibleHyperelasticity | |
| theta | dirichletInletOutlet_PolyconvexHGO | |
| xxmax | dirichletInletOutlet_PolyconvexHGO | |
| ~baseClassFEM() | baseClassFEM | |
| ~dirichletInletOutlet_PolyconvexHGO() | dirichletInletOutlet_PolyconvexHGO | inline |
| ~hyperelasticity() | hyperelasticity | |
| ~nearlyIncompressibleHyperelasticity() | nearlyIncompressibleHyperelasticity | |
| ~nonLinearFiniteElementProblem() | nonLinearFiniteElementProblem | inline |