Extension of the mixed hardening framework developed in EvpMixtHHypoMaterial
material to consider .
Extension of
ArmstrongFrederickKinematicHardening
DruckerPragerKinematicHardening
Nonlinear kinematic hardening adapted from the two-surface developed by Yoshida et al., 2002
$$ \dot{X}_{ij}^{yu} = C \left( \dfrac{2}{3}\,a\,D_{ij}^{vp} - \left( \dfrac{\overline{X}_{ij}^{yu}}{\overline{\sigma}} \right)^{\zeta-1}\, \dot{\bar{\varepsilon}}\, X_{ij}^{yu} \right) $$
where $\overline{X}_{yu}^{ij}$ and $\overline{\sigma}$ are the equivalent backstress and the equivalent stress, respectively, which are computed based on the selected yield criterion.
I have performed a tab cleaning service (~60 files).
[a]: YoshidaUemori02KinematicHardening.cpp [a]: YoshidaUemori02KinematicHardening.h [r]:
[a]: Hill48v2IsoMixHard.py [a]: Hill48v2MixHard.py [a]: YoshidaUemori02CinHEp.py [r]:
— Cristian 2017/04/XX