sofa::component::solidmechanics::fem::hyperelastic::material::MaterialParameters< DataTypes > Struct Template Reference

#include <HyperelasticMaterial.h>

Detailed Description

template<typename DataTypes>
struct sofa::component::solidmechanics::fem::hyperelastic::material::MaterialParameters< DataTypes >

structure that store the parameters required to that are necessary to compute the strain energy The material parameters might be constant in space (homogeneous material) or not

Public Attributes
std::vector< Real >	parameterArray
std::vector< Coord >	anisotropyDirection
std::vector< Real >	parameterAlpha
std::vector< Real >	parameterTau

Attribute details

anisotropyDirection

template<typename DataTypes >

std::vector<Coord> sofa::component::solidmechanics::fem::hyperelastic::material::MaterialParameters< DataTypes >::anisotropyDirection

the direction of anisotropy in the rest configuration : the size of the array is 0 if the material is isotropic, 1 if it is transversely isotropic and 2 for orthotropic materials (assumed to be orthogonal to each other)

parameterAlpha

template<typename DataTypes >

std::vector<Real> sofa::component::solidmechanics::fem::hyperelastic::material::MaterialParameters< DataTypes >::parameterAlpha

for viscous part, give the real alphai and taui such as alpha(t)= alpha0+sum(1,N)alphaiexp(-t/taui)

parameterArray

template<typename DataTypes >

std::vector<Real> sofa::component::solidmechanics::fem::hyperelastic::material::MaterialParameters< DataTypes >::parameterArray

an array of Real values that correspond to the material parameters : the size depends on the material, e.g. 2 Lame coefficients for St-Venant Kirchhoff materials

parameterTau

template<typename DataTypes >

std::vector<Real> sofa::component::solidmechanics::fem::hyperelastic::material::MaterialParameters< DataTypes >::parameterTau