Histories of Stress, Strain-rate, Temperature, and Spin in Steady State Deformations of a Thermoviscoplastic Rod Striking a Hemispherical Rigid Cavity

Given the velocity field and the values of a field variable f at a large number of discrete points in a bounded 2-dimensional domain, an algorithm has been developed to compute the streamline that passes through a desired point P in the domain, and the time histories of f at the material particle starting from the instant it occupied the point P. Time histories of the effective stress, second invariant of the strain-rate tensor, temperature and the spin for a few material particles in the steady state axisymmetric deformations of a thermoviscoplastic rod striking a rigid hemispherical cavity are presented. This information should help develop appropriate constitutive models for the penetrator material and establish desirable testing regimes for practical problems.