Class of function for Mori-Tanaka homogenization. More...

#include <homogenizationMethods.h>

Inheritance diagram for mumech::Dilute:

Public Member Functions
	Dilute (long i, Problem *p)
	Constructor. More...

virtual	~Dilute ()
	Destructor. More...

virtual void	giveHomogenizedStiffnessMatrix (double *answer)
	Function returning the homogenized stiffness matrix according the defined method. More...

virtual const char *	giveClassName ()
	Function returning class name. More...

virtual const HomogenizationType	giveClassID ()
	Function returning class id. More...

Public Member Functions inherited from mumech::Homogenization
	Homogenization (long i, Problem *p)
	Constructor. More...

virtual	~Homogenization ()
	Destructor. More...

void	set_boundingBox (double x1, double y1, double x2, double y2)

void	set_boundingBox (double x1, double y1, double z1, double x2, double y2, double z2)

void	set_boundingBox (const double p1, const double p2)

const double *	give_bb1 (void) const

const double *	give_bb2 (void) const

double	giveTotalVolumeFractionOfInclusions (void) const

void	find_inclusions_in_BB (void)

Protected Member Functions
void	giveDiluteReducedConcentrationFactorOfInclusionInLC (double answer, double matrix_inclStiffmat, double matrixStiffMat, double matrixComplMat, const long inclusionNumber)
	!!! Everything is calculated in local coordinate system More...

void	giveFullDiluteConcentrationFactorOfInclusionInLC (double answer, double matrix_inclStiffmat, double matrixStiffMat, double matrixComplMat, const long inclusionNumber)
	!!! Everything is calculated in local coordinate system More...

Protected Member Functions inherited from mumech::Homogenization
Problem *	giveProblem ()

int	giveNumberOfInclusions () const

ProblemType	giveProblemType () const

int	giveSizeOfSymVector ()

int	giveSizeOfReducedMatrix ()

int	giveSizeOfFullMatrix ()

double	giveTotalVolume () const

void	giveFullEshelbyMatrixOfInclusion (double **answer, const long inclusionNumber)

void	giveReducedEshelbyMatrixOfInclusion (double *answer, const long inclusionNumber)

void	giveFullStiffnessMatrixOfInclusion (double *answer, const long inclusionNumber)

void	giveReducedStiffnessMatrixOfInclusion (double *answer, const long inclusionNumber)

double	giveVolumeFractionOfInclusion (const long inclusionNumber)

void	giveTransformationMatrixStressStrainG2L (double *answer, const long inclusionNumber)
	answer = full transformation matrix global->local stored row by row More...

void	giveTransformationMatrixStressStrainL2G (double *answer, const long inclusionNumber)

void	giveFullMatrixInGCSFromFullMatrixInLCS (double answer, double ALoc, const long inclusionNumber)

void	giveFullMatrixInLCSFromFullMatrixInGCS (double answer, double AGlob, const long inclusionNumber)

void	giveFullMatrixInGCSFromReducedMatrixInLCS (double answer, double ALoc, const long inclusionNumber)

void	giveInverseOfReducedMatrix (double answer, const double rM, ProblemType pT)

void	giveReducedUnitMatrix (double *answer, ProblemType pT)

void	giveFullUnitMatrix (double *answer, ProblemType pT)

void	giveProductOfReducedMatrices (double answer, double A, double *B, ProblemType pT)

void	giveFullMatrixFromReducedMatrix (double answer, const double A, ProblemType pT)
	Function returning full matrix stored row by row in vector array. More...

void	giveProductOfRegularMatrixReducedMatrix (double answer, double A, double *redB, int n, ProblemType pT)
	Function returning full matrix stored row by row in vector array. More...

void	giveProductOfReducedMatrixRegularMatrix (double answer, double redA, double *B, ProblemType pT, int n)
	Function returning full matrix stored row by row in vector array. More...

Additional Inherited Members
Protected Attributes inherited from mumech::Homogenization
long	id
	Identification number. More...

Problem *	P
	Problem description. More...

double	volume
	Total volume of the proble/bounding box. More...

double	bb1 [3]
	Coordinates of lower corner of the bounding box. More...

double	bb2 [3]
	Coordinates of upper corner of the bounding box. More...

bool *	inside
	Flag - inclusion inside of the bounding box. More...

Detailed Description

Class of function for Mori-Tanaka homogenization.

Definition at line 42 of file homogenizationMethods.h.

Constructor & Destructor Documentation

mumech::Dilute::Dilute	(	long	i,
		Problem *	p
	)

inline

Constructor.

Definition at line 46 of file homogenizationMethods.h.

virtual mumech::Dilute::~Dilute ( )

inlinevirtual

Destructor.

Definition at line 48 of file homogenizationMethods.h.

References giveHomogenizedStiffnessMatrix().

Member Function Documentation

virtual const HomogenizationType mumech::Dilute::giveClassID ( )

inlinevirtual

Function returning class id.

