In this paper the asymptotic behaviour of a second-order linearevolution problem is studied in a domain, a part of which has an oscillatingboundary. An homogeneous Neumann condition is given on the wholeboundary of the domain. Moreover the behaviour of associated optimal controlproblem is analyzed.

Homogenization and behaviour of optimal controls for the wave equations in domains with oscillating boundary

Perugia C.
2007

Abstract

In this paper the asymptotic behaviour of a second-order linearevolution problem is studied in a domain, a part of which has an oscillatingboundary. An homogeneous Neumann condition is given on the wholeboundary of the domain. Moreover the behaviour of associated optimal controlproblem is analyzed.
homogenization; optimal control; hyperbolic problems
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/20.500.12070/5788
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