Back to Publications Home Page
List by author
;
List by chronological order
by
H. Ammari (1)
J.-C. Nédélec
| (1) | Centre de Mathematiques Appliquees, CNRS URA 756, Ecole Polytechnique, 91128 Palaiseau