AdjointFiniteDifferencingBaseElement. More...

#include <adjoint_finite_difference_base_element.h>

Inheritance diagram for Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >:

Collaboration diagram for Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >:

Public Member Functions
Type Definitions
	KRATOS_CLASS_INTRUSIVE_POINTER_DEFINITION (AdjointFiniteDifferencingBaseElement)

Life Cycle
	AdjointFiniteDifferencingBaseElement (IndexType NewId=0, bool HasRotationDofs=false)

	AdjointFiniteDifferencingBaseElement (IndexType NewId, GeometryType::Pointer pGeometry, bool HasRotationDofs=false)

	AdjointFiniteDifferencingBaseElement (IndexType NewId, GeometryType::Pointer pGeometry, PropertiesType::Pointer pProperties, bool HasRotationDofs=false)

Public Member Functions inherited from Kratos::Element
	Element (IndexType NewId=0)

	Element (IndexType NewId, const NodesArrayType &ThisNodes)

	Element (IndexType NewId, GeometryType::Pointer pGeometry)

	Element (IndexType NewId, GeometryType::Pointer pGeometry, PropertiesType::Pointer pProperties)

	Element (Element const &rOther)
	Copy constructor. More...

	~Element () override
	Destructor. More...

Element &	operator= (Element const &rOther)
	Assignment operator. More...

virtual Pointer	Clone (IndexType NewId, NodesArrayType const &ThisNodes) const
	It creates a new element pointer and clones the previous element data. More...

virtual void	GetFirstDerivativesVector (Vector &values, int Step=0) const

virtual void	GetSecondDerivativesVector (Vector &values, int Step=0) const

virtual void	CalculateLumpedMassVector (VectorType &rLumpedMassVector, const ProcessInfo &rCurrentProcessInfo) const

virtual void	CalculateOnIntegrationPoints (const Variable< int > &rVariable, std::vector< int > &rOutput, const ProcessInfo &rCurrentProcessInfo)

virtual void	CalculateOnIntegrationPoints (const Variable< array_1d< double, 3 >> &rVariable, std::vector< array_1d< double, 3 >> &rOutput, const ProcessInfo &rCurrentProcessInfo)

virtual void	CalculateOnIntegrationPoints (const Variable< array_1d< double, 4 >> &rVariable, std::vector< array_1d< double, 4 >> &rOutput, const ProcessInfo &rCurrentProcessInfo)

virtual void	CalculateOnIntegrationPoints (const Variable< array_1d< double, 6 >> &rVariable, std::vector< array_1d< double, 6 >> &rOutput, const ProcessInfo &rCurrentProcessInfo)

virtual void	CalculateOnIntegrationPoints (const Variable< array_1d< double, 9 >> &rVariable, std::vector< array_1d< double, 9 >> &rOutput, const ProcessInfo &rCurrentProcessInfo)

virtual void	CalculateOnIntegrationPoints (const Variable< ConstitutiveLaw::Pointer > &rVariable, std::vector< ConstitutiveLaw::Pointer > &rOutput, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< bool > &rVariable, const std::vector< bool > &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< int > &rVariable, const std::vector< int > &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< double > &rVariable, const std::vector< double > &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< array_1d< double, 3 >> &rVariable, const std::vector< array_1d< double, 3 >> &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< array_1d< double, 4 >> &rVariable, const std::vector< array_1d< double, 4 >> &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< array_1d< double, 6 >> &rVariable, const std::vector< array_1d< double, 6 >> &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< array_1d< double, 9 >> &rVariable, const std::vector< array_1d< double, 9 >> &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< Vector > &rVariable, const std::vector< Vector > &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< Matrix > &rVariable, const std::vector< Matrix > &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	SetValuesOnIntegrationPoints (const Variable< ConstitutiveLaw::Pointer > &rVariable, const std::vector< ConstitutiveLaw::Pointer > &rValues, const ProcessInfo &rCurrentProcessInfo)

virtual void	MassMatrix (MatrixType &rMassMatrix, const ProcessInfo &rCurrentProcessInfo)

virtual void	AddMassMatrix (MatrixType &rLeftHandSideMatrix, double coeff, const ProcessInfo &rCurrentProcessInfo)

virtual void	DampMatrix (MatrixType &rDampMatrix, const ProcessInfo &rCurrentProcessInfo)

virtual void	AddInertiaForces (VectorType &rRightHandSideVector, double coeff, const ProcessInfo &rCurrentProcessInfo)

virtual void	CalculateLocalVelocityContribution (MatrixType &rDampingMatrix, VectorType &rRightHandSideVector, const ProcessInfo &rCurrentProcessInfo)

virtual void	CalculateSensitivityMatrix (const Variable< array_1d< double, 3 > > &rDesignVariable, Matrix &rOutput, const ProcessInfo &rCurrentProcessInfo)

PropertiesType::Pointer	pGetProperties ()
	returns the pointer to the property of the element. Does not throw an error, to allow copying of elements which don't have any property assigned. More...

const PropertiesType::Pointer	pGetProperties () const

PropertiesType &	GetProperties ()

PropertiesType const &	GetProperties () const

void	SetProperties (PropertiesType::Pointer pProperties)

bool	HasProperties () const
	Check that the Element has a correctly initialized pointer to a Properties instance. More...

virtual const Parameters	GetSpecifications () const
	This method provides the specifications/requirements of the element. More...

std::string	Info () const override
	Turn back information as a string. More...

void	PrintInfo (std::ostream &rOStream) const override
	Print information about this object. More...

void	PrintData (std::ostream &rOStream) const override
	Print object's data. More...

