Abstract
<abstract><p>The goal of this work is to study the well-posedness and the asymptotic behavior of solutions of a triple beam system commonly known as the Rao-Nakra beam model. We consider the effect of Gurtin-Pipkin's thermal law on the outer layers of the beam system. Using standard semi-group theory for linear operators and the multiplier method, we establish the existence and uniqueness of weak global solution, as well as a stability result.</p></abstract>
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