Abstract
Principles of formation of thermodiffusive stresses in a viscoeleastic bilayer material under the temperature influence are investigated. It is shown that it is possible to use an analytical solution of the problem of mechanical equilibrium of a bilayer viscoelstic plate for an estimation of stresses and strains due to heating and diffusion taking into account the Soret effect. It is demonstrated that the viscoeleastic effect is critical in the cases where the transport processes occur within the times on the order of 0.01 s and shorter.
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