3 #ifndef DUNE_PK1DLOCALFINITEELEMENT_HH 4 #define DUNE_PK1DLOCALFINITEELEMENT_HH 8 #include <dune/geometry/type.hh> 21 template<
class D,
class R,
unsigned int k>
95 Pk1DLocalCoefficients<k> coefficients;
108 template<
class Geometry,
class RF, std::
size_t k>
110 typedef typename Geometry::ctype DF;
122 typename Basis::Traits
128 static const GeometryType gt;
151 template<
class VertexOrder>
153 const VertexOrder& vertexOrder) :
154 basis_(localBasis, geometry), interpolation_(localInterpolation),
155 coefficients_(vertexOrder.begin(0, 0))
160 {
return interpolation_; }
162 {
return coefficients_; }
163 const GeometryType &
type()
const {
return gt; }
166 template<
class Geometry,
class RF, std::
size_t k>
170 template<
class Geometry,
class RF, std::
size_t k>
174 template<
class Geometry,
class RF, std::
size_t k>
190 template<
class Geometry,
class RF, std::
size_t k>
209 template<
class VertexOrder>
210 const FiniteElement
make(
const Geometry& geometry,
211 const VertexOrder& vertexOrder)
212 {
return FiniteElement(geometry, vertexOrder); }
Langrange finite element of arbitrary order on triangles.
Definition: pk1d.hh:109
Pk1DLocalFiniteElement(const unsigned int vertexmap[3])
Definition: pk1d.hh:49
Layout map for Pk elements.
Definition: pk1dlocalcoefficients.hh:22
Convert a simple scalar local basis into a global basis.
Definition: localtoglobaladaptors.hh:65
const Traits::Coefficients & coefficients() const
Definition: pk1d.hh:161
LI LocalInterpolationType
Definition: localfiniteelementtraits.hh:22
LocalToGlobalInterpolationAdaptor< LocalInterpolation, typename Basis::Traits > Interpolation
Definition: pk1d.hh:123
Definition: brezzidouglasmarini1cube2dlocalbasis.hh:15
Pk1DFiniteElement< Geometry, RF, k > FiniteElement
Definition: pk1d.hh:192
Pk1DLocalCoefficients< k > Coefficients
Definition: pk1d.hh:124
const Traits::Interpolation & interpolation() const
Definition: pk1d.hh:159
const Traits::Basis & basis() const
Definition: pk1d.hh:158
ScalarLocalToGlobalBasisAdaptor< LocalBasis, Geometry > Basis
Definition: pk1d.hh:119
const GeometryType & type() const
Definition: pk1d.hh:163
const Traits::LocalInterpolationType & localInterpolation() const
Definition: pk1d.hh:70
traits helper struct
Definition: localfiniteelementtraits.hh:10
Pk1DFiniteElement(const Geometry &geometry, const VertexOrder &vertexOrder)
construct a Pk1DFiniteElement
Definition: pk1d.hh:152
const Traits::LocalBasisType & localBasis() const
Definition: pk1d.hh:56
LocalFiniteElementTraits< Pk1DLocalBasis< D, R, k >, Pk1DLocalCoefficients< k >, Pk1DLocalInterpolation< Pk1DLocalBasis< D, R, k > > > Traits
Definition: pk1d.hh:29
const Traits::LocalCoefficientsType & localCoefficients() const
Definition: pk1d.hh:63
Lagrange shape functions of arbitrary order on the 1D reference triangle.
Definition: pk1dlocalbasis.hh:25
const FiniteElement make(const Geometry &geometry, const VertexOrder &vertexOrder)
construct Pk1DFiniteElementFactory
Definition: pk1d.hh:210
Pk1DLocalFiniteElement * clone() const
Definition: pk1d.hh:88
Factory for Pk1DFiniteElement objects.
Definition: pk1d.hh:191
unsigned int size() const
Number of shape functions in this finite element.
Definition: pk1d.hh:76
Pk1DLocalFiniteElement()
Definition: pk1d.hh:33
LC LocalCoefficientsType
Definition: localfiniteelementtraits.hh:18
Pk1DLocalFiniteElement(int variant)
Definition: pk1d.hh:40
GeometryType type() const
Definition: pk1d.hh:83
Definition: pk1dlocalinterpolation.hh:11
Convert a local interpolation into a global interpolation.
Definition: localtoglobaladaptors.hh:149
LB LocalBasisType
Definition: localfiniteelementtraits.hh:14