Abstract
This paper studies the spatial behaviour of the dynamic processes in elastic mixtures. With this aim we use the time-weighted surface power function method associated with the linear processes. Consequently, we obtain a precise determination of the domain of influence and the spatial decay estimates with time-independent decay rate inside of the domain of influence. A uniqueness theorem is proved for finite and infinite bodies and we note that it is free of any kind of a priori assumptions on the solutions at infinity.
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