Typedefs
Type Definitions
typedef Node	NodeType

typedef Point	PointType

typedef PointType::CoordinatesArrayType	CoordinatesArrayType

typedef Geometry< NodeType >	GeometryType
	Definition of geometries. More...

typedef Geometry< PointType >	GeometryPointType

typedef std::size_t	IndexType
	Index type definition. More...

typedef std::size_t	SizeType
	Size type definition. More...

typedef std::unordered_map< IndexType, IndexType >	IntMap
	A map for integers. More...

Functions
array_1d< double, 3 >	GaussPointUnitNormal (const Vector &rN, const GeometryType &rGeometry)
	This function calculates the r_normal in a specific GP with a given shape function. More...

template<>
void	ResetAuxiliarValue< Variable< double > > (ModelPart &rThisModelPart)

template<>
void	ResetAuxiliarValue< Variable< array_1d< double, 3 > > > (ModelPart &rThisModelPart)

template<>
const std::string	GetAuxiliarVariable< Variable< double > > ()

template<>
const std::string	GetAuxiliarVariable< Variable< array_1d< double, 3 > > > ()

template<>
double	GetAuxiliarValue< Variable< double > > (NodeType &rThisNode, const std::size_t iSize)

template<>
double	GetAuxiliarValue< Variable< array_1d< double, 3 > > > (NodeType &rThisNode, const std::size_t iSize)

Functions
bool	LengthCheck (const GeometryPointType &rGeometryLine, const double Tolerance=1.0e-6)
	This functions checks if the length of the line is to short, with the potential of provoque ill condition in the dual LM formulation. More...

bool	HeronCheck (const GeometryPointType &rGeometryTriangle)
	This functions checks if the semiperimeter is smaller than any of the sides of the triangle. More...

bool	HeronCheck (const PointType &rPointOrig1, const PointType &rPointOrig2, const PointType &rPointOrig3)
	This functions checks if the semiperimeter is smaller than any of the sides of the triangle. More...

void	RotatePoint (PointType &rPointToRotate, const PointType &rPointReferenceRotation, const array_1d< double, 3 > &rSlaveTangentXi, const array_1d< double, 3 > &rSlaveTangentEta, const bool Inversed)
	This function rotates to align the projected points to a parallel plane to XY. More...

void	ComputeNodesMeanNormalModelPart (ModelPart &rModelPart, const bool ComputeConditions=true)
	It computes the mean of the normal in the condition in all the nodes. More...

void	ComputeNodesTangentModelPart (ModelPart &rModelPart, const Variable< array_1d< double, 3 >> *pSlipVariable=NULL, const double SlipCoefficient=1.0, const bool SlipAlways=false)
	It computes the tangent in all the nodes of the model part. More...

void	ComputeNodesTangentFromNormalModelPart (ModelPart &rModelPart)
	It computes the tangent in all the nodes of the model part from its normal. More...

void	ComputeTangentsFromNormal (NodeType &rNode, const array_1d< double, 3 > &rNormal, const std::size_t Dimension=3)
	It computes the tangent on the given node using the normal provided. More...

void	ComputeTangentNodeWithLMAndSlip (NodeType &rNode, const std::size_t StepLM=0, const Variable< array_1d< double, 3 >> *pSlipVariable=NULL, const double SlipCoefficient=1.0, const std::size_t Dimension=3)
	It computes the tangent on the given node using the LM direction and Slip direction. More...

void	ComputeTangentNodeWithSlip (NodeType &rNode, const std::size_t StepLM=0, const Variable< array_1d< double, 3 >> *pSlipVariable=NULL, const double SlipCoefficient=1.0, const std::size_t Dimension=3)
	It computes the tangent on the given node using the Slip direction. More...

template<typename TType >
std::vector< std::size_t >	SortIndexes (const std::vector< TType > &rThisVector)
	This function gives you the indexes needed to order a vector. More...

template<class TContainerType >
void	InvertNormalForFlag (TContainerType &rContainer, const Flags Flag)
	It inverts the order of the nodes in the conditions of a model part in order to invert the normal when certain flag is active. More...

template<class TContainerType >
void	InvertNormal (TContainerType &rContainer)
	It inverts the order of the nodes in the conditions of a model part in order to invert the normal. More...

template<SizeType TDim, SizeType TNumNodes>
BoundedMatrix< double, TNumNodes, TDim >	GetCoordinates (const GeometryType &rGeometry, const bool Current=true, const IndexType Step=0)
	It calculates the matrix of coordinates of a geometry. More...

