A large strain anisotropic elastoplastic continuum theory for nonlinear kinematic hardening and texture evolution
作者： Francisco Javier Montáns , José María Benítez , Miguel Ángel Caminero
DOI: 10.1016/J.MECHRESCOM.2012.03.001
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摘要: In this paper we present a continuum theory for large strain anisotropic elastoplasticity based on decomposition of the modified plastic velocity gradient into energetic and dissipative parts. The includes Armstrong Frederick hardening rule as well multilayer models special cases even elastoplasticity. Texture evolution may also be modelled by formulation, which allows meaningful interpretation terms dissipation equation.
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