	KRATOS_CLASS_INTRUSIVE_POINTER_DEFINITION (Element)

Public Member Functions inherited from Kratos::GeometricalObject
	GeometricalObject (IndexType NewId=0)
	Default constructor. More...

	GeometricalObject (IndexType NewId, GeometryType::Pointer pGeometry)
	Default constructor. More...

	~GeometricalObject () override
	Destructor. More...

	GeometricalObject (GeometricalObject const &rOther)
	Copy constructor. More...

GeometricalObject &	operator= (GeometricalObject const &rOther)
	Assignment operator. More...

virtual void	SetGeometry (GeometryType::Pointer pGeometry)
	Sets the pointer to the geometry. More...

GeometryType::Pointer	pGetGeometry ()
	Returns the pointer to the geometry. More...

const GeometryType::Pointer	pGetGeometry () const
	Returns the pointer to the geometry (const version) More...

GeometryType &	GetGeometry ()
	Returns the reference of the geometry. More...

GeometryType const &	GetGeometry () const
	Returns the reference of the geometry (const version) More...

Flags &	GetFlags ()
	Returns the flags of the object. More...

Flags const &	GetFlags () const
	Returns the flags of the object (const version) More...

void	SetFlags (Flags const &rThisFlags)
	Sets the flags of the object. More...

DataValueContainer &	Data ()

DataValueContainer &	GetData ()

DataValueContainer const &	GetData () const

void	SetData (DataValueContainer const &rThisData)

template<class TDataType >
bool	Has (const Variable< TDataType > &rThisVariable) const

template<class TVariableType >
void	SetValue (const TVariableType &rThisVariable, typename TVariableType::Type const &rValue)

template<class TVariableType >
TVariableType::Type &	GetValue (const TVariableType &rThisVariable)

template<class TVariableType >
TVariableType::Type const &	GetValue (const TVariableType &rThisVariable) const

std::string	Info () const override
	Turn back information as a string. More...

void	PrintInfo (std::ostream &rOStream) const override
	Print information about this object. More...

void	PrintData (std::ostream &rOStream) const override
	Print object's data. More...

unsigned int	use_count () const noexcept

	KRATOS_CLASS_INTRUSIVE_POINTER_DEFINITION (GeometricalObject)
	Pointer definition of GeometricalObject. More...

bool	IsActive () const
	Checks if the GeometricalObject is active. More...

Public Member Functions inherited from Kratos::IndexedObject
	IndexedObject (IndexType NewId=0)
	Default constructor. More...

virtual	~IndexedObject ()
	Destructor. More...

	IndexedObject (IndexedObject const &rOther)
	Copy constructor. More...

IndexedObject &	operator= (IndexedObject const &rOther)
	Assignment operator. More...

template<class TObjectType >
IndexType	operator() (TObjectType const &rThisObject) const

IndexType	Id () const

IndexType	GetId () const

virtual void	SetId (IndexType NewId)

IndexType &	DepricatedIdAccess ()
	TODO: remove this function when removing data_file_io object. More...

	KRATOS_CLASS_POINTER_DEFINITION (IndexedObject)
	Pointer definition of IndexedObject. More...

Public Member Functions inherited from Kratos::Flags
Flags &	operator= (Flags const &rOther)
	Assignment operator. More...

	operator bool () const

Flags	operator~ () const

bool	operator! () const

void	AssignFlags (Flags const &rOther)

void	Set (const Flags ThisFlag)

void	Set (const Flags ThisFlag, bool Value)

void	Reset (const Flags ThisFlag)

void	Flip (const Flags ThisFlag)

void	SetPosition (IndexType Position, bool Value=true)

bool	GetPosition (IndexType Position) const

void	FlipPosition (IndexType Position)

void	ClearPosition (IndexType Position)

void	Clear ()

Flags	AsFalse () const

bool	Is (Flags const &rOther) const

bool	IsDefined (Flags const &rOther) const

bool	IsNot (Flags const &rOther) const

bool	IsNotDefined (Flags const &rOther) const

	KRATOS_CLASS_POINTER_DEFINITION (Flags)
	Pointer definition of Flags. More...

const Flags &	operator\|= (const Flags &Other)

const Flags &	operator&= (const Flags &Other)

	Flags ()
	Default constructor. More...

	Flags (Flags const &rOther)
	Copy constructor. More...

virtual	~Flags ()
	Destructor. More...

Protected Attributes
Member Variables
Element::Pointer	mpPrimalElement

bool	mHasRotationDofs = false

Serialization
class	Serializer

Operations
Element::Pointer	Create (IndexType NewId, NodesArrayType const &ThisNodes, PropertiesType::Pointer pProperties) const override
	It creates a new element pointer. More...

Element::Pointer	Create (IndexType NewId, GeometryType::Pointer pGeometry, PropertiesType::Pointer pProperties) const override
	It creates a new element pointer. More...

void	EquationIdVector (EquationIdVectorType &rResult, const ProcessInfo &rCurrentProcessInfo) const override

void	GetDofList (DofsVectorType &ElementalDofList, const ProcessInfo &CurrentProcessInfo) const override

