Class of the functions calculating the values of elliptic integrals and its derivatives. More...

#include <esei.h>

Inheritance diagram for mumech::eshelbySoluEllipticIntegrals:

Public Member Functions
	eshelbySoluEllipticIntegrals (const InclusionRecord3D *i)
	Constructor. More...

virtual	~eshelbySoluEllipticIntegrals ()
	Destructor. More...

virtual void	giveEllipticIntegrals (double integrArray[13], double lambda, bool intpoint)=0
	Function gives the values of Ferers-Dyson's elliptic integrals of the inclusion this->I. More...

virtual void	giveDerivativesOfEllipticIntegrals (Point *point, bool intpoint)=0
	Function gives the values of Ferers-Dyson's elliptic integral derivatives of the inclusion this->I. More...

virtual double	getLambda (const double a[3], double x1, double x2, double x3)=0
	Returns lambda for a given point (x1, x2, x3) More...

void	getPerturbatedLambdas (double *lambdas, const double loc_x[3])
	Helper function. More...

Protected Attributes
const InclusionRecord3D *	I

Detailed Description

Class of the functions calculating the values of elliptic integrals and its derivatives.

Definition at line 42 of file esei.h.

Constructor & Destructor Documentation

mumech::eshelbySoluEllipticIntegrals::eshelbySoluEllipticIntegrals ( const InclusionRecord3D * i )

inline

Constructor.

Definition at line 49 of file esei.h.

virtual mumech::eshelbySoluEllipticIntegrals::~eshelbySoluEllipticIntegrals ( )

inlinevirtual

Destructor.

Definition at line 51 of file esei.h.

References getLambda(), getPerturbatedLambdas(), giveDerivativesOfEllipticIntegrals(), and giveEllipticIntegrals().

Member Function Documentation

virtual double mumech::eshelbySoluEllipticIntegrals::getLambda	(	const double	a[3],
		double	x1,
		double	x2,
		double	x3
	)

pure virtual

Returns lambda for a given point (x1, x2, x3)

Implemented in mumech::eshelbySoluEllipticIntegralsEllipsoid, mumech::eshelbySoluEllipticIntegralsSphere, mumech::eshelbySoluEllipticIntegralsOblateSpheroid, mumech::eshelbySoluEllipticIntegralsProlateSpheroid, mumech::eshelbySoluEllipticIntegralsPenny, mumech::eshelbySoluEllipticIntegralsCylinder, mumech::eshelbySoluEllipticIntegralsEllipticCylinder, and mumech::eshelbySoluEllipticIntegralsFlatEllipsoid.

Referenced by getPerturbatedLambdas(), and ~eshelbySoluEllipticIntegrals().

void mumech::eshelbySoluEllipticIntegrals::getPerturbatedLambdas	(	double *	lambdas,
		const double	loc_x[3]
	)

Helper function.

Definition at line 51 of file esei.cpp.

References mumech::_CENTER_, mumech::_Xm_, mumech::_XmYm_, mumech::_XmYp_, mumech::_XmZm_, mumech::_XmZp_, mumech::_Xp_, mumech::_XpYm_, mumech::_XpYp_, mumech::_XpZm_, mumech::_XpZp_, mumech::_Ym_, mumech::_YmZm_, mumech::_YmZp_, mumech::_Yp_, mumech::_YpZm_, mumech::_YpZp_, mumech::_Zm_, mumech::_Zp_, mumech::Inclusion::a, getLambda(), I, and mumech::Inclusion::ndiff_1.

Referenced by mumech::eshelbySoluEllipticIntegralsOblateSpheroid::giveDerivativesOfEllipticIntegrals(), mumech::eshelbySoluEllipticIntegralsProlateSpheroid::giveDerivativesOfEllipticIntegrals(), mumech::eshelbySoluEllipticIntegralsCylinder::giveDerivativesOfEllipticIntegrals(), mumech::eshelbySoluEllipticIntegralsEllipticCylinder::giveDerivativesOfEllipticIntegrals(), mumech::eshelbySoluEllipticIntegralsEllipsoid::giveDerivativesOfEllipticIntegrals(), mumech::eshelbySoluEllipticIntegralsSphere::giveDerivativesOfEllipticIntegrals(), and ~eshelbySoluEllipticIntegrals().

virtual void mumech::eshelbySoluEllipticIntegrals::giveDerivativesOfEllipticIntegrals	(	Point *	point,
		bool	intpoint
	)

pure virtual

Function gives the values of Ferers-Dyson's elliptic integral derivatives of the inclusion this->I.

Parameters

point Point record (data structure of a given point).

Implemented in mumech::eshelbySoluEllipticIntegralsSphere, mumech::eshelbySoluEllipticIntegralsEllipsoid, mumech::eshelbySoluEllipticIntegralsPenny, mumech::eshelbySoluEllipticIntegralsCylinder, mumech::eshelbySoluEllipticIntegralsEllipticCylinder, mumech::eshelbySoluEllipticIntegralsFlatEllipsoid, mumech::eshelbySoluEllipticIntegralsOblateSpheroid, and mumech::eshelbySoluEllipticIntegralsProlateSpheroid.

Referenced by mumech::eshelbySoluUniformField::giveEshelbyFieldsOfOnePoint(), mumech::eshelbySoluUniformField::giveEshelbyStrainOfOnePoint(), and ~eshelbySoluEllipticIntegrals().

virtual void mumech::eshelbySoluEllipticIntegrals::giveEllipticIntegrals	(	double	integrArray[13],
		double	lambda,
		bool	intpoint
	)

pure virtual

Function gives the values of Ferers-Dyson's elliptic integrals of the inclusion this->I.

Parameters

integrArray[13]	Array with elliptic integrals values.
lambda	Lambda parameter (not a Lame constant !!!).

Implemented in mumech::eshelbySoluEllipticIntegralsSphere, mumech::eshelbySoluEllipticIntegralsEllipsoid, mumech::eshelbySoluEllipticIntegralsCylinder, mumech::eshelbySoluEllipticIntegralsEllipticCylinder, mumech::eshelbySoluEllipticIntegralsPenny, mumech::eshelbySoluEllipticIntegralsFlatEllipsoid, mumech::eshelbySoluEllipticIntegralsOblateSpheroid, and mumech::eshelbySoluEllipticIntegralsProlateSpheroid.

Referenced by mumech::eshelbySoluUniformField::giveEshelbyFieldsOfOnePoint(), mumech::eshelbySoluUniformField::giveEshelbyStrainOfOnePoint(), mumech::InclusionRecord3D::initialize(), and ~eshelbySoluEllipticIntegrals().

Member Data Documentation

const InclusionRecord3D* mumech::eshelbySoluEllipticIntegrals::I

protected

Definition at line 45 of file esei.h.

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

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

Public Member Functions

Protected Attributes

Detailed Description

Constructor & Destructor Documentation

Member Function Documentation

Member Data Documentation