Influence of Medium Nonlocality on Distribution of Temperature and Stresses in Elastic Body under Pulsed Heating

Abstract

An approach to constructing mathematical models of thermomechanical processes in a deformable body is considered by the rational thermodynamic relations of irreversible processes for a continuous medium with intrinsicstate parameters as well as the Eringen model for nonlocal theory of elasticity. The models take into account the effects of temporal and spatial nonlocality of a continuous medium. The temperature and stresses for the problem of pulsed heating in one-dimensional case are calculated.