Publications

Titre : Rapidly convergent quasi-periodic Green function throughout the spectrum---including Wood anomalies
Année : 2014
Type : rapport de recherche
Auteurs : O. Bruno, B. Delourme
Résumé : This work deals with the scattering of acoustic waves from one dimensional rough surfaces. We build a second kind integral equation that works at the Wood anomalies and is numerically efficient. The main idea is the use of a new periodic green function that quickly converges both at the Wood anomalies and away from them. We prove some theoretical results of well-posedness and we show numerical experiments that confirm the relevance of our method.
Thèmes :
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