template<SizeType TNumNodes, SizeType TDim>
BoundedMatrix< double, TNumNodes, TDim >	ComputeTangentMatrix (const GeometryType &rGeometry)
	It calculates the matrix containing the tangent vector TANGENT_XI. More...

template<SizeType TNumNodes, class TVarType = Variable<double>>
array_1d< double, TNumNodes >	GetVariableVector (const GeometryType &rGeometry, const TVarType &rVariable, const IndexType Step)
	It calculates the vector of an historical variable of a geometry. More...

template<SizeType TNumNodes, class TVarType = Variable<double>>
BoundedMatrix< double, TNumNodes, 1 >	GetVariableVectorMatrix (const GeometryType &rGeometry, const TVarType &rVariable, const unsigned int Step)
	It calculates the vector of an historical variable of a geometry. More...

template<SizeType TNumNodes, class TVarType = Variable<double>>
array_1d< double, TNumNodes >	GetVariableVector (const GeometryType &rGeometry, const TVarType &rVariable)
	It calculates the vector of a non-historical variable of a geometry. More...

template<SizeType TNumNodes, class TVarType = Variable<double>>
BoundedMatrix< double, TNumNodes, 1 >	GetVariableVectorMatrix (const GeometryType &rGeometry, const TVarType &rVariable)
	It calculates the vector of a non-historical variable of a geometry. More...

template<SizeType TDim, SizeType TNumNodes>
BoundedMatrix< double, TNumNodes, TDim >	GetVariableMatrix (const GeometryType &rGeometry, const Variable< array_1d< double, 3 > > &rVariable, const unsigned int Step)
	It calculates the matrix of a variable of a geometry. More...

template<SizeType TDim, SizeType TNumNodes>
BoundedMatrix< double, TNumNodes, TDim >	GetVariableMatrix (const GeometryType &rGeometry, const Variable< array_1d< double, 3 > > &rVariable)
	It calculates the matrix of a non-historical variable of a geometry. More...

template<SizeType TDim, SizeType TNumNodes>
BoundedMatrix< double, TNumNodes, TDim >	GetAbsMatrix (const BoundedMatrix< double, TNumNodes, TDim > &rInputMatrix)
	It calculates the matrix containing the absolute value of another matrix. More...

template<SizeType TDim, class TVarType >
unsigned int	SizeToCompute ()
	This method gives the size to be computed. More...

template<class TVarType , bool THistorical>
void	ResetValue (ModelPart &rThisModelPart, const TVarType &rThisVariable)
	This method resets the value. More...

template<class TVarType >
void	ResetAuxiliarValue (ModelPart &rThisModelPart)
	This method resets the auxiliar value. More...

template<class TVarType >
const std::string	GetAuxiliarVariable ()
	This method returns the auxiliar variable. More...

template<class TVarType >
double	GetAuxiliarValue (NodeType &rThisNode, const std::size_t iSize)
	This method returns the auxiliar variable. More...

template<class TVarType , bool THistorical>
void	MatrixValue (const GeometryType &rThisGeometry, const TVarType &rThisVariable, Matrix &rThisValue)
	This method adds the value. More...

template<class TVarType , bool THistorical>
void	AddValue (GeometryType &rThisGeometry, const TVarType &rThisVariable, const Matrix &rThisValue)
	This method adds the value. More...

template<class TVarType , bool THistorical>
void	AddAreaWeightedNodalValue (NodeType &rThisNode, const TVarType &rThisVariable, const double RefArea=1.0, const double Tolerance=1.0e-4)
	This method adds the value. More...

template<class TVarType , bool THistorical>
void	UpdateDatabase (ModelPart &rThisModelPart, const TVarType &rThisVariable, Vector &rDx, const std::size_t Index, IntMap &rConectivityDatabase)
	This method updates the database in the amster side. More...

Typedef Documentation

◆ CoordinatesArrayType

typedef PointType::CoordinatesArrayType Kratos::MortarUtilities::CoordinatesArrayType

◆ GeometryPointType

typedef Geometry<PointType> Kratos::MortarUtilities::GeometryPointType

◆ GeometryType

typedef Geometry<NodeType> Kratos::MortarUtilities::GeometryType

Definition of geometries.

◆ IndexType

typedef std::size_t Kratos::MortarUtilities::IndexType

Index type definition.

