Abstract

AbstractThe plastic deformation of crystalline solids often gives rise to complex microstructural patterns, which can be observed experimentally and which have been reasoned to form as minimizers of non-quasiconvex energy potentials. We model the time-continuous evolution of laminate microstructures in finite-strain elastoplasticity via incrementally solving the stationarityconditions of the underlying minimum principles, replacing the nonconvex potentials by relaxed forms that account for laminate microstructures of first order. Here, we apply a timeincremental approach to investigate the orientation of the forming laminates dependent on the active slip system orientation. We present results for monotonic as well as cyclic stress-strain behavior. Moreover, we compare results from the present approach to those obtained by the well-established method using the so-called condensed energy for monotonic loading.Key wordsMicrostructureplasticityfinite strainsrelaxation

Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call