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dune-localfunctions 2.11
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#include <dune/localfunctions/raviartthomas/raviartthomassimplex/raviartthomassimplexbasis.hh>

Public Types | |
| typedef D | Domain |
| typedef R | Range |
| typedef R | StorageField |
| typedef R | ComputeField |
| typedef RTPreBasisFactory< dim, R > | PreBasisFactory |
| typedef PreBasisFactory::Object | PreBasis |
| typedef RaviartThomasL2InterpolationFactory< dim, R > | InterpolationFactory |
| typedef InterpolationFactory::Object | Interpolation |
| typedef PreBasisFactory::template EvaluationBasisFactory< dim, R >::Type | MonomialBasisFactory |
| typedef MonomialBasisFactory::Object | MonomialBasis |
| typedef StandardEvaluator< MonomialBasis > | Evaluator |
| typedef PolynomialBasisWithMatrix< Evaluator, SparseCoeffMatrix< R, dimRange >, D, R > | Basis |
| typedef const Basis | Object |
| typedef InterpolationFactory::Key | Key |
Static Public Member Functions | |
| static Object * | create (const Key &key) |
| static void | release (Object *object) |
| release the object returned by the create methods | |
Static Public Attributes | |
| static const unsigned int | dimension |
| static const unsigned int | dimRange |
RTPreBasisFactory provides a basis for the Raviart-Thomas function space. RaviartThomasL2InterpolationFactory provides the linear functionals.
Defaultbasisfactory::create first builds the function space and the linear functionals. Then the constructor of BasisMatrix gets called. There the matrix
![\[ A_{i,j} := N_j(\phi_i)
\]](form_59.png)
with linear functionals 

For more details on the theory see the first chapter "Construction of Local Finite Element Spaces Using the Generic Reference Elements" of the book "Advances in Dune" by Dedner, Flemisch and Klöfkorn published in 2012.
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release the object returned by the create methods
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