dune-disc Class List

Here are the classes, structs, unions and interfaces with brief descriptions:
Dune::BoundaryConditionsBase Class that defines boundary condition flags
Dune::C0Function< DT, RT, n, m >Abstract base class for continuous functions
Dune::C0GridFunction< G, RT, m >Base class for continuous grid functions
Dune::C1Function< DT, RT, n, m >Abstract base class for continuously differentiable functions
Dune::DGFunction< GV, RT, o, SFSC >Class for DG finite element functions on a grid
Dune::DifferentiableFunction< DT, RT, n, m >Abstract base class for differentiable functions
Dune::DifferentiableFunctionDefault< DT, RT, n, m >A class providing default implementations for some method in class Function
Dune::DifferentiableGridFunction< G, RT, m >Base class for differentiable functions living on a grid
Dune::DifferentiableGridFunctionAdapter< G, RT, m >
Dune::DifferentiableGridFunctionDefault< G, RT, m >Base class for differentiable functions living on a grid
Dune::ElementGroundwaterEstimator< G, RT >Compute local stiffness matrix for conforming finite elements for diffusion equation
Dune::ElementwiseCInfinityFunction< G, RT, m >Base class for elementwise infinitely differentiable functions
Dune::FunctionBase< DT, RT, n, m >Abstract base class for functions
Dune::FunctionDefault< DT, RT, n, m >A class providing default implementations for some method in class Function
Dune::GlobalP2Index< GridType, dim >A mapper for P2 finite element functions
Dune::GlobalP2Index< GridType, 1 >A mapper for P2 finite element functions
Dune::GlobalP2Index< GridType, 2 >A mapper for P2 finite element functions
Dune::GlobalP2Index< GridType, 3 >A mapper for P2 finite element functions
Dune::GridFunction< G, RT, m >Base class for functions living on a grid
Dune::GridFunctionAdapter< G, RT, m >
Dune::GridFunctionDefault< G, RT, m >Default implementation for grid function methods
Dune::GridFunctionGlobalDifferentiationDefault< GV, RT, m >Default implementation for global differentiation of a grid function
Dune::GridFunctionGlobalEvalDefault< GV, RT, m >Default implementation for global evaluation of a grid function
Dune::GridFunctionGradient< G, RT >
Dune::GridFunctionMinus< G, RT, m >
Dune::GridLeafFunctionAdapter< G, IS, RT, m >
Dune::GridLevelLeafFunctionAdapter< G, RT, m >
Dune::GroundwaterEquationLocalStiffness< GV, RT >A class for computing local stiffness matrices
Dune::GroundwaterEquationParameters< G, RT >Base class that defines the parameters of a the diffusion equation
Dune::GroundwaterEstimator< G, RT >The global stiffness matrix
Dune::H1Function< DT, RT, n, m >Abstract base class for H1 functions
Dune::HdivFunction< DT, RT, n, m >Abstract base class for Hdiv functions
Dune::HierarchicalShapeFunction< C, T, d >A scalar (N=1) ShapeFunction extended by a method providing a position
Dune::HierarchicalShapeFunctionSet< C, T, d >A scalar (N=1) ShapeFunctionSet that returns a HierarchicalShapeFunction
Dune::HierarchicalShapeFunctionSetContainer< C, T, d >This are Hierarchical shape functions for any element type and order
Dune::HierarchicalShapeFunctionSetContainer< C, T, 3 >This are Hierarchical shape functions for any element type and order (in the future ... )
Dune::HierarchicalShapeFunctionSetWrapper< Imp >
Dune::HierarchicalShapeFunctionWrapper< Imp >
Dune::L2Function< DT, RT, n, m >Abstract base class for L2 functions
Dune::LagrangeShapeFunction< C, T, d >A scalar (N=1) ShapeFunction extended by a method providing a position
