Mises plasticity model with isotropic damage, nonlocal - MisesMatNl, MisesMatGrad

The small-strain version of the model is regularized by the over-nonlocal formulation with damage driven by a combination of local and nonlocal cumulated plastic strain,

$\displaystyle \hat{\kappa} = (1-m)\kappa + m\bar{\kappa},$ (47)

where $ m$ is a dimensionless material parameter (typically $ m>1$) and $ \bar{\kappa}$ is the nonlocal cumulated plastic strain, which is evaluated either using the integral approach, or using the implicit gradient approach.



Subsections

Borek Patzak
2018-01-02