◆ IntMap

typedef std::unordered_map<IndexType, IndexType> Kratos::MortarUtilities::IntMap

A map for integers.

◆ NodeType

typedef Node Kratos::MortarUtilities::NodeType

◆ PointType

typedef Point Kratos::MortarUtilities::PointType

◆ SizeType

typedef std::size_t Kratos::MortarUtilities::SizeType

Size type definition.

Function Documentation

◆ AddAreaWeightedNodalValue()

template<class TVarType , bool THistorical>

void Kratos::MortarUtilities::AddAreaWeightedNodalValue	(	NodeType &	rThisNode,
		const TVarType &	rThisVariable,
		const double	RefArea = `1.0`,
		const double	Tolerance = `1.0e-4`
	)

This method adds the value.

Parameters

rThisNode	The node to update
rThisVariable	The variable to set

◆ AddValue()

template<class TVarType , bool THistorical>

void Kratos::MortarUtilities::AddValue	(	GeometryType &	rThisGeometry,
		const TVarType &	rThisVariable,
		const Matrix &	rThisValue
	)

This method adds the value.

Warning: This operation is not threadsafe

Parameters

rThisGeometry	The geometrty to update
rThisVariable	The variable to set
rThisValue	The matrix to be updated

◆ ComputeNodesMeanNormalModelPart()

void Kratos::MortarUtilities::ComputeNodesMeanNormalModelPart	(	ModelPart &	rModelPart,
		const bool	ComputeConditions = `true`
	)

It computes the mean of the normal in the condition in all the nodes.

Parameters

rModelPart	The model part to compute
ComputeConditions	If computed over conditions or elements

◆ ComputeNodesTangentFromNormalModelPart()

void Kratos::MortarUtilities::ComputeNodesTangentFromNormalModelPart ( ModelPart & rModelPart )

It computes the tangent in all the nodes of the model part from its normal.

Parameters

rModelPart The model part to compute

◆ ComputeNodesTangentModelPart()

void Kratos::MortarUtilities::ComputeNodesTangentModelPart	(	ModelPart &	rModelPart,
		const Variable< array_1d< double, 3 >> *	pSlipVariable = `NULL`,
		const double	SlipCoefficient = `1.0`,
		const bool	SlipAlways = `false`
	)

It computes the tangent in all the nodes of the model part.

Parameters

rModelPart	The model part to compute
pSlipVariable	The pointer to the slip variable
SlipCoefficient	The slip contribution
SlipAlways	Uses the slip even in case that LM are available

◆ ComputeTangentMatrix()

template<SizeType TNumNodes, SizeType TDim>

BoundedMatrix<double, TNumNodes, TDim> Kratos::MortarUtilities::ComputeTangentMatrix ( const GeometryType & rGeometry )

It calculates the matrix containing the tangent vector TANGENT_XI.

Parameters

rGeometry The geometry to calculate

Returns: tangent_matrix The matrix containing the tangent vectors of the LM

◆ ComputeTangentNodeWithLMAndSlip()

void Kratos::MortarUtilities::ComputeTangentNodeWithLMAndSlip	(	NodeType &	rNode,
		const std::size_t	StepLM = `0`,
		const Variable< array_1d< double, 3 >> *	pSlipVariable = `NULL`,
		const double	SlipCoefficient = `1.0`,
		const std::size_t	Dimension = `3`
	)

It computes the tangent on the given node using the LM direction and Slip direction.

Parameters

rNode	The node where to compute the tangent
StepLM	The considered step slip
pSlipVariable	The pointer to the slip variable
SlipCoefficient	The slip contribution
Dimension	The current working dimension

◆ ComputeTangentNodeWithSlip()

void Kratos::MortarUtilities::ComputeTangentNodeWithSlip	(	NodeType &	rNode,
		const std::size_t	StepLM = `0`,
		const Variable< array_1d< double, 3 >> *	pSlipVariable = `NULL`,
		const double	SlipCoefficient = `1.0`,
		const std::size_t	Dimension = `3`
	)

It computes the tangent on the given node using the Slip direction.

Parameters

rNode	The node where to compute the tangent
StepLM	The considered step slip
pSlipVariable	The pointer to the slip variable
SlipCoefficient	The slip contribution
Dimension	The current working dimension

◆ ComputeTangentsFromNormal()

void Kratos::MortarUtilities::ComputeTangentsFromNormal	(	NodeType &	rNode,
		const array_1d< double, 3 > &	rNormal,
		const std::size_t	Dimension = `3`
	)

It computes the tangent on the given node using the normal provided.

