sofa::type::FullySymmetric4Tensor< D, real > Class Template Reference

#include <FullySymmetric4Tensor.h>

Detailed Description

template<std::size_t D, class real>
class sofa::type::FullySymmetric4Tensor< D, real >

A class to represent a fully symmetric 4th rank tensor.

It's a tensor having both minor and major symmetries. Given the indices i,j,k,l, a fully symmetric tensor C has the following properties: C(i,j,k,l) = C(k,l,i,j) (major symmetry) C(i,j,k,l) = C(j,i,k,l) (minor symmetry) C(i,j,k,l) = C(i,j,l,k) (minor symmetry)

Public Member Functions
	FullySymmetric4Tensor ()=default
template<class Callable >
	FullySymmetric4Tensor (Callable callable)
template<class Callable >
void	fill (Callable callable)
Real &	operator() (sofa::Size i, sofa::Size j, sofa::Size k, sofa::Size l)
Real	operator() (sofa::Size i, sofa::Size j, sofa::Size k, sofa::Size l) const
const sofa::type::MatSym< NumberOfIndependentElements, Real > &	toVoigtMatSym () const

Constructor details

FullySymmetric4Tensor() [1/2]

template<std::size_t D, class real >

sofa::type::FullySymmetric4Tensor< D, real >::FullySymmetric4Tensor ( )

default

FullySymmetric4Tensor() [2/2]

template<std::size_t D, class real >

template<class Callable >

sofa::type::FullySymmetric4Tensor< D, real >::FullySymmetric4Tensor ( Callable  callable )

inlineexplicit

Function details

fill()

template<std::size_t D, class real >

template<class Callable >

void sofa::type::FullySymmetric4Tensor< D, real >::fill ( Callable  callable )

inline

operator()() [1/2]

template<std::size_t D, class real >

Real& sofa::type::FullySymmetric4Tensor< D, real >::operator() ( sofa::Size  i, sofa::Size  j, sofa::Size  k, sofa::Size  l  )

inline

operator()() [2/2]

template<std::size_t D, class real >

Real sofa::type::FullySymmetric4Tensor< D, real >::operator() ( sofa::Size  i, sofa::Size  j, sofa::Size  k, sofa::Size  l  ) const

inline

toVoigtMatSym()

template<std::size_t D, class real >

const sofa::type::MatSym<NumberOfIndependentElements, Real>& sofa::type::FullySymmetric4Tensor< D, real >::toVoigtMatSym ( ) const

inline