Kratos::Utilities Namespace Reference

Functions
template<class TVec >
void	ShapeFunc (double xi, double eta, TVec &N)
template<class TVec >
void	ShapeFuncSerendipity (double xi, double eta, TVec &N)
template<class TMat >
void	ShapeFunc_NaturalDerivatives (double xi, double eta, TMat &dN)
template<class TMat >
void	ShapeFuncSerendipity_NaturalDerivatives (double xi, double eta, TMat &dN)
void	InterpToStandardGaussPoints (double &v1, double &v2, double &v3)
void	InterpToStandardGaussPoints (std::vector< double > &v)
void	InterpToStandardGaussPoints (std::vector< array_1d< double, 3 > > &v)
void	InterpToStandardGaussPoints (std::vector< array_1d< double, 6 > > &v)
void	InterpToStandardGaussPoints (std::vector< Vector > &v)

Function Documentation

InterpToStandardGaussPoints() [1/5]

void Kratos::Utilities::InterpToStandardGaussPoints ( double &  v1, double &  v2, double &  v3  )

inline

InterpToStandardGaussPoints() [2/5]

void Kratos::Utilities::InterpToStandardGaussPoints ( std::vector< array_1d< double, 3 > > &  v )

inline

InterpToStandardGaussPoints() [3/5]

void Kratos::Utilities::InterpToStandardGaussPoints ( std::vector< array_1d< double, 6 > > &  v )

inline

InterpToStandardGaussPoints() [4/5]

void Kratos::Utilities::InterpToStandardGaussPoints ( std::vector< double > &  v )

inline

InterpToStandardGaussPoints() [5/5]

void Kratos::Utilities::InterpToStandardGaussPoints ( std::vector< Vector > &  v )

inline

ShapeFunc()

template<class TVec >

void Kratos::Utilities::ShapeFunc ( double  xi, double  eta, TVec &  N  )

inline

ShapeFunc_NaturalDerivatives()

template<class TMat >

void Kratos::Utilities::ShapeFunc_NaturalDerivatives ( double  xi, double  eta, TMat &  dN  )

inline

ShapeFuncSerendipity()

template<class TVec >

void Kratos::Utilities::ShapeFuncSerendipity ( double  xi, double  eta, TVec &  N  )

inline

ShapeFuncSerendipity_NaturalDerivatives()

template<class TMat >

void Kratos::Utilities::ShapeFuncSerendipity_NaturalDerivatives ( double  xi, double  eta, TMat &  dN  )

inline