#include <dune/localfunctions/utility/monomialbasis.hh>
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| StandardBiMonomialBasis (unsigned int order) |
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const unsigned int * | sizes (unsigned int order) const |
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const unsigned int * | sizes () const |
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unsigned int | size () const |
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unsigned int | derivSize (const unsigned int deriv) const |
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unsigned int | order () const |
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unsigned int | topologyId () const |
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void | evaluate (const unsigned int deriv, const DomainVector &x, Field *const values) const |
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void | evaluate (const DomainVector &x, Field *const values) const |
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void | evaluate (const DomainVector &x, Vector &values) const |
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void | evaluate (const DomainVector &x, Derivatives< Field, dimension, 1, deriv, layout > *values) const |
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void | evaluate (const DomainVector &x, FieldVector< Field, Derivatives< Field, dimension, 1, deriv, DerivativeLayoutNS::value >::size > *values) const |
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void | evaluate (const DomainVector &x, Vector &values) const |
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void | evaluate (const DVector &x, RVector &values) const |
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void | integrate (Field *const values) const |
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void | integrate (Vector &values) const |
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static constexpr GeometryType | geometry = GeometryTypes::cube(dim) |
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static const int | dimension = dim |
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static const unsigned int | dimRange |
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static const unsigned int | dimDomain = geometry.dim() |
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◆ DomainVector
◆ Field
◆ RangeVector
◆ Size
◆ StandardBiMonomialBasis()
template<int dim, class F >
◆ derivSize()
◆ evaluate() [1/7]
◆ evaluate() [2/7]
◆ evaluate() [3/7]
◆ evaluate() [4/7]
◆ evaluate() [5/7]
◆ evaluate() [6/7]
void Dune::MonomialBasis< geometryId, F >::evaluate |
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const DVector & |
x, |
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RVector & |
values |
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) |
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inlineinherited |
◆ evaluate() [7/7]
◆ integrate() [1/2]
◆ integrate() [2/2]
◆ order()
◆ size()
◆ sizes() [1/2]
◆ sizes() [2/2]
◆ topologyId()
◆ dimDomain
template<GeometryType::Id geometryId, class F >
◆ dimension
template<int dim, class F >
◆ dimRange
◆ geometry
template<int dim, class F >
The documentation for this class was generated from the following file: