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ShapeFunction1d Class Template Reference

#include <ShapeFunction1d.h>

Inheritance diagram for ShapeFunction1d::

List of all members.

Public Types
typedef DofType::ValueType	ValueType
typedef DofType::DerivType	DerivType
Public Methods
	ShapeFunction1d (pEdge edge, Field< DofType > *field)
virtual ValueType	eval (double r, pEdge, const Field< DofType > &field, int timeDer=0) const=0
virtual DerivType	eval1Deriv (double r, pEdge, const Field< DofType > &field, int timeDer=0) const=0
virtual DerivType	eval2Deriv (double r, pEdge, const Field< DofType > &field, int timeDer=0) const=0
virtual DMatrix<DofType>	zeroDeriv (double r, pEdge, const Field< DofType > &field) const=0
virtual DMatrix<DofType>	firstDeriv (double r, pEdge edge, const Field< DofType > &field) const=0
virtual DMatrix<DofType>	secondDeriv (double r, pEdge edge, const Field< DofType > &field) const=0
virtual void	getVandermonde (pEdge me, const Field< DofType > &field, SCOREC_Util::SMatrix **A, IntpPnt1d **pt)=0
virtual void	setDofVals (pEdge,const Field< DofType > &, const SCOREC_Util::SVector< SCOREC_Util::SVectorDouble > &a, int derivative, SCOREC_Util::Range< int > comps)=0

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Detailed Description

template<class DofType> class ShapeFunction1d

Shape function defined over a mesh edge.

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Member Function Documentation

template<class DofType> ValueType ShapeFunction1d<DofType>::eval ( double r, pEdge edge, const Field< DofType > & field, int timeDer = 0 ) const [pure virtual]

Evaulate at the location r. Reimplemented in LinearCont1dSF, QuadCont1dSF, HierarchicCont1dSF, ConstantSF1d, and HierDiscont1dSF.

template<class DofType> DerivType ShapeFunction1d<DofType>::eval1Deriv ( double r, pEdge edge, const Field< DofType > & field, int timeDer = 0 ) const [pure virtual]

Evaulate first derivative at r. Reimplemented in LinearCont1dSF, QuadCont1dSF, HierarchicCont1dSF, ConstantSF1d, and HierDiscont1dSF.

template<class DofType> DerivType ShapeFunction1d<DofType>::eval2Deriv ( double r, pEdge edge, const Field< DofType > & field, int timeDer = 0 ) const [pure virtual]

Evaluate second derivative at pt. Reimplemented in LinearCont1dSF, QuadCont1dSF, HierarchicCont1dSF, ConstantSF1d, and HierDiscont1dSF.

template<class DofType> DMatrix< DofType > ShapeFunction1d<DofType>::firstDeriv ( double r, pEdge edge, const Field< DofType > & field ) const [pure virtual]

Evaluate first derivative with dofs as unknowns at location r. Reimplemented in LinearCont1dSF, QuadCont1dSF, HierarchicCont1dSF, ConstantSF1d, and HierDiscont1dSF.

template<class DofType> void ShapeFunction1d<DofType>::getVandermonde ( pEdge me, const Field< DofType > & field, SCOREC_Util::SMatrix ** A, IntpPnt1d ** pt ) [pure virtual]

Get vandermonde matrix for interpolation. Reimplemented in LinearCont1dSF, HierarchicCont1dSF, ConstantSF1d, and HierDiscont1dSF.

template<class DofType> DMatrix< DofType > ShapeFunction1d<DofType>::secondDeriv ( double r, pEdge edge, const Field< DofType > & field ) const [pure virtual]

Evaluate seond derivative with dofs as unknowns at location r. Reimplemented in LinearCont1dSF, QuadCont1dSF, HierarchicCont1dSF, ConstantSF1d, and HierDiscont1dSF.

template<class DofType> DMatrix< DofType > ShapeFunction1d<DofType>::zeroDeriv ( double r, pEdge edge, const Field< DofType > & field ) const [pure virtual]

Evaluate with dofs as unknowns at location r. Reimplemented in LinearCont1dSF, QuadCont1dSF, HierarchicCont1dSF, ConstantSF1d, and HierDiscont1dSF.

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The documentation for this class was generated from the following file:

• ShapeFunction1d.h

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