Dune::LagrangeShapeFunctionSet< C, T, d >A scalar (N=1) ShapeFunctionSet that returns a LagrangeShapeFunction
Dune::LagrangeShapeFunctionSetContainer< C, T, d >This are Lagrange shape functions for any element type and order
Dune::LagrangeShapeFunctionSetContainer< C, T, 3 >This are Lagrange shape functions for any element type and order (in the future ... )
Dune::LagrangeShapeFunctionSetWrapper< Imp >
Dune::LagrangeShapeFunctionWrapper< Imp >
Dune::LaplaceLocalStiffness< GridView, RT >Compute local stiffness matrix for the Laplace operator
Dune::LeafCommunicate< G >Defines a class for piecewise linear finite element functions
Dune::LeafDGFunction< G, RT, o, SFSC >DG finite element function on the leaf grid
Dune::LeafP0Function< G, RT, m >P0 finite element function on the leaf grid
Dune::LeafP0FunctionWrapper< G, T >
Dune::LeafP1Function< G, RT, m >P1 finite element function on the leaf grid
Dune::LeafP1OperatorAssembler< G, RT, m >Leafwise assembler
Dune::LeafP2Function< G, RT, m >P2 finite element function on the leaf grid
Dune::LevelDGFunction< G, RT, o, SFSC >DG finite element function on a given level grid
Dune::LevelP0Function< G, RT, m >P0 finite element function on a given level grid
Dune::LevelP1Function< G, RT, m >P1 finite element function on a given level grid
Dune::LevelP1OperatorAssembler< G, RT, m >Levelwise assembler
Dune::LevelP2Function< G, RT, m >P1 finite element function on a given level grid
Dune::LinearElasticityLocalStiffness< GridView, RT >A class for computing local stiffness matrices
Dune::LinearLocalStiffness< GV, RT, m >Base class for linear local assemblers
Dune::LocalStiffness< GV, RT, m >Base class for assembling local stiffness matricesBase class for local assemblers
Dune::MassMatrixLocalStiffness< GridView, RT, comp >Compute local stiffness matrix for conforming finite elements for the mass matrix
Dune::MonomialShapeFunction< C, T, d >Multivariate monomials of the form x^a.y^b monomial order/total degree == p ; p <= (a+b)
Dune::MonomialShapeFunctionSet< C, T, d >ShapeFunctionSet of monomial shapefunctions
Dune::MonomialShapeFunctionSetContainer< C, T, d, maxOrder >ShapeFunctionSetContainer of monomial shapefunctions
Dune::MonomialShapeFunctionSetCreator< C, T, dim, c >Template Metaprogramm creating the entries for MonomialShapeFunctionSet
Dune::MonomialShapeFunctionSetCreator< C, T, dim, 0 >Specializes the beginning of the recursion
Dune::MonomialShapeFunctionSetCreator< C, T, dim, dim >Specializes the end of the recursion
Dune::MonomialShapeFunctionSetSize< dim, order >Calculates the size of a MonomialShapeFunctionSet
Dune::MonomialShapeFunctionSetSize< 1, order >Specializeses the end of the recursion
Dune::OrthonormalShapeFunction< C, T, d >Multivariate monomials of the form x^a.y^b monomial order/total degree == p ; (a+b) <= p
Dune::OrthonormalShapeFunctionSet< C, T, d >ShapeFunctionSet of orthonormal shapefunctions
Dune::OrthonormalShapeFunctionSetContainer< C, T, d, maxOrder >ShapeFunctionSetContainer of orthonormal shapefunctions
Dune::OrthonormalShapeFunctionSetSize< dim, order >Calculates the size of a OrthonormalShapeFunctionSet
Dune::OrthonormalShapeFunctionSetSize< 1, order >Specializeses the end of the recursion
Dune::P0CubeShapeFunction< C, T, d >Shape functions for Lagrange finite elements
Dune::P0CubeShapeFunctionSet< C, T, d, S >
