Abstract
In Part I, we presented a general micropolar plasticity theory which rests on a class of micropolar curvature tensors related to each other by mixed transformations. In this paper, we derive, in the context of the theory of Part I, a micropolar counterpart of v.Mises conventional plasticity with kinematic and isotropic hardening. The predictive capabilities of the resulting model are illustrated for the case of tension loading of plates with a circular hole.
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