Boundary value problems of steady vibrations in the linear theory of thermoviscoelasticity of binary porous mixture

Author: Maia Svanadze
Keywords: thermoviscoelasticity, binary mixtures, boundary value problems
Annotation:

In this talk the linear theory of thermoviscoelasticity of binary porous mixture is considered, where the constituents of mixture are a Kelvin-Voigt material and an isotropic elastic solid. The existence and uniqueness theorems for classical solutions of the boundary value problems of steady vibrations are proved by means of the potential method and the theory of singular integral equations.