Dune::P0CubeShapeFunctionSetContainer< C, T, d >This are P1 shape functions in the cube without virtual functions
Dune::P0Function< GV, RT, m >Class for P0 finite element functions on a grid
Dune::P0PrismShapeFunction< C, T >
Dune::P0PrismShapeFunctionSetContainer< C, T >P0 shape functions in the prism without virtual functions
Dune::P0PyramidShapeFunction< C, T >
Dune::P0PyramidShapeFunctionSetContainer< C, T >P0 shape functions in the pyramid without virtual functions
Dune::P0SimplexShapeFunction< C, T, d >
Dune::P0SimplexShapeFunctionSetContainer< C, T, d >P0 shape functions in the simplex without virtual functions
Dune::P1CubeShapeFunction< C, T, d >
Dune::P1CubeShapeFunctionSet< C, T, d, S >
Dune::P1CubeShapeFunctionSetContainer< C, T, d >This are P1 shape functions in the cube without virtual functions
Dune::P1ExtendOverlap< G, GV, VM, LC >Compute 1-overlap on non-overlapping grid
Dune::P1Function< GV, RT, LC, m >Class for P1 finite element functions on a grid
Dune::P1FunctionManager< G, RT >Manage mesh adaptation and load balancing for several P1 finite element functions
Dune::P1MGTransfer< G, RT, m >A class for mapping a P1 function to a P1 function
Dune::P1OperatorAssembler< G, RT, GV, LC, m >Extends P1OperatorBase by a generic methods to assemble global stiffness matrix from local stiffness matrices
Dune::P1OperatorBase< G, RT, GV, LC, m >A class for mapping a P1 function to a P1 function
Dune::P1PrismShapeFunction< C, T >
Dune::P1PrismShapeFunctionSetContainer< C, T >P1 shape functions in the prism without virtual functions
Dune::P1PyramidShapeFunction< C, T >
Dune::P1PyramidShapeFunctionSetContainer< C, T >P1 shape functions in the pyramid without virtual functions
Dune::P1SimplexShapeFunction< C, T, d >
Dune::P1SimplexShapeFunctionSetContainer< C, T, d >These are P1 shape functions in the simplex without virtual functions
Dune::P2CubeShapeFunction< C, T, d >
Dune::P2CubeShapeFunctionSet< C, T, d, S >
Dune::P2CubeShapeFunctionSetContainer< C, T, d >This are P1 shape functions in the cube without virtual functions
Dune::P2Function< GridType, RT, IS, m >Class for P2 finite element functions on a grid
Dune::P2HierarchicalCubeShapeFunction< C, T, d >Hierarchical shape functions for Lagrange finite elements
Dune::P2HierarchicalCubeShapeFunctionSet< C, T, d, S >
Dune::P2HierarchicalCubeShapeFunctionSetContainer< C, T, d >This are P1 shape functions in the cube without virtual functions
Dune::P2HierarchicalPrismShapeFunction< C, T >
Dune::P2HierarchicalPrismShapeFunctionSetContainer< C, T >P2 shape functions in the prism without virtual functions
Dune::P2Layout< dim >Parameter class for mappers which implements the layout for P2-functions
Dune::P2PrismShapeFunction< C, T >
Dune::P2PrismShapeFunctionSetContainer< C, T >P2 shape functions in the prism without virtual functions
Dune::QuadraturePointShapeFunction< C, T, d, dq, N >Base class for a shape function evaluated at a quadrature point
Dune::QuadraturePointShapeFunctionSet< C, T, d, dq, N >Base class for a shape function evaluated for a quadrature rule
Dune::QuadratureRuleShapeFunctionSet< C, T, d, dq, N >Base class for a shape function set evaluated for a quadrature rule
Dune::QuadratureRuleShapeFunctionSetCache< C, T, d, dq, N >A cache of sets of shape functions evaluated at quadrature points
Dune::ShapeFunction< C, T, d, N >
Dune::ShapeFunctionSet< C, T, d, N >
Dune::ShapeFunctionSetContainer< C, T, d, N, M >

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