FINAL DEFORMATIONS IN ALLOYS AND POLYMERS WITH MEMORY OF THE SHAPE
Within the framework of large deformations, mathematical models of the behavior of alloys, ferromagnetic materials and polymers with shape memory are proposed, the kinetic and determining equations of which satisfy the principles of objectivity and thermodynamics. A variation formulation of boundary value problems is given. The model relationships are illustrated by the solution of problems on finite deformations of the simplest structures with a direct and inverse austenitic martensitic phase transition in alloys and ferroalloy materials with shape memory and a relaxation transition from a highly elastic state to vitrified in polymers with shape memory.