IntegrationMethod	GetIntegrationMethod () const override

void	GetValuesVector (Vector &values, int Step=0) const override

void	Initialize (const ProcessInfo &rCurrentProcessInfo) override

void	ResetConstitutiveLaw () override

void	InitializeSolutionStep (const ProcessInfo &rCurrentProcessInfo) override

void	InitializeNonLinearIteration (const ProcessInfo &rCurrentProcessInfo) override

void	FinalizeNonLinearIteration (const ProcessInfo &rCurrentProcessInfo) override

void	FinalizeSolutionStep (const ProcessInfo &rCurrentProcessInfo) override

void	CalculateLocalSystem (MatrixType &rLeftHandSideMatrix, VectorType &rRightHandSideVector, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateLeftHandSide (MatrixType &rLeftHandSideMatrix, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateRightHandSide (VectorType &rRightHandSideVector, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateFirstDerivativesContributions (MatrixType &rLeftHandSideMatrix, VectorType &rRightHandSideVector, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateFirstDerivativesLHS (MatrixType &rLeftHandSideMatrix, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateFirstDerivativesRHS (VectorType &rRightHandSideVector, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateSecondDerivativesContributions (MatrixType &rLeftHandSideMatrix, VectorType &rRightHandSideVector, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateSecondDerivativesLHS (MatrixType &rLeftHandSideMatrix, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateSecondDerivativesRHS (VectorType &rRightHandSideVector, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateMassMatrix (MatrixType &rMassMatrix, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateDampingMatrix (MatrixType &rDampingMatrix, const ProcessInfo &rCurrentProcessInfo) override

void	AddExplicitContribution (const ProcessInfo &rCurrentProcessInfo) override

void	AddExplicitContribution (const VectorType &rRHSVector, const Variable< VectorType > &rRHSVariable, const Variable< double > &rDestinationVariable, const ProcessInfo &rCurrentProcessInfo) override
	This function is designed to make the element to assemble an rRHS vector identified by a variable rRHSVariable by assembling it to the nodes on the variable rDestinationVariable. (This is the double version) More...

void	AddExplicitContribution (const VectorType &rRHSVector, const Variable< VectorType > &rRHSVariable, const Variable< array_1d< double, 3 > > &rDestinationVariable, const ProcessInfo &rCurrentProcessInfo) override
	This function is designed to make the element to assemble an rRHS vector identified by a variable rRHSVariable by assembling it to the nodes on the variable rDestinationVariable. (This is the vector version) More...

void	AddExplicitContribution (const MatrixType &rLHSMatrix, const Variable< MatrixType > &rLHSVariable, const Variable< Matrix > &rDestinationVariable, const ProcessInfo &rCurrentProcessInfo) override
	This function is designed to make the element to assemble an rRHS vector identified by a variable rRHSVariable by assembling it to the nodes on the variable rDestinationVariable. (This is the matrix version) More...

void	Calculate (const Variable< double > &rVariable, double &Output, const ProcessInfo &rCurrentProcessInfo) override

void	Calculate (const Variable< array_1d< double, 3 > > &rVariable, array_1d< double, 3 > &Output, const ProcessInfo &rCurrentProcessInfo) override

void	Calculate (const Variable< Vector > &rVariable, Vector &Output, const ProcessInfo &rCurrentProcessInfo) override

void	Calculate (const Variable< Matrix > &rVariable, Matrix &Output, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateOnIntegrationPoints (const Variable< bool > &rVariable, std::vector< bool > &rOutput, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateOnIntegrationPoints (const Variable< double > &rVariable, std::vector< double > &rOutput, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateOnIntegrationPoints (const Variable< array_1d< double, 3 > > &rVariable, std::vector< array_1d< double, 3 > > &rOutput, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateOnIntegrationPoints (const Variable< array_1d< double, 6 > > &rVariable, std::vector< array_1d< double, 6 > > &rOutput, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateOnIntegrationPoints (const Variable< Vector > &rVariable, std::vector< Vector > &rOutput, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateOnIntegrationPoints (const Variable< Matrix > &rVariable, std::vector< Matrix > &rOutput, const ProcessInfo &rCurrentProcessInfo) override

int	Check (const ProcessInfo &rCurrentProcessInfo) const override

void	CalculateSensitivityMatrix (const Variable< double > &rDesignVariable, Matrix &rOutput, const ProcessInfo &rCurrentProcessInfo) override

void	CalculateSensitivityMatrix (const Variable< array_1d< double, 3 >> &rDesignVariable, Matrix &rOutput, const ProcessInfo &rCurrentProcessInfo) override

virtual void	CalculateStressDisplacementDerivative (const Variable< Vector > &rStressVariable, Matrix &rOutput, const ProcessInfo &rCurrentProcessInfo)

void	CalculateStressDesignVariableDerivative (const Variable< double > &rDesignVariable, const Variable< Vector > &rStressVariable, Matrix &rOutput, const ProcessInfo &rCurrentProcessInfo)

void	CalculateStressDesignVariableDerivative (const Variable< array_1d< double, 3 >> &rDesignVariable, const Variable< Vector > &rStressVariable, Matrix &rOutput, const ProcessInfo &rCurrentProcessInfo)

Element::Pointer	pGetPrimalElement ()

const Element::Pointer	pGetPrimalElement () const

template<typename TDataType >
void	CalculateAdjointFieldOnIntegrationPoints (const Variable< TDataType > &rVariable, std::vector< TDataType > &rOutput, const ProcessInfo &rCurrentProcessInfo)

Additional Inherited Members
Public Types inherited from Kratos::Element
typedef Element	ElementType
	definition of element type More...

typedef GeometricalObject	BaseType
	base type: an GeometricalObject that automatically has a unique number More...

typedef Node	NodeType
	definition of node type (default is: Node) More...

typedef Properties	PropertiesType

typedef Geometry< NodeType >	GeometryType
	definition of the geometry type with given NodeType More...

typedef Geometry< NodeType >::PointsArrayType	NodesArrayType
	definition of nodes container type, redefined from GeometryType More...

typedef Vector	VectorType

typedef Matrix	MatrixType

typedef std::size_t	IndexType

typedef std::size_t	SizeType

typedef Dof< double >	DofType

typedef std::vector< std::size_t >	EquationIdVectorType

typedef std::vector< DofType::Pointer >	DofsVectorType

typedef PointerVectorSet< DofType >	DofsArrayType

typedef GeometryData::IntegrationMethod	IntegrationMethod
	Type definition for integration methods. More...

typedef GeometryData	GeometryDataType

Public Types inherited from Kratos::GeometricalObject
typedef Node	NodeType
	Definition of the node type. More...

typedef Geometry< NodeType >	GeometryType
	The geometry type definition. More...

typedef std::size_t	IndexType
	Defines the index type. More...

typedef std::size_t	result_type
	Defines the result type. More...

