DOMAIN OF INFLUENCE THEOREM IN THERMOELASTIC1TY WITH ONE RELAXATION TIME

Abstract
A domain of influence theorem is proved for a general mixed problem of linear nonhomogeneous anisotropic coupled dynamic thermoelasticity with one relaxation time. The proof is based on a domain of dependence inequality associated with the problem. The domain of influence is constructed in terms of the bounds for ther-momechanical constitutive fields, the relaxation time, and the data supports.

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