DNDS::Geom::Base Namespace Reference

Classes
class	CFVPeriodicity

Typedefs
using	t_diffOpIJK2I = std::tuple< int, std::array< int, 3 >, std::array< std::array< int, 3 >, 3 >, std::array< std::array< std::array< int, 3 >, 3 >, 3 > >

Functions
template<int dim>
constexpr int	ndiffSizS (int i)
template<int dim>
constexpr int	ndiff2order (int rows)
template<int dim, int NDiffC>
constexpr t_diffOpIJK2I	__get_diffOperatorIJK2I (const std::array< std::array< int, 3 >, NDiffC > &diffOps)
template<int dim>
constexpr auto &	getDiffOperatorIJK2I ()
real	iPow (int p, real x)
template<int dim, int order>
constexpr int	PolynomialNDOF ()
template<class TDIBJ >
void	FPolynomialFill2D (TDIBJ &T, real x, real y, real z, real lx, real ly, real lz, int rows, int cols)
template<class TDIBJ >
void	FPolynomialFill3D (TDIBJ &T, real x, real y, real z, real lx, real ly, real lz, int rows, int cols)
template<int dim>
int	GetNDof (int maxOrder)
template<int dim = 3, int rank = 0, int powV = 1, class VLe , class VRi >
real	NormSymDiffOrderTensorV (VLe &&Le, VRi &&Ri)
template<int dim, int rank, class VLe , class Trans >
void	TransSymDiffOrderTensorV (VLe &&Le, Trans &&trans)
template<int dim, class TMat >
void	ConvertDiffsLinMap (TMat &&mat, const Geom::tGPoint &dXijdXi)
	convert partial derivatives (diffs) from D_dxi to D_dx
template<int dim, class TMat , class TDiBjB >
void	ConvertDiffsFullMap (TMat &&mat, TDiBjB &&DxiDx)
template<int dim, int maxDiff, class TDiBjA , class TDiBjB >
void	DxDxi2DxiDx (TDiBjA &&DxDxi, TDiBjB &&DxiDx)
	invert compact form of all diffs of shape functions

Typedef Documentation

t_diffOpIJK2I

using DNDS::Geom::Base::t_diffOpIJK2I = typedef std::tuple< int, std::array<int, 3>, std::array<std::array<int, 3>, 3>, std::array<std::array<std::array<int, 3>, 3>, 3> >

Definition at line 131 of file BaseFunction.hpp.

Function Documentation

__get_diffOperatorIJK2I()

template<int dim, int NDiffC>

constexpr t_diffOpIJK2I DNDS::Geom::Base::__get_diffOperatorIJK2I ( const std::array< std::array< int, 3 >, NDiffC > &  diffOps )

constexpr

Definition at line 137 of file BaseFunction.hpp.

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ConvertDiffsFullMap()

template<int dim, class TMat , class TDiBjB >

void DNDS::Geom::Base::ConvertDiffsFullMap ( TMat &&  mat, TDiBjB &&  DxiDx  )

inline

Definition at line 339 of file DiffTensors.hpp.

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ConvertDiffsLinMap()

template<int dim, class TMat >

void DNDS::Geom::Base::ConvertDiffsLinMap ( TMat &&  mat, const Geom::tGPoint &  dXijdXi  )

inline

convert partial derivatives (diffs) from D_dxi to D_dx

Template Parameters

dim
TMat

Parameters

mat	standard concatenation of diffs, mat_{i,j}, i=0: D^0_xi, i=1: D^1_{xi_0}, i=2, D^1_{xi_1}... see BaseFunction.hpp
dXijdXi	dXi_j / d_X_i, Xi: old coord, X: new coord

Definition at line 281 of file DiffTensors.hpp.

DxDxi2DxiDx()

template<int dim, int maxDiff, class TDiBjA , class TDiBjB >

void DNDS::Geom::Base::DxDxi2DxiDx	(	TDiBjA &&	DxDxi,
		TDiBjB &&	DxiDx
	)

invert compact form of all diffs of shape functions

• DxDxi NDiff x 3 shape where NDiff is number of derivatives determined by maxDiff which is max derivative order
• DxiDx NDiff x 3 shape

Definition at line 476 of file DiffTensors.hpp.

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FPolynomialFill2D()

template<class TDIBJ >

void DNDS::Geom::Base::FPolynomialFill2D	(	TDIBJ &	T,
		real	x,
		real	y,
		real	z,
		real	lx,
		real	ly,
		real	lz,
		int	rows,
		int	cols
	)

Definition at line 286 of file BaseFunction.hpp.

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FPolynomialFill3D()

template<class TDIBJ >

void DNDS::Geom::Base::FPolynomialFill3D	(	TDIBJ &	T,
		real	x,
		real	y,
		real	z,
		real	lx,
		real	ly,
		real	lz,
		int	rows,
		int	cols
	)

Definition at line 443 of file BaseFunction.hpp.

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getDiffOperatorIJK2I()

template<int dim>

constexpr auto & DNDS::Geom::Base::getDiffOperatorIJK2I ( )

constexpr

Definition at line 187 of file BaseFunction.hpp.

GetNDof()

template<int dim>

int DNDS::Geom::Base::GetNDof ( int  maxOrder )

inline

Definition at line 716 of file BaseFunction.hpp.

iPow()

real DNDS::Geom::Base::iPow ( int  p, real  x  )

inline

Definition at line 216 of file BaseFunction.hpp.

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ndiff2order()

template<int dim>

constexpr int DNDS::Geom::Base::ndiff2order ( int  rows )

constexpr

Definition at line 23 of file BaseFunction.hpp.

ndiffSizS()

template<int dim>

constexpr int DNDS::Geom::Base::ndiffSizS ( int  i )

constexpr

Definition at line 18 of file BaseFunction.hpp.

NormSymDiffOrderTensorV()

template<int dim = 3, int rank = 0, int powV = 1, class VLe , class VRi >

real DNDS::Geom::Base::NormSymDiffOrderTensorV	(	VLe &&	Le,
		VRi &&	Ri
	)

Definition at line 8 of file DiffTensors.hpp.

PolynomialNDOF()

template<int dim, int order>

constexpr int DNDS::Geom::Base::PolynomialNDOF ( )

inlineconstexpr

Definition at line 235 of file BaseFunction.hpp.

TransSymDiffOrderTensorV()

template<int dim, int rank, class VLe , class Trans >

void DNDS::Geom::Base::TransSymDiffOrderTensorV	(	VLe &&	Le,
		Trans &&	trans
	)

Definition at line 157 of file DiffTensors.hpp.

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