namespace ewalena: ewalena::Crystal::PiezoelectricField< ValueType > Class Template Reference

namespace ewalena 0.2.15

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Piezoelectric field. More...

#include <include/ewalena/numerics/piezoelectric_field.h>

Inheritance diagram for ewalena::Crystal::PiezoelectricField< ValueType >:

Inheritance graph

Collaboration diagram for ewalena::Crystal::PiezoelectricField< ValueType >:

Collaboration graph

List of all members.

Public Member Functions
void	distribute_moduli (const Vector< ValueType > &moduli)
ewalena::Crystal::CrystalFieldBase < 3, 3, ValueType >	operator* () const
	PiezoelectricField (const Vector< ValueType > &moduli=ewalena::Vector< ValueType >(), const SymmetryFlag &symmetry_flags=SymmetryFlag::null)
virtual	~PiezoelectricField ()
Protected Member Functions
void	distribute_moduli_to_cubic ()
void	distribute_moduli_to_hexagonal ()
void	distribute_moduli_to_trigonal ()

Detailed Description

template<typename ValueType = double>
class ewalena::Crystal::PiezoelectricField< ValueType >

Piezoelectric field.

The piezoelectric tensor $d$ is a $r=2$ tensor defined in ${\mathbb R}=3$ and maps onto a $6\times3$ matrix using the notation of Voight:

$d_{ijk}:=d_{i(jk))}\mapsto\left[\begin{array}{cccccc} d_{11}&d_{12}&d_{13}&d_{14}&d_{15}&d_{16}\\ d_{21}&d_{22}&d_{23}&d_{24}&d_{25}&d_{26}\\ d_{31}&d_{32}&d_{33}&d_{34}&d_{35}&d_{36}\\ \end{array}\right]=d_{IJ}\quad.$

Author:: Toby D. Young 2010, 2011.

Constructor & Destructor Documentation

template<typename ValueType = double>

ewalena::Crystal::PiezoelectricField< ValueType >::PiezoelectricField	(	const Vector< ValueType > &	moduli = `ewalena::Vector<ValueType> ()`,
		const SymmetryFlag &	symmetry_flags = `SymmetryFlag::null`
	)		`[inline]`

Constructor.

template<typename ValueType = double>

virtual ewalena::Crystal::PiezoelectricField< ValueType >::~PiezoelectricField ( ) [virtual]

Virtual destructor.

Member Function Documentation

template<typename ValueType = double>

void ewalena::Crystal::PiezoelectricField< ValueType >::distribute_moduli ( const Vector< ValueType > & moduli ) [virtual]

Distribute moduli onto this tensor field according to rules governing the crystal group symmetry.

Reimplemented from ewalena::Crystal::CrystalFieldBase< 3, 3, ValueType >.

template<typename ValueType = double>

void ewalena::Crystal::PiezoelectricField< ValueType >::distribute_moduli_to_cubic ( ) [protected]

Distribute piezoelectric moduli onto this tensor according to the rules governed by the cubic symmetry group.

template<typename ValueType = double>

void ewalena::Crystal::PiezoelectricField< ValueType >::distribute_moduli_to_hexagonal ( ) [protected]

Distribute piezoelectric moduli onto this tensor according to the rules governed by the hexagonal symmetry group.

template<typename ValueType = double>

void ewalena::Crystal::PiezoelectricField< ValueType >::distribute_moduli_to_trigonal ( ) [protected]

Distribute piezoelectric moduli onto this tensor according to the rules governed by the trigonal symmetry group.

template<typename ValueType = double>

ewalena::Crystal::CrystalFieldBase<3, 3, ValueType> ewalena::Crystal::PiezoelectricField< ValueType >::operator* ( ) const [inline]

Access operator to the underlying tensor field base.

Reimplemented from ewalena::Crystal::CrystalFieldBase< 3, 3, ValueType >.

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

include/ewalena/numerics/piezoelectric_field.h

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