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| We consider a nonlinear thermoelastic plate where the heat flux is given by the Cattaneo's law. In the presence of a rotational inertia term, we prove the existence of a finite-dimensional global attractor under the sole dissipation given by the heat flux. On the other hand, without rotational inertia, the existence of a global attractor is done by adding a frictional damping in the displacement equation. |
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