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Numerical Analysis for a Nonlinear Coupled Thermoelastic System with Acoustic Boundary Conditions
This paper presents the first $L^2$-norm error analysis for a nonlinear thermoelastic system with acoustic boundary conditions. The model involves three coupled variables: the acoustic potential $u$, the temperature $θ$, and the normal displacement to the boundary $δ$, with nonlinearities $|u|^d u$
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