Reimplemented from mumech::Homogenization.

Reimplemented in mumech::DifferentialScheme, and mumech::MoriTanaka.

Definition at line 55 of file homogenizationMethods.h.

References giveDiluteReducedConcentrationFactorOfInclusionInLC(), giveFullDiluteConcentrationFactorOfInclusionInLC(), and mumech::HT_Dilute.

virtual const char* mumech::Dilute::giveClassName ( )

inlinevirtual

Function returning class name.

Reimplemented from mumech::Homogenization.

Reimplemented in mumech::DifferentialScheme, and mumech::MoriTanaka.

Definition at line 53 of file homogenizationMethods.h.

void mumech::Dilute::giveDiluteReducedConcentrationFactorOfInclusionInLC	(	double *	answer,
		double *	matrix_inclStiffmat,
		double *	matrixStiffMat,
		double *	matrixComplMat,
		const long	inclusionNumber
	)

protected

!!! Everything is calculated in local coordinate system

return: concentration factor: answer = [I+S*Cm^{-1}(Ci-Cm)]^{-1} inclusion stiffness matrix - matrix stiffness matrix = matrix_inclStiffmat (Ci_Cm) input: matrixStiffMat = matrix reduced stiffness matrix (Cm) matrixComplMat = matrix reduced compliance matrix (CmInv)

Definition at line 116 of file homogenizationMethods.cpp.

References _errorr, mumech::AddVector(), mumech::AddVectorMultipledBy(), mumech::CopyVector(), mumech::Homogenization::giveInverseOfReducedMatrix(), mumech::Homogenization::giveProblemType(), mumech::Homogenization::giveProductOfReducedMatrices(), mumech::Homogenization::giveReducedEshelbyMatrixOfInclusion(), mumech::Homogenization::giveReducedStiffnessMatrixOfInclusion(), mumech::Homogenization::giveReducedUnitMatrix(), and mumech::Homogenization::giveSizeOfReducedMatrix().

Referenced by giveClassID(), giveHomogenizedStiffnessMatrix(), and mumech::MoriTanaka::giveHomogenizedStiffnessMatrix().

void mumech::Dilute::giveFullDiluteConcentrationFactorOfInclusionInLC	(	double *	answer,
		double *	matrix_inclStiffmat,
		double *	matrixStiffMat,
		double *	matrixComplMat,
		const long	inclusionNumber
	)

protected

!!! Everything is calculated in local coordinate system

return: concentration factor: answer = [I+S*Cm^{-1}(Ci-Cm)]^{-1} = full matrix (stored row by row) inclusion stiffness matrix - matrix stiffness matrix = matrix_inclStiffmat (Ci_Cm) = full matrix (stored row by row) input: matrixStiffMat = matrix full stiffness matrix (Cm) - assumed to be anisotropic (stored row by row) - should be already rotated to LC of inclusion matrixComplMat = matrix full compliance matrix (CmInv) (stored row by row) - should be already rotated to LC of inclusion

Definition at line 164 of file homogenizationMethods.cpp.

References _errorr, mumech::Inclusion::a, mumech::AddVector(), mumech::AddVectorMultipledBy(), mumech::CopyVector(), mumech::InclusionRecord3D::esuf, mumech::Problem::give_inclusion(), mumech::Homogenization::giveFullStiffnessMatrixOfInclusion(), mumech::Homogenization::giveFullUnitMatrix(), mumech::MatrixOperations::giveInverseMatrix(), mumech::giveMatrixMatrixProduct(), mumech::Homogenization::giveProblemType(), mumech::eshelbySoluUniformField::giveSijkl(), mumech::Homogenization::giveSizeOfFullMatrix(), mumech::Homogenization::P, and mumech::PT_3D.

Referenced by giveClassID(), and mumech::DifferentialScheme::giveHomogenizedStiffnessMatrix().

void mumech::Dilute::giveHomogenizedStiffnessMatrix ( double * answer )

virtual

Function returning the homogenized stiffness matrix according the defined method.

answer = Cm +Sum_i (ci*(Ci-Cm)*Ai)

Implements mumech::Homogenization.

Reimplemented in mumech::DifferentialScheme, and mumech::MoriTanaka.

Definition at line 49 of file homogenizationMethods.cpp.

Referenced by mumech::DifferentialScheme::~DifferentialScheme(), ~Dilute(), mumech::MoriTanaka::~MoriTanaka(), mumech::RegGrid::~RegGrid(), mumech::ReussBound::~ReussBound(), and mumech::VoightBound::~VoightBound().

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

/home/termit/CVUT/GRANT_micromechanics/muMECH/src/libmumech/homogenizationMethods.h
/home/termit/CVUT/GRANT_micromechanics/muMECH/src/libmumech/homogenizationMethods.cpp

Public Member Functions

Protected Member Functions

Additional Inherited Members

Detailed Description

Constructor & Destructor Documentation

Member Function Documentation