Gridap
Gridap — ModuleGridap, grid-based approximation of PDEs in the Julia programming language
This module provides rich set of tools for the numerical solution of PDE, mainly based on finite element methods.
The module is structured in the following sub-modules:
Gridap.HelpersGridap.IoGridap.AlgebraGridap.ArraysGridap.TensorValuesGridap.FieldsGridap.PolynomialsGridap.ReferenceFEsGridap.CellDataGridap.GeometryGridap.VisualizationGridap.FESpacesGridap.MultiFieldGridap.ODEsGridap.Adaptivity
The exported names are:
AffineFEOperatorAffineFETermBDMBackslashSolverBackwardEulerBoundaryBoundaryTriangulationBroadcastingButcherTableauCartesianDiscreteModelCartesianGridCellFieldCellQuadratureCellStateConstantFESpaceDIVDiracDeltaDiscreteModelDiscreteModelFromFileDomainStyleFEEnergyFEFunctionFEOperatorFESolverFESourceFESpaceFETermFiniteElementsForwardEulerGeneralizedAlpha1GridapTypeHEXHEX8InterfaceInterfaceTriangulationInteriorLUSolverLagrangianLinearFESolverLinearFETermMeasureMidPointModalC0MultiFieldFESpaceNLSolverNedelecOperationPYRAMIDPhysicalDomainPointPolytopeQUADQUAD4RaviartThomasReferenceDomainReferenceFEReindexRungeKuttaSEG2SEGMENTSkeletonSkeletonTriangulationSparseMatrixAssemblerTETTET4TRITRI3TensorValueTestFESpaceThetaMethodTransientFEOperatorTransientIMEXFEOperatorTransientLinearFEOperatorTransientMultiFieldFESpaceTransientQuasilinearFEOperatorTransientSemilinearFEOperatorTransientTrialFESpaceTrialFESpaceTriangulationVERTEXVERTEX1VectorValueWEDGEadd_tag!add_tag_from_tags!applyarray_cacheassemble_matrixassemble_matrix_and_vectorassemble_vectoravailable_tableausbdmcell_measurecreatepvdcreatevtkcrosscurldetdiagonal_tensordivergencedotevaluateevaluate!get_active_modelget_arrayget_background_modelget_cell_coordinatesget_cell_dof_idsget_cell_dof_valuesget_cell_mapget_cell_measureget_cell_pointsget_cell_ref_coordinatesget_dirichlet_dof_idsget_dirichlet_dof_valuesget_dirichlet_valuesget_face_labelingget_fe_basisget_free_dof_idsget_free_dof_valuesget_free_valuesget_glueget_gridget_matrixget_normal_vectorget_physical_coordinateget_trial_fe_basisget_triangulationget_vectorgetindex!gradienthessianinnerintegrateinterpolateinterpolate_dirichletinterpolate_everywhereinvis_Pis_Qis_Sis_first_orderis_n_cubeis_simplexjacobianjumplagrangianlaplacianlazy_mapmeanmodalC0move_contributionsnedelecnormnum_cell_dimsnum_cellsnum_componentsnum_dimsnum_dirichlet_dofsnum_dirichlet_tagsnum_edgesnum_entitiesnum_facesnum_facetsnum_fieldsnum_free_dofsnum_point_dimsnum_tagsnum_verticesnumerical_setupnumerical_setup!outerprint_op_treeraviart_thomasrestrictsavepvdsimplexifysolvesolve!symbolic_setupsymmetric_gradienttrupdate_state!writevtkzero_initial_guess×Δε∂t∂tt∇∇∇∑∫⊗⊙⋅