The material and load types for the solid functional physics module. More...

#include "serac/numerics/functional/functional.hpp"

Include dependency graph for solid_material.hpp:

This graph shows which files directly or indirectly include this file:

Classes
struct	serac::solid_mechanics::LinearIsotropic
	Linear isotropic elasticity material model. More...

struct	serac::solid_mechanics::StVenantKirchhoff
	St. Venant Kirchhoff hyperelastic model. More...

struct	serac::solid_mechanics::NeoHookean
	Neo-Hookean material model. More...

struct	serac::solid_mechanics::PowerLawHardening
	Power-law isotropic hardening law. More...

struct	serac::solid_mechanics::VoceHardening
	Voce's isotropic hardening law. More...

struct	serac::solid_mechanics::J2Nonlinear< HardeningType >
	J2 material with nonlinear isotropic hardening. More...

struct	serac::solid_mechanics::J2Nonlinear< HardeningType >::State
	variables required to characterize the hysteresis response More...

struct	serac::solid_mechanics::J2
	a 3D constitutive model for a J2 material with linear isotropic and kinematic hardening. More...

struct	serac::solid_mechanics::J2::State
	variables required to characterize the hysteresis response More...

struct	serac::solid_mechanics::ConstantBodyForce< dim >
	Constant body force model. More...

struct	serac::solid_mechanics::ConstantTraction< dim >
	Constant traction boundary condition model. More...

Namespaces
	serac
	Accelerator functionality.

	serac::solid_mechanics
	SolidMechanics helper data types.

Functions
template<typename T , int dim>
auto	serac::solid_mechanics::greenStrain (const tensor< T, dim, dim > &grad_u)
	Compute Green's strain from the displacement gradient.

template<typename T1 , typename T2 , int dim>
auto	serac::solid_mechanics::KirchhoffToPiola (const tensor< T1, dim, dim > &kirchhoff_stress, const tensor< T2, dim, dim > &displacement_gradient)
	Transform the Kirchhoff stress to the Piola stress. More...

template<typename T1 , typename T2 , int dim>
auto	serac::solid_mechanics::CauchyToPiola (const tensor< T1, dim, dim > &cauchy_stress, const tensor< T2, dim, dim > &displacement_gradient)
	Transform the Cauchy stress to the Piola stress. More...

Detailed Description

The material and load types for the solid functional physics module.

Definition in file solid_material.hpp.

Classes