Parameters

rNode	The node where to compute the tangent
rNormal	The normal vector
Dimension	The current working dimension

◆ GaussPointUnitNormal()

array_1d<double,3> Kratos::MortarUtilities::GaussPointUnitNormal	(	const Vector &	rN,
		const GeometryType &	rGeometry
	)

This function calculates the r_normal in a specific GP with a given shape function.

Parameters

rN	The shape function considered
rGeometry	The geometry of condition of interest

Returns: The r_normal in the GP

◆ GetAbsMatrix()

template<SizeType TDim, SizeType TNumNodes>

BoundedMatrix<double, TNumNodes, TDim> Kratos::MortarUtilities::GetAbsMatrix ( const BoundedMatrix< double, TNumNodes, TDim > & rInputMatrix )

It calculates the matrix containing the absolute value of another matrix.

Parameters

rInputMatrix The original matrix

Returns: AbsMatrix The matrix containing the absolute value of another matrix

◆ GetAuxiliarValue()

template<class TVarType >

double Kratos::MortarUtilities::GetAuxiliarValue	(	NodeType &	rThisNode,
		const std::size_t	iSize
	)

This method returns the auxiliar variable.

Parameters

rThisNode	Reference to the node of interest
iSize	The Index of the component

Returns: The value of the auxiliar variable

◆ GetAuxiliarValue< Variable< array_1d< double, 3 > > >()

template<>

double Kratos::MortarUtilities::GetAuxiliarValue< Variable< array_1d< double, 3 > > >	(	NodeType &	rThisNode,
		const std::size_t	iSize
	)

◆ GetAuxiliarValue< Variable< double > >()

template<>

double Kratos::MortarUtilities::GetAuxiliarValue< Variable< double > >	(	NodeType &	rThisNode,
		const std::size_t	iSize
	)

◆ GetAuxiliarVariable()

template<class TVarType >

const std::string Kratos::MortarUtilities::GetAuxiliarVariable ( )

This method returns the auxiliar variable.

Returns: The auxiliar variable

◆ GetAuxiliarVariable< Variable< array_1d< double, 3 > > >()

template<>

const std::string Kratos::MortarUtilities::GetAuxiliarVariable< Variable< array_1d< double, 3 > > > ( )

◆ GetAuxiliarVariable< Variable< double > >()

template<>

const std::string Kratos::MortarUtilities::GetAuxiliarVariable< Variable< double > > ( )

◆ GetCoordinates()

template<SizeType TDim, SizeType TNumNodes>

BoundedMatrix<double, TNumNodes, TDim> Kratos::MortarUtilities::GetCoordinates	(	const GeometryType &	rGeometry,
		const bool	Current = `true`,
		const IndexType	Step = `0`
	)

It calculates the matrix of coordinates of a geometry.

Parameters

rGeometry	The geometry to calculate
Current	If we calculate the Current coordinates or the initial ones
Step	The time step where it is computed

Returns: coordinates The matrix containing the coordinates of the geometry

◆ GetVariableMatrix() [1/2]

template<SizeType TDim, SizeType TNumNodes>

BoundedMatrix<double, TNumNodes, TDim> Kratos::MortarUtilities::GetVariableMatrix	(	const GeometryType &	rGeometry,
		const Variable< array_1d< double, 3 > > &	rVariable
	)

It calculates the matrix of a non-historical variable of a geometry.

Parameters

rGeometry	The geometry to calculate
rVariable	The name of the variable to calculate

Returns: var_matrix The matrix containing the variables of the geometry

◆ GetVariableMatrix() [2/2]

template<SizeType TDim, SizeType TNumNodes>

BoundedMatrix<double, TNumNodes, TDim> Kratos::MortarUtilities::GetVariableMatrix	(	const GeometryType &	rGeometry,
		const Variable< array_1d< double, 3 > > &	rVariable,
		const unsigned int	Step
	)

It calculates the matrix of a variable of a geometry.

Parameters

rGeometry	The geometry to calculate
rVariable	The name of the variable to calculate
Step	The step where it is computed

Returns: var_matrix The matrix containing the variables of the geometry

◆ GetVariableVector() [1/2]

template<SizeType TNumNodes, class TVarType = Variable<double>>

array_1d<double, TNumNodes> Kratos::MortarUtilities::GetVariableVector	(	const GeometryType &	rGeometry,
		const TVarType &	rVariable
	)

It calculates the vector of a non-historical variable of a geometry.

