MGIS
Loading...
Searching...
No Matches
mgis::behaviour::FiniteStrainBehaviourOptions Struct Reference

option available for finite strain behaviours More...

#include </home/runner/work/MFrontGenericInterfaceSupport/MFrontGenericInterfaceSupport/include/MGIS/Behaviour/FiniteStrainBehaviourOptions.hxx>

Public Types

enum  StressMeasure { CAUCHY , PK2 , PK1 }
 stress measure requested for finite strain behaviours More...
 
enum  TangentOperator { DSIG_DF , DS_DEGL , DPK1_DF , DTAU_DDF }
 type of finite strain tangent operator requested for finite strain behaviours More...
 

Public Attributes

enum mgis::behaviour::FiniteStrainBehaviourOptions::StressMeasure stress_measure = CAUCHY
 
enum mgis::behaviour::FiniteStrainBehaviourOptions::TangentOperator tangent_operator = DSIG_DF
 

Detailed Description

option available for finite strain behaviours

Member Enumeration Documentation

◆ StressMeasure

stress measure requested for finite strain behaviours

The first Piola-Kirchhoff stress \(P\) is related to the Cauchy stress \(\sigma\) by: \f[ P = J \,\cdot\,\sigma\,F^{-T} \f] where \f(F\) is the deformation gradient and \(J\) its determinant.

Note
some authors use a different convention to define the first Piola-Kirchhoff stress using the transpose of \(P\)
Enumerator
CAUCHY 

Cauchy stress.

PK2 

Second Piola-Kirchhoff stress.

PK1 

First Piola-Kirchhoff stress.

◆ TangentOperator

type of finite strain tangent operator requested for finite strain behaviours

Enumerator
DSIG_DF 

derivative of the Cauchy stress with respect to the deformation gradient

DS_DEGL 

derivative of the second Piola-Kirchoff stress with respect to the Green-Lagrange strain

DPK1_DF 

derivative of the first Piola-Kirchoff stress with respect to the deformation gradient

DTAU_DDF 

derivative of the Kirchoff stress with respect to the spatial increment of the deformation gradient


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