dune-localfunctions
2.7.0
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Lagrange finite element for 3d pyramids with arbitrary compile-time polynomial order. More...
#include <dune/localfunctions/lagrange/lagrangepyramid.hh>
Public Types | |
using | Traits = LocalFiniteElementTraits< Impl::LagrangePyramidLocalBasis< D, R, k >, Impl::LagrangePyramidLocalCoefficients< k >, Impl::LagrangePyramidLocalInterpolation< Impl::LagrangePyramidLocalBasis< D, R, k > > > |
Export number types, dimensions, etc. More... | |
Public Member Functions | |
LagrangePyramidLocalFiniteElement () | |
Default constructor. More... | |
const Traits::LocalBasisType & | localBasis () const |
Returns the local basis, i.e., the set of shape functions. More... | |
const Traits::LocalCoefficientsType & | localCoefficients () const |
Returns the assignment of the degrees of freedom to the element subentities. More... | |
const Traits::LocalInterpolationType & | localInterpolation () const |
Returns object that evaluates degrees of freedom. More... | |
Static Public Member Functions | |
static constexpr std::size_t | size () |
The number of shape functions. More... | |
static constexpr GeometryType | type () |
The reference element that the local finite element is defined on. More... | |
Lagrange finite element for 3d pyramids with arbitrary compile-time polynomial order.
D | Type used for domain coordinates |
R | Type used for function values |
k | Polynomial order |
using Dune::LagrangePyramidLocalFiniteElement< D, R, k >::Traits = LocalFiniteElementTraits<Impl::LagrangePyramidLocalBasis<D,R,k>, Impl::LagrangePyramidLocalCoefficients<k>, Impl::LagrangePyramidLocalInterpolation<Impl::LagrangePyramidLocalBasis<D,R,k> > > |
Export number types, dimensions, etc.
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inline |
Default constructor.
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inline |
Returns the local basis, i.e., the set of shape functions.
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inline |
Returns the assignment of the degrees of freedom to the element subentities.
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inline |
Returns object that evaluates degrees of freedom.
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inlinestaticconstexpr |
The number of shape functions.
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inlinestaticconstexpr |
The reference element that the local finite element is defined on.