The principle of nonequilibrium evolution thermodynamics is applied to describe the cyclic evolution of the defect structures in metallic materials subjected to megaplastic (severe) plastic deformation. A unimodal distribution of defects over deformation-induced dislocations and the grain boundaries that appear during dynamic recrystallization is considered as an initial model. It is shown that taking into account memory (inertia) effects during deformation-induced restructuring transforms basic relations to the form characteristic of wave equations with damping. In this case, a deformed system executes damped oscillations and gradually reaches stationary structural parameters.
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Metlov et al. (2015) studied this question.
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