Public Types inherited from Kratos::IndexedObject
typedef std::size_t	IndexType
	The definition of the index type. More...

typedef std::size_t	result_type
	The definition of the result_type. More...

Public Types inherited from Kratos::Flags
enum	FlagsList { Flag0 = BlockType(1) , Flag1 = BlockType(1) << 1 , Flag2 = BlockType(1) << 2 , Flag3 = BlockType(1) << 3 , Flag4 = BlockType(1) << 4 , Flag5 = BlockType(1) << 5 , Flag6 = BlockType(1) << 6 , Flag7 = BlockType(1) << 7 , Flag8 = BlockType(1) << 8 , Flag9 = BlockType(1) << 9 , Flag10 = BlockType(1) << 10 , Flag11 = BlockType(1) << 11 , Flag12 = BlockType(1) << 12 , Flag13 = BlockType(1) << 13 , Flag14 = BlockType(1) << 14 , Flag15 = BlockType(1) << 15 , Flag16 = BlockType(1) << 16 , Flag17 = BlockType(1) << 17 , Flag18 = BlockType(1) << 18 , Flag19 = BlockType(1) << 19 , Flag20 = BlockType(1) << 20 , Flag21 = BlockType(1) << 21 , Flag22 = BlockType(1) << 22 , Flag23 = BlockType(1) << 23 , Flag24 = BlockType(1) << 24 , Flag25 = BlockType(1) << 25 , Flag26 = BlockType(1) << 26 , Flag27 = BlockType(1) << 27 , Flag28 = BlockType(1) << 28 , Flag29 = BlockType(1) << 29 , Flag30 = BlockType(1) << 30 }

typedef int64_t	BlockType

typedef int64_t	FlagType

typedef std::size_t	IndexType

Static Public Member Functions inherited from Kratos::GeometricalObject
static bool	HasSameType (const GeometricalObject &rLHS, const GeometricalObject &rRHS)
	Checks if two GeometricalObject have the same type. More...

static bool	HasSameType (const GeometricalObject rLHS, const GeometricalObject rRHS)
	Checks if two GeometricalObject have the same type (pointer version) More...

static bool	HasSameGeometryType (const GeometricalObject &rLHS, const GeometricalObject &rRHS)
	Checks if two GeometricalObject have the same geometry type. More...

static bool	HasSameGeometryType (const GeometricalObject rLHS, const GeometricalObject rRHS)
	Checks if two GeometricalObject have the same geometry type (pointer version) More...

static bool	IsSame (const GeometricalObject &rLHS, const GeometricalObject &rRHS)
	Checks if two GeometricalObject are the same. More...

static bool	IsSame (const GeometricalObject rLHS, const GeometricalObject rRHS)
	Checks if two GeometricalObject are the same (pointer version) More...

Static Public Member Functions inherited from Kratos::Flags
static const Flags	AllDefined ()

static const Flags	AllTrue ()

static Flags	Create (IndexType ThisPosition, bool Value=true)

Detailed Description

template<typename TPrimalElement>
class Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >

AdjointFiniteDifferencingBaseElement.

This element a wrapper for a primal element to calculate element derivatives using finite differencing (adjoint semi analytic approach). It is designed to be used in adjoint sensitivity analysis

Constructor & Destructor Documentation

◆ AdjointFiniteDifferencingBaseElement() [1/3]

template<typename TPrimalElement >

Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::AdjointFiniteDifferencingBaseElement	(	IndexType	NewId = `0`,
		bool	HasRotationDofs = `false`
	)

inline

◆ AdjointFiniteDifferencingBaseElement() [2/3]

template<typename TPrimalElement >

Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::AdjointFiniteDifferencingBaseElement	(	IndexType	NewId,
		GeometryType::Pointer	pGeometry,
		bool	HasRotationDofs = `false`
	)

inline

◆ AdjointFiniteDifferencingBaseElement() [3/3]

template<typename TPrimalElement >

Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::AdjointFiniteDifferencingBaseElement	(	IndexType	NewId,
		GeometryType::Pointer	pGeometry,
		PropertiesType::Pointer	pProperties,
		bool	HasRotationDofs = `false`
	)

inline

Member Function Documentation

◆ AddExplicitContribution() [1/4]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::AddExplicitContribution	(	const MatrixType &	rLHSMatrix,
		const Variable< MatrixType > &	rLHSVariable,
		const Variable< Matrix > &	rDestinationVariable,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

This function is designed to make the element to assemble an rRHS vector identified by a variable rRHSVariable by assembling it to the nodes on the variable rDestinationVariable. (This is the matrix version)

The "AddExplicit" FUNCTIONS THE ONLY FUNCTIONS IN WHICH AN ELEMENT IS ALLOWED TO WRITE ON ITS NODES. The caller is expected to ensure thread safety hence SET-/UNSET-LOCK MUST BE PERFORMED IN THE STRATEGY BEFORE CALLING THIS FUNCTION

