Abstract
We prove well-posedness of energy type solutions to an interactingsystem consisting of the 3D linearized Euler equations and a(possibly nonlinear) elastic plate equation describing large deflections of a flexible part of the boundary.In the damped case under some conditions concerning the plate nonlinearitywe prove the existence of a compact global attractor for the correspondingdynamical system and describe the situations when this attractor has a finitefractal dimension.
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