ABSTRACT We consider a Boussinesq type equation defined on a smooth and bounded domain 2 R2. It is shown that the model admits ”finite energy” solutions that are wellposed. In particular, it is shown that nonlinea - Wave model - Document - PDFSEARCH.IO

First Page	Meta Content
	ABSTRACT We consider a Boussinesq type equation defined on a smooth and bounded domain 2 R2. It is shown that the model admits ”finite energy” solutions that are wellposed. In particular, it is shown that nonlinea Add to Reading List Document Date: 2012-02-03 12:13:24 Open Document File Size: 40,66 KB Share Result on Facebook City Springer-Verlag / Paris / / Company Cambridge University Press / Finite Energy Solutions / / IndustryTerm structural acoustic systems / smooth solutions / nonlinear solutions / uniqueness solutions / lower topology energy implying uniqueness / energy / / Organization Cambridge University / / Person C. R. Fuller / R.J. Silcox / G.P. Gibbs / / Position Rt / / ProgrammingLanguage E / / ProvinceOrState New York / / SocialTag Physics Latin alphabets Mathematical analysis Calculus Boussinesq approximation Wave equation

ABSTRACT We consider a Boussinesq type equation defined on a smooth and bounded domain ­ 2 R2. It is shown that the model admits ”finite energy” solutions that are wellposed. In particular, it is shown that nonlineaAdd to Reading List