Parameters

rRHSVector	input variable containing the RHS vector to be assembled
rRHSVariable	variable describing the type of the RHS vector to be assembled
rDestinationVariable	variable in the database to which the rRHSvector will be assembled
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ AddExplicitContribution() [2/4]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::AddExplicitContribution ( const ProcessInfo & rCurrentProcessInfo )

inlineoverridevirtual

ELEMENTS inherited from this class must implement this methods if they need to write something at the element geometry nodes AddExplicitContribution methods are: OPTIONAL ( avoid to use them if is not needed ) this is called during the assembling process in order to calculate the elemental contribution in explicit calculation. NodalData is modified Inside the function, so the The "AddEXplicit" FUNCTIONS THE ONLY FUNCTIONS IN WHICH AN ELEMENT IS ALLOWED TO WRITE ON ITS NODES. the caller is expected to ensure thread safety hence SET/UNSETLOCK MUST BE PERFORMED IN THE STRATEGY BEFORE CALLING THIS FUNCTION

Parameters

rCurrentProcessInfo the current process info instance

Reimplemented from Kratos::Element.

◆ AddExplicitContribution() [3/4]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::AddExplicitContribution	(	const VectorType &	rRHSVector,
		const Variable< VectorType > &	rRHSVariable,
		const Variable< array_1d< double, 3 > > &	rDestinationVariable,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

This function is designed to make the element to assemble an rRHS vector identified by a variable rRHSVariable by assembling it to the nodes on the variable rDestinationVariable. (This is the vector version)

The "AddExplicit" FUNCTIONS THE ONLY FUNCTIONS IN WHICH AN ELEMENT IS ALLOWED TO WRITE ON ITS NODES. The caller is expected to ensure thread safety hence SET-/UNSET-LOCK MUST BE PERFORMED IN THE STRATEGY BEFORE CALLING THIS FUNCTION

Parameters

rRHSVector	input variable containing the RHS vector to be assembled
rRHSVariable	variable describing the type of the RHS vector to be assembled
rDestinationVariable	variable in the database to which the rRHSvector will be assembled
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ AddExplicitContribution() [4/4]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::AddExplicitContribution	(	const VectorType &	rRHSVector,
		const Variable< VectorType > &	rRHSVariable,
		const Variable< double > &	rDestinationVariable,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

This function is designed to make the element to assemble an rRHS vector identified by a variable rRHSVariable by assembling it to the nodes on the variable rDestinationVariable. (This is the double version)

The "AddExplicit" FUNCTIONS THE ONLY FUNCTIONS IN WHICH AN ELEMENT IS ALLOWED TO WRITE ON ITS NODES. The caller is expected to ensure thread safety hence SET-/UNSET-LOCK MUST BE PERFORMED IN THE STRATEGY BEFORE CALLING THIS FUNCTION

Parameters

rRHSVector	input variable containing the RHS vector to be assembled
rRHSVariable	variable describing the type of the RHS vector to be assembled
rDestinationVariable	variable in the database to which the rRHSvector will be assembled
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ Calculate() [1/4]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Calculate	(	const Variable< array_1d< double, 3 > > &	rVariable,
		array_1d< double, 3 > &	Output,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

Reimplemented from Kratos::Element.

◆ Calculate() [2/4]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Calculate	(	const Variable< double > &	rVariable,
		double &	Output,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

Calculate a Element variable usually associated to a integration point the Output is given on integration points and characterizes the element Calculate(..) methods are: OPTIONAL

Reimplemented from Kratos::Element.

◆ Calculate() [3/4]

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Calculate	(	const Variable< Matrix > &	rVariable,
		Matrix &	Output,
		const ProcessInfo &	rCurrentProcessInfo
	)

overridevirtual

Reimplemented from Kratos::Element.

◆ Calculate() [4/4]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Calculate	(	const Variable< Vector > &	rVariable,
		Vector &	Output,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

Reimplemented from Kratos::Element.

◆ CalculateAdjointFieldOnIntegrationPoints()

template<typename TPrimalElement >

template<typename TDataType >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateAdjointFieldOnIntegrationPoints	(	const Variable< TDataType > &	rVariable,
		std::vector< TDataType > &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineprotected

◆ CalculateDampingMatrix()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateDampingMatrix	(	MatrixType &	rDampingMatrix,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

this is called during the assembling process in order to calculate the elemental damping matrix

Parameters

rDampingMatrix	the elemental damping matrix
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateFirstDerivativesContributions()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateFirstDerivativesContributions	(	MatrixType &	rLeftHandSideMatrix,
		VectorType &	rRightHandSideVector,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

ELEMENTS inherited from this class must implement this methods if they need to add dynamic element contributions note: first derivatives means the velocities if the displacements are the dof of the analysis note: time integration parameters must be set in the rCurrentProcessInfo before calling these methods CalculateFirstDerivativesContributions, CalculateFirstDerivativesLHS, CalculateFirstDerivativesRHS methods are : OPTIONAL this is called during the assembling process in order to calculate the first derivatives contributions for the LHS and RHS

Parameters

rLeftHandSideMatrix	the elemental left hand side matrix
rRightHandSideVector	the elemental right hand side
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateFirstDerivativesLHS()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateFirstDerivativesLHS	(	MatrixType &	rLeftHandSideMatrix,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

this is called during the assembling process in order to calculate the elemental left hand side matrix for the first derivatives contributions

Parameters

rLeftHandSideMatrix	the elemental left hand side matrix
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateFirstDerivativesRHS()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateFirstDerivativesRHS	(	VectorType &	rRightHandSideVector,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

this is called during the assembling process in order to calculate the elemental right hand side vector for the first derivatives contributions

