Asymptotic partition of energies for a Cosserat thermoelastic medium

The main aim of this study is to obtain a partition of the asymptotic type of energy of a solution for the mixed problem considered in the context of the Cosserat thermoelastic media. The concept of asymptotic equipartition is a notion, frequently used, for differential equations theory. In a simple formulation, this concept is formulated as follows: potential and kinetic energy, for a classical solution with finite energy, tend to become asymptotically equal on average, when time tends to infinity.