The mixed initial boundary value problem in the context of non-simple thermoelastic materials is approached. The energy components of the solution to this problem are associated with so called Cesaro means. The main result of this study consists in demonstrating that Cesaro means of the kinetic and strain energies become asymptotically equal as time tends to infinity. Read more

This study is dedicated to some basic theorems in the thermoelastodynamics of microstretch bodies. Our intention is to show that the presence of the microstretch does not affect the main characteristics of the mixed initial boundary value problem for thermoelastic bodies. The result regarding the uniqueness theorem is derived with no definiteness assumptions on the elastic coefficients and in the ... Read more