Author： Popescu Luminita Rodriguez-Bernal Aníbal
Publisher： Royal Society of Edinburgh
ISSN： 1473-7124
Source： Proceedings Section A: Mathematics - Royal Society of Edinburgh, Vol.134, Iss.2, 2004-05, pp. : 389-413
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Abstract
In this paper we analyse a singular perturbation problem for linear wave equations with interior and boundary damping. We show how the solutions converge to the formal parabolic limit problem with dynamic boundary conditions. Conditions are given for uniform convergence in the energy space.
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