A research note on certain loading directions in rate independent plasticity
Academic Article
Overview
Research
Identity
Additional Document Info
Other
View All
Overview
abstract
Starting with the strain space formulation of rate independent elastic-plastic materials, the notion of `work-instability', i.e. the possibility of an elastic plastic material undergoing spontaneous plastic deformation in a workless manner, is discussed. Some simple criteria for a material to be work stable are presented. An example of a material that satisfies Prandtl-Reuss type equations with strain softening is presented and it is demonstrated that for plane homogeneous deformations, the material shows the possibility of spontaneous plastic flow even if the in-plane strains are held fixed, if it softens beyond a critical amount.