#include <src/ftensor/src/MatrixFunctionTemplate.hpp>

Collaboration diagram for EigenMatrix::d2MCoefficients< E, C >:

Public Types
using	Val = typename E::Val

using	Vec = typename E::Vec

using	Fun = typename E::Fun

using	NumberNb = typename E::NumberNb

using	NumberDim = typename E::NumberDim

template<int N>
using	Number = FTensor::Number< N >

Public Member Functions
	d2MCoefficients (E &e)

template<int a, int b>
auto	get (const Number< a > &, const Number< b > &, const int i, const int j, const int k, const int l, const Number< 3 > &) const

template<int a, int b>
auto	get (const Number< a > &, const Number< b > &, const int i, const int j, const int k, const int l, const Number< 2 > &) const

template<int a, int b>
auto	get (const Number< a > &, const Number< b > &, const int i, const int j, const int k, const int l, const Number< 1 >) const

Public Attributes
E &	e

Detailed Description

template<typename E, typename C>
struct EigenMatrix::d2MCoefficients< E, C >

Definition at line 90 of file MatrixFunctionTemplate.hpp.

Member Typedef Documentation

◆ Fun

template<typename E , typename C >

using EigenMatrix::d2MCoefficients< E, C >::Fun = typename E::Fun

Definition at line 93 of file MatrixFunctionTemplate.hpp.

◆ Number

template<typename E , typename C >

template<int N>

using EigenMatrix::d2MCoefficients< E, C >::Number = FTensor::Number<N>

Definition at line 98 of file MatrixFunctionTemplate.hpp.

◆ NumberDim

template<typename E , typename C >

using EigenMatrix::d2MCoefficients< E, C >::NumberDim = typename E::NumberDim

Definition at line 96 of file MatrixFunctionTemplate.hpp.

◆ NumberNb

template<typename E , typename C >

using EigenMatrix::d2MCoefficients< E, C >::NumberNb = typename E::NumberNb

Definition at line 95 of file MatrixFunctionTemplate.hpp.

◆ Val

template<typename E , typename C >

using EigenMatrix::d2MCoefficients< E, C >::Val = typename E::Val

Definition at line 91 of file MatrixFunctionTemplate.hpp.

◆ Vec

template<typename E , typename C >

using EigenMatrix::d2MCoefficients< E, C >::Vec = typename E::Vec

Definition at line 92 of file MatrixFunctionTemplate.hpp.

Constructor & Destructor Documentation

◆ d2MCoefficients()

template<typename E , typename C >

EigenMatrix::d2MCoefficients< E, C >::d2MCoefficients ( E & e )

inline

Definition at line 100 of file MatrixFunctionTemplate.hpp.

100 : e(e) {}

Member Function Documentation

◆ get() [1/3]

template<typename E , typename C >

template<int a, int b>

auto EigenMatrix::d2MCoefficients< E, C >::get	(	const Number< a > &	,
		const Number< b > &	,
		const int	i,
		const int	j,
		const int	k,
		const int	l,
		const Number< 1 >
	)		const

inline

Definition at line 123 of file MatrixFunctionTemplate.hpp.

                                          {
     return e.aS[get_sym_index(Number<a>(), Number<b>(), NumberDim())](i, j, k,
                                                                       l) *
            e.dfVal(a) / static_cast<C>(2);
   }

◆ get() [2/3]

template<typename E , typename C >

template<int a, int b>

auto EigenMatrix::d2MCoefficients< E, C >::get	(	const Number< a > &	,
		const Number< b > &	,
		const int	i,
		const int	j,
		const int	k,
		const int	l,
		const Number< 2 > &
	)		const

inline

Definition at line 113 of file MatrixFunctionTemplate.hpp.

                                            {
     if constexpr (a == 1 || b == 1)
       return get(Number<a>(), Number<b>(), i, j, k, l, Number<3>());
     else
       return get(Number<a>(), Number<b>(), i, j, k, l, Number<1>());
   }

◆ get() [3/3]

template<typename E , typename C >

template<int a, int b>

auto EigenMatrix::d2MCoefficients< E, C >::get	(	const Number< a > &	,
		const Number< b > &	,
		const int	i,
		const int	j,
		const int	k,
		const int	l,
		const Number< 3 > &
	)		const

inline

Definition at line 104 of file MatrixFunctionTemplate.hpp.

                                            {
     return e.aS[get_sym_index(Number<a>(), Number<b>(), NumberDim())](i, j, k,
                                                                       l) *
            e.fVal(a) * e.aF(a, b);
   }