In this work we compare two frameworks for thermodynamically consistent hyperelasto-plasticity with kinematic hardening. The first was formulated by Dettmer and Reese (2004), inspired by Lion (2000), and has been used to model sheet metal forming. The second, formulated by Wallin et al. (2003), has been used to model large shear strains and cyclic ratcheting behavior of pearlitic steel (Johansson et al. 2006). In this paper we show that these frameworks can result in equivalent models for certain choices of free energies. Furthermore, it is shown that the choices of free energy found in the literature only result in minor differences. These differences are discussed theoretically and investigated numerically
AbstractThe simpler implementation of isotropic hardening begs the question, if modelling kinematic ...
This paper aims to present a comprehensive guideline for the implementation of Chaboche's plasticity...
A constitutive model for rate-dependent and thermomechanically coupled plasticity at finite strains ...
In this work we compare two frameworks for thermodynamically consistent hyperelasto-plasticity with ...
In this work we compare two frameworks for thermodynamically consistent hyperelasto-plasticity with ...
Different models of finite strain plasticity with a nonlinear kinematic hardening are analyzed in a sy...
AbstractAccording to the experimental observation made by Phillips and Lee in 1979, the direction of...
According to the experimental observation made by Phillips and Lee in 1979, the direction of the mov...
AbstractWithin the framework of linear plasticity, based on additive decomposition of the linear str...
We present a hyperplastic (thermomechanical) framework for the modelling of kinematic hardening of p...
An elasto-plasticity model with coupled hardening variables of strain type is presented. In the theo...
In this work a comparative analysis is presented between the linear and the nonlinear kinematic hard...
AbstractThe thermomechanical coupling in finite strain plasticity theory with non-linear kinematic h...
AbstractThe basic innovation proposed in this work is to consider one of the two coefficients of the...
peer-reviewedThe basic innovation proposed in this work is to consider one of the two coefficients o...
AbstractThe simpler implementation of isotropic hardening begs the question, if modelling kinematic ...
This paper aims to present a comprehensive guideline for the implementation of Chaboche's plasticity...
A constitutive model for rate-dependent and thermomechanically coupled plasticity at finite strains ...
In this work we compare two frameworks for thermodynamically consistent hyperelasto-plasticity with ...
In this work we compare two frameworks for thermodynamically consistent hyperelasto-plasticity with ...
Different models of finite strain plasticity with a nonlinear kinematic hardening are analyzed in a sy...
AbstractAccording to the experimental observation made by Phillips and Lee in 1979, the direction of...
According to the experimental observation made by Phillips and Lee in 1979, the direction of the mov...
AbstractWithin the framework of linear plasticity, based on additive decomposition of the linear str...
We present a hyperplastic (thermomechanical) framework for the modelling of kinematic hardening of p...
An elasto-plasticity model with coupled hardening variables of strain type is presented. In the theo...
In this work a comparative analysis is presented between the linear and the nonlinear kinematic hard...
AbstractThe thermomechanical coupling in finite strain plasticity theory with non-linear kinematic h...
AbstractThe basic innovation proposed in this work is to consider one of the two coefficients of the...
peer-reviewedThe basic innovation proposed in this work is to consider one of the two coefficients o...
AbstractThe simpler implementation of isotropic hardening begs the question, if modelling kinematic ...
This paper aims to present a comprehensive guideline for the implementation of Chaboche's plasticity...
A constitutive model for rate-dependent and thermomechanically coupled plasticity at finite strains ...