Parameters

rRightHandSideVector	the elemental right hand side vector
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateLeftHandSide()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateLeftHandSide	(	MatrixType &	rLeftHandSideMatrix,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

this is called during the assembling process in order to calculate the elemental left hand side matrix only

Parameters

rLeftHandSideMatrix	the elemental left hand side matrix
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateLocalSystem()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateLocalSystem	(	MatrixType &	rLeftHandSideMatrix,
		VectorType &	rRightHandSideVector,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

ELEMENTS inherited from this class have to implement next CalculateLocalSystem, CalculateLeftHandSide and CalculateRightHandSide methods they can be managed internally with a private method to do the same calculations only once: MANDATORY this is called during the assembling process in order to calculate all elemental contributions to the global system matrix and the right hand side

Parameters

rLeftHandSideMatrix	the elemental left hand side matrix
rRightHandSideVector	the elemental right hand side
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateMassMatrix()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateMassMatrix	(	MatrixType &	rMassMatrix,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

ELEMENTS inherited from this class must implement this methods if they need to add dynamic element contributions CalculateMassMatrix, CalculateDampingMatrix and CalculateLumpedMassVector methods are: OPTIONAL this is called during the assembling process in order to calculate the elemental mass matrix

Parameters

rMassMatrix	the elemental mass matrix
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateOnIntegrationPoints() [1/6]

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateOnIntegrationPoints	(	const Variable< array_1d< double, 3 > > &	rVariable,
		std::vector< array_1d< double, 3 > > &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

override

◆ CalculateOnIntegrationPoints() [2/6]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateOnIntegrationPoints	(	const Variable< array_1d< double, 6 > > &	rVariable,
		std::vector< array_1d< double, 6 > > &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverride

◆ CalculateOnIntegrationPoints() [3/6]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateOnIntegrationPoints	(	const Variable< bool > &	rVariable,
		std::vector< bool > &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

Calculate variables on Integration points. This gives access to variables computed in the constitutive law on each integration point. Specialisations of element must specify the actual interface to the integration points! Note, that these functions expect a std::vector of values for the specified variable type that contains a value for each integration point! CalculateValueOnIntegrationPoints: calculates the values of given Variable.

Reimplemented from Kratos::Element.

◆ CalculateOnIntegrationPoints() [4/6]

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateOnIntegrationPoints	(	const Variable< double > &	rVariable,
		std::vector< double > &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

overridevirtual

Reimplemented from Kratos::Element.

◆ CalculateOnIntegrationPoints() [5/6]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateOnIntegrationPoints	(	const Variable< Matrix > &	rVariable,
		std::vector< Matrix > &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

Reimplemented from Kratos::Element.

◆ CalculateOnIntegrationPoints() [6/6]

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateOnIntegrationPoints	(	const Variable< Vector > &	rVariable,
		std::vector< Vector > &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

Reimplemented from Kratos::Element.

◆ CalculateRightHandSide()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateRightHandSide	(	VectorType &	rRightHandSideVector,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

this is called during the assembling process in order to calculate the elemental right hand side vector only

Parameters

rRightHandSideVector	the elemental right hand side vector
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateSecondDerivativesContributions()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateSecondDerivativesContributions	(	MatrixType &	rLeftHandSideMatrix,
		VectorType &	rRightHandSideVector,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

ELEMENTS inherited from this class must implement this methods if they need to add dynamic element contributions note: second derivatives means the accelerations if the displacements are the dof of the analysis note: time integration parameters must be set in the rCurrentProcessInfo before calling these methods CalculateSecondDerivativesContributions, CalculateSecondDerivativesLHS, CalculateSecondDerivativesRHS methods are : OPTIONAL this is called during the assembling process in order to calculate the second derivative contributions for the LHS and RHS

Parameters

rLeftHandSideMatrix	the elemental left hand side matrix
rRightHandSideVector	the elemental right hand side
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateSecondDerivativesLHS()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateSecondDerivativesLHS	(	MatrixType &	rLeftHandSideMatrix,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

this is called during the assembling process in order to calculate the elemental left hand side matrix for the second derivatives contributions

Parameters

rLeftHandSideMatrix	the elemental left hand side matrix
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateSecondDerivativesRHS()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateSecondDerivativesRHS	(	VectorType &	rRightHandSideVector,
		const ProcessInfo &	rCurrentProcessInfo
	)

inlineoverridevirtual

this is called during the assembling process in order to calculate the elemental right hand side vector for the second derivatives contributions

Parameters

rRightHandSideVector	the elemental right hand side vector
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ CalculateSensitivityMatrix() [1/2]

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateSensitivityMatrix	(	const Variable< array_1d< double, 3 >> &	rDesignVariable,
		Matrix &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

override

Calculates the pseudo-load of the design variable SHAPE_SENSITIVITY (coordinates of nodes) contribution of the element. This is done by finite differencing of the RHS of the primal element when perturbing a nodal coordinate. This operation is currently NOT thread-save!

◆ CalculateSensitivityMatrix() [2/2]

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateSensitivityMatrix	(	const Variable< double > &	rDesignVariable,
		Matrix &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

overridevirtual

Calculates the pseudo-load contribution of the element w.r.t. all properties which are available at the element. This is done by finite differencing of the RHS of the primal element when perturbing a property value. This operation is thread-save, because the property pointer is exchanged by a local one before pertubation.

Reimplemented from Kratos::Element.

