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Media type:
Report;
Paper;
E-Book
Title:
Regularity and Asymptotic Behaviour for a Damped Plate-Membrane Transmission Problem
Contributor:
Barraz Martínez, Bienvenido
[Author];
Denk, Robert
[Author];
Hernández Monzón, Jairo
[Author];
Kammerlander, Felix
[Author];
Nendel, Max
[Author]
Published:
Center for Mathematical Economics, 2018
Language:
English
ISSN:
0931-6558
Origination:
Footnote:
Diese Datenquelle enthält auch Bestandsnachweise, die nicht zu einem Volltext führen.
Description:
Barraz Martínez B, Denk R, Hernández Monzón J, Kammerlander F, Nendel M. Regularity and Asymptotic Behaviour for a Damped Plate-Membrane Transmission Problem . Center for Mathematical Economics Working Papers. Vol 596. Bielefeld: Center for Mathematical Economics; 2018. ; We consider a transmission problem where a structurally damped plate equation is coupled with a damped or undamped wave equation by transmission conditions. We show that exponential stability holds in the damped-damped situation and polynomial stability (but no exponential stability) holds in the damped-undamped case. Additionally, we show that the solutions first defined by the weak formulation, in fact have higher Sobolev space regularity.