Parameters

rGeometry	The geometry to calculate
rVariable	The name of the variable to calculate

Returns: var_vector The vector containing the variables of the geometry

◆ GetVariableVector() [2/2]

template<SizeType TNumNodes, class TVarType = Variable<double>>

array_1d<double, TNumNodes> Kratos::MortarUtilities::GetVariableVector	(	const GeometryType &	rGeometry,
		const TVarType &	rVariable,
		const IndexType	Step
	)

It calculates the vector of an historical variable of a geometry.

Parameters

rGeometry	The geometry to calculate
rVariable	The name of the variable to calculate
Step	The step where it is computed

Returns: var_vector The vector containing the variables of the geometry

◆ GetVariableVectorMatrix() [1/2]

template<SizeType TNumNodes, class TVarType = Variable<double>>

BoundedMatrix<double, TNumNodes, 1> Kratos::MortarUtilities::GetVariableVectorMatrix	(	const GeometryType &	rGeometry,
		const TVarType &	rVariable
	)

It calculates the vector of a non-historical variable of a geometry.

Parameters

rGeometry	The geometry to calculate
rVariable	The name of the variable to calculate

Returns: var_vector The vector containing the variables of the geometry

◆ GetVariableVectorMatrix() [2/2]

template<SizeType TNumNodes, class TVarType = Variable<double>>

BoundedMatrix<double, TNumNodes, 1> Kratos::MortarUtilities::GetVariableVectorMatrix	(	const GeometryType &	rGeometry,
		const TVarType &	rVariable,
		const unsigned int	Step
	)

It calculates the vector of an historical variable of a geometry.

Parameters

rGeometry	The geometry to calculate
rVariable	The name of the variable to calculate
Step	The step where it is computed

Returns: var_vector The vector containing the variables of the geometry

◆ HeronCheck() [1/2]

bool Kratos::MortarUtilities::HeronCheck ( const GeometryPointType & rGeometryTriangle )

This functions checks if the semiperimeter is smaller than any of the sides of the triangle.

Parameters

rGeometryTriangle The triangle to be checked

Returns: True if the triangle is in bad shape, false otherwise

◆ HeronCheck() [2/2]

bool Kratos::MortarUtilities::HeronCheck	(	const PointType &	rPointOrig1,
		const PointType &	rPointOrig2,
		const PointType &	rPointOrig3
	)

This functions checks if the semiperimeter is smaller than any of the sides of the triangle.

Parameters

rPointOrig1	The triangle first point
rPointOrig2	The triangle second point
rPointOrig3	The triangle third point

Returns: True if the triangle is in bad shape, false otherwise

◆ InvertNormal()

template<class TContainerType >

void Kratos::MortarUtilities::InvertNormal ( TContainerType & rContainer )

It inverts the order of the nodes in the conditions of a model part in order to invert the normal.

Parameters

rContainer Reference to the objective container

◆ InvertNormalForFlag()

template<class TContainerType >

void Kratos::MortarUtilities::InvertNormalForFlag	(	TContainerType &	rContainer,
		const Flags	Flag
	)

It inverts the order of the nodes in the conditions of a model part in order to invert the normal when certain flag is active.

Parameters

rContainer	Reference to the objective container
Flag	The flag of the entities inverted

◆ LengthCheck()

bool Kratos::MortarUtilities::LengthCheck	(	const GeometryPointType &	rGeometryLine,
		const double	Tolerance = `1.0e-6`
	)

This functions checks if the length of the line is to short, with the potential of provoque ill condition in the dual LM formulation.

Parameters

rGeometryLine	The line to be checked
Tolerance	The threshold length

Returns: True if the line is too short, false otherwise

◆ MatrixValue()

template<class TVarType , bool THistorical>

void Kratos::MortarUtilities::MatrixValue	(	const GeometryType &	rThisGeometry,
		const TVarType &	rThisVariable,
		Matrix &	rThisValue
	)

This method adds the value.

Parameters

rThisGeometry	The geometrty to update
rThisVariable	The variable to set
rThisValue	The matrix to be updated

◆ ResetAuxiliarValue()

template<class TVarType >

void Kratos::MortarUtilities::ResetAuxiliarValue ( ModelPart & rThisModelPart )

This method resets the auxiliar value.