Reimplemented in Kratos::AdjointFiniteDifferenceSpringDamperElement< TPrimalElement >, and Kratos::AdjointFiniteDifferenceSpringDamperElement< Kratos::SpringDamperElement< 3 > >.

◆ CalculateStressDesignVariableDerivative() [1/2]

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateStressDesignVariableDerivative	(	const Variable< array_1d< double, 3 >> &	rDesignVariable,
		const Variable< Vector > &	rStressVariable,
		Matrix &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

Calculates the stress-design variable derivative of the given rStressVariable. this is done by finite differencing of the Calculate function of the primal element

◆ CalculateStressDesignVariableDerivative() [2/2]

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateStressDesignVariableDerivative	(	const Variable< double > &	rDesignVariable,
		const Variable< Vector > &	rStressVariable,
		Matrix &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

Calculates the stress-design variable derivative of the given rStressVariable. this is done by finite differencing of the Calculate function of the primal element

◆ CalculateStressDisplacementDerivative()

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::CalculateStressDisplacementDerivative	(	const Variable< Vector > &	rStressVariable,
		Matrix &	rOutput,
		const ProcessInfo &	rCurrentProcessInfo
	)

virtual

Calculates the stress-displacement derivative of the given rStressVariable. For the linear case this happens by calculating the stress using a unit-displacement for each dof.

Reimplemented in Kratos::AdjointFiniteDifferenceTrussElementLinear< TPrimalElement >, Kratos::AdjointFiniteDifferenceTrussElementLinear< Kratos::TrussElementLinear3D2N >, Kratos::AdjointFiniteDifferenceTrussElement< TPrimalElement >, Kratos::AdjointFiniteDifferenceTrussElement< Kratos::TrussElement3D2N >, Kratos::AdjointFiniteDifferencingSmallDisplacementElement< TPrimalElement >, and Kratos::AdjointFiniteDifferencingSmallDisplacementElement< Kratos::SmallDisplacement >.

◆ Check()

template<class TPrimalElement >

int Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Check ( const ProcessInfo & rCurrentProcessInfo ) const

overridevirtual

This method provides the place to perform checks on the completeness of the input and the compatibility with the problem options as well as the contitutive laws selected It is designed to be called only once (or anyway, not often) typically at the beginning of the calculations, so to verify that nothing is missing from the input or that no common error is found.

Parameters

rCurrentProcessInfo this method is: MANDATORY

Reimplemented from Kratos::Element.

◆ Create() [1/2]

template<typename TPrimalElement >

Element::Pointer Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Create	(	IndexType	NewId,
		GeometryType::Pointer	pGeom,
		PropertiesType::Pointer	pProperties
	)		const

inlineoverridevirtual

It creates a new element pointer.

Parameters

NewId	the ID of the new element
pGeom	the geometry to be employed
pProperties	the properties assigned to the new element

Returns: a Pointer to the new element

Reimplemented from Kratos::Element.

◆ Create() [2/2]

template<typename TPrimalElement >

Element::Pointer Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Create	(	IndexType	NewId,
		NodesArrayType const &	ThisNodes,
		PropertiesType::Pointer	pProperties
	)		const

inlineoverridevirtual

It creates a new element pointer.

ELEMENTS inherited from this class have to implement next Create and Clone methods: MANDATORY

Parameters

NewId	the ID of the new element
ThisNodes	the nodes of the new element
pProperties	the properties assigned to the new element

Returns: a Pointer to the new element

Reimplemented from Kratos::Element.

◆ EquationIdVector()

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::EquationIdVector	(	EquationIdVectorType &	rResult,
		const ProcessInfo &	rCurrentProcessInfo
	)		const

overridevirtual

ELEMENTS inherited from this class have to implement next EquationIdVector and GetDofList methods: MANDATORY this determines the elemental equation ID vector for all elemental DOFs

Parameters

rResult	the elemental equation ID vector
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ FinalizeNonLinearIteration()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::FinalizeNonLinearIteration ( const ProcessInfo & rCurrentProcessInfo )

inlineoverridevirtual

this is called for non-linear analysis at the end of the iteration process

Reimplemented from Kratos::Element.

◆ FinalizeSolutionStep()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::FinalizeSolutionStep ( const ProcessInfo & rCurrentProcessInfo )

inlineoverridevirtual

this is called at the end of each solution step

Reimplemented from Kratos::Element.

◆ GetDofList()

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::GetDofList	(	DofsVectorType &	rElementalDofList,
		const ProcessInfo &	rCurrentProcessInfo
	)		const

overridevirtual

determines the elemental list of DOFs

Parameters

ElementalDofList	the list of DOFs
rCurrentProcessInfo	the current process info instance

Reimplemented from Kratos::Element.

◆ GetIntegrationMethod()

template<typename TPrimalElement >

IntegrationMethod Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::GetIntegrationMethod ( ) const

inlineoverridevirtual

returns the used integration method. In the general case this is the default integration method of the used geometry. I an other integration method is used the method has to be overwritten within the element

Returns: default integration method of the used Geometry

Reimplemented from Kratos::Element.

◆ GetValuesVector()

template<class TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::GetValuesVector	(	Vector &	values,
		int	Step = `0`
	)		const

overridevirtual

ELEMENTS inherited from this class must implement this methods if they need the values of the time derivatives of any of the dof set by the element. If the derivatives do not exist can set to zero these methods are: MANDATORY ( when compatibility with dynamics is required ) Getting method to obtain the variable which defines the degrees of freedom

Reimplemented from Kratos::Element.

◆ Initialize()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::Initialize ( const ProcessInfo & rCurrentProcessInfo )

inlineoverridevirtual

ELEMENTS inherited from this class must implement next methods Initialize, ResetConstitutiveLaw if the element needs to perform any operation before any calculation is done reset material and constitutive parameters or clean memory deleting obsolete variables these methods are: OPTIONAL is called to initialize the element if the element needs to perform any operation before any calculation is done the elemental variables will be initialized and set using this method

Reimplemented from Kratos::Element.

◆ InitializeNonLinearIteration()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::InitializeNonLinearIteration ( const ProcessInfo & rCurrentProcessInfo )

inlineoverridevirtual

this is called for non-linear analysis at the beginning of the iteration process

Reimplemented from Kratos::Element.

◆ InitializeSolutionStep()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::InitializeSolutionStep ( const ProcessInfo & rCurrentProcessInfo )

inlineoverridevirtual

ELEMENTS inherited from this class must implement next methods InitializeSolutionStep, FinalizeSolutionStep, InitializeNonLinearIteration, FinalizeNonLinearIteration if the element needs to perform any operation before and after the solution step if the element needs to perform any operation before and after the solution iteration these methods are: OPTIONAL this is called in the beginning of each solution step

Reimplemented from Kratos::Element.

◆ KRATOS_CLASS_INTRUSIVE_POINTER_DEFINITION()

template<typename TPrimalElement >

Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::KRATOS_CLASS_INTRUSIVE_POINTER_DEFINITION ( AdjointFiniteDifferencingBaseElement< TPrimalElement > )

◆ pGetPrimalElement() [1/2]

template<typename TPrimalElement >

Element::Pointer Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::pGetPrimalElement ( )

inline

Gets the pointer to the primal element.

◆ pGetPrimalElement() [2/2]

template<typename TPrimalElement >

const Element::Pointer Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::pGetPrimalElement ( ) const

inline

◆ ResetConstitutiveLaw()

template<typename TPrimalElement >

void Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::ResetConstitutiveLaw ( )

inlineoverridevirtual

is called to reset the constitutive law parameters and the material properties the elemental variables will be changed and reset using this method

Reimplemented from Kratos::Element.

Friends And Related Function Documentation

◆ Serializer

template<typename TPrimalElement >

friend class Serializer

friend

Member Data Documentation

◆ mHasRotationDofs

template<typename TPrimalElement >

bool Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::mHasRotationDofs = false

protected

◆ mpPrimalElement

template<typename TPrimalElement >

Element::Pointer Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >::mpPrimalElement

protected

pointer to the primal element

The documentation for this class was generated from the following files:

/home/runner/work/Documentation/Documentation/master/applications/StructuralMechanicsApplication/custom_response_functions/adjoint_elements/adjoint_finite_difference_base_element.h
/home/runner/work/Documentation/Documentation/master/applications/StructuralMechanicsApplication/custom_response_functions/adjoint_elements/adjoint_finite_difference_base_element.cpp

Public Member Functions

Protected Attributes

Serialization

Operations

Additional Inherited Members

Detailed Description

template<typename TPrimalElement> class Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >

Constructor & Destructor Documentation

◆ AdjointFiniteDifferencingBaseElement() [1/3]

◆ AdjointFiniteDifferencingBaseElement() [2/3]

◆ AdjointFiniteDifferencingBaseElement() [3/3]

Member Function Documentation

◆ AddExplicitContribution() [1/4]

◆ AddExplicitContribution() [2/4]

◆ AddExplicitContribution() [3/4]

◆ AddExplicitContribution() [4/4]

◆ Calculate() [1/4]

◆ Calculate() [2/4]

◆ Calculate() [3/4]

◆ Calculate() [4/4]

◆ CalculateAdjointFieldOnIntegrationPoints()

◆ CalculateDampingMatrix()

◆ CalculateFirstDerivativesContributions()

◆ CalculateFirstDerivativesLHS()

◆ CalculateFirstDerivativesRHS()

◆ CalculateLeftHandSide()

◆ CalculateLocalSystem()

◆ CalculateMassMatrix()

◆ CalculateOnIntegrationPoints() [1/6]

◆ CalculateOnIntegrationPoints() [2/6]

◆ CalculateOnIntegrationPoints() [3/6]

◆ CalculateOnIntegrationPoints() [4/6]

◆ CalculateOnIntegrationPoints() [5/6]

◆ CalculateOnIntegrationPoints() [6/6]

◆ CalculateRightHandSide()

◆ CalculateSecondDerivativesContributions()

◆ CalculateSecondDerivativesLHS()

◆ CalculateSecondDerivativesRHS()

◆ CalculateSensitivityMatrix() [1/2]

◆ CalculateSensitivityMatrix() [2/2]

◆ CalculateStressDesignVariableDerivative() [1/2]

◆ CalculateStressDesignVariableDerivative() [2/2]

◆ CalculateStressDisplacementDerivative()

◆ Check()

◆ Create() [1/2]

◆ Create() [2/2]

◆ EquationIdVector()

◆ FinalizeNonLinearIteration()

◆ FinalizeSolutionStep()

◆ GetDofList()

◆ GetIntegrationMethod()

◆ GetValuesVector()

◆ Initialize()

◆ InitializeNonLinearIteration()

◆ InitializeSolutionStep()

◆ KRATOS_CLASS_INTRUSIVE_POINTER_DEFINITION()

◆ pGetPrimalElement() [1/2]

◆ pGetPrimalElement() [2/2]

◆ ResetConstitutiveLaw()

Friends And Related Function Documentation

◆ Serializer

Member Data Documentation

◆ mHasRotationDofs

◆ mpPrimalElement

template<typename TPrimalElement>
class Kratos::AdjointFiniteDifferencingBaseElement< TPrimalElement >