Parameters

rThisModelPart The model part to update

◆ ResetAuxiliarValue< Variable< array_1d< double, 3 > > >()

template<>

void Kratos::MortarUtilities::ResetAuxiliarValue< Variable< array_1d< double, 3 > > > ( ModelPart & rThisModelPart )

◆ ResetAuxiliarValue< Variable< double > >()

template<>

void Kratos::MortarUtilities::ResetAuxiliarValue< Variable< double > > ( ModelPart & rThisModelPart )

◆ ResetValue()

template<class TVarType , bool THistorical>

void Kratos::MortarUtilities::ResetValue	(	ModelPart &	rThisModelPart,
		const TVarType &	rThisVariable
	)

This method resets the value.

Parameters

rThisModelPart	The model part to update
rThisVariable	The variable to set

◆ RotatePoint()

void Kratos::MortarUtilities::RotatePoint	(	PointType &	rPointToRotate,
		const PointType &	rPointReferenceRotation,
		const array_1d< double, 3 > &	rSlaveTangentXi,
		const array_1d< double, 3 > &	rSlaveTangentEta,
		const bool	Inversed
	)

This function rotates to align the projected points to a parallel plane to XY.

Parameters

rPointToRotate	The points from the origin geometry and the the point rotated
rPointReferenceRotation	The center point used as reference to rotate
rSlaveTangentXi	The first tangent vector of the slave condition
rSlaveTangentEta	The second tangent vector of the slave condition
Inversed	If we rotate to the XY or we recover from XY

◆ SizeToCompute()

template<SizeType TDim, class TVarType >

unsigned int Kratos::MortarUtilities::SizeToCompute ( )

This method gives the size to be computed.

◆ SortIndexes()

template<typename TType >

std::vector<std::size_t> Kratos::MortarUtilities::SortIndexes ( const std::vector< TType > & rThisVector )

This function gives you the indexes needed to order a vector.

Parameters

rThisVector The vector to order

Returns: idx The vector of indexes

◆ UpdateDatabase()

template<class TVarType , bool THistorical>

void Kratos::MortarUtilities::UpdateDatabase	(	ModelPart &	rThisModelPart,
		const TVarType &	rThisVariable,
		Vector &	rDx,
		const std::size_t	Index,
		IntMap &	rConectivityDatabase
	)

This method updates the database in the amster side.

Parameters

rThisModelPart	The model part
rThisVariable	The variable to set
rDx	The vector with the increment of the value
Index	The index used in the case of a vector variable
rConectivityDatabase	The database that will be used to assemble the system

Typedefs

Functions

Typedef Documentation

◆ CoordinatesArrayType

◆ GeometryPointType

◆ GeometryType

◆ IndexType

◆ IntMap

◆ NodeType

◆ PointType

◆ SizeType

Function Documentation

◆ AddAreaWeightedNodalValue()

◆ AddValue()

◆ ComputeNodesMeanNormalModelPart()

◆ ComputeNodesTangentFromNormalModelPart()

◆ ComputeNodesTangentModelPart()

◆ ComputeTangentMatrix()

◆ ComputeTangentNodeWithLMAndSlip()

◆ ComputeTangentNodeWithSlip()

◆ ComputeTangentsFromNormal()

◆ GaussPointUnitNormal()

◆ GetAbsMatrix()

◆ GetAuxiliarValue()

◆ GetAuxiliarValue< Variable< array_1d< double, 3 > > >()

◆ GetAuxiliarValue< Variable< double > >()

◆ GetAuxiliarVariable()

◆ GetAuxiliarVariable< Variable< array_1d< double, 3 > > >()

◆ GetAuxiliarVariable< Variable< double > >()

◆ GetCoordinates()

◆ GetVariableMatrix() [1/2]

◆ GetVariableMatrix() [2/2]

◆ GetVariableVector() [1/2]

◆ GetVariableVector() [2/2]

◆ GetVariableVectorMatrix() [1/2]

◆ GetVariableVectorMatrix() [2/2]

◆ HeronCheck() [1/2]

◆ HeronCheck() [2/2]

◆ InvertNormal()

◆ InvertNormalForFlag()

◆ LengthCheck()

◆ MatrixValue()

◆ ResetAuxiliarValue()

◆ ResetAuxiliarValue< Variable< array_1d< double, 3 > > >()

◆ ResetAuxiliarValue< Variable< double > >()

◆ ResetValue()

◆ RotatePoint()

◆ SizeToCompute()

◆ SortIndexes()

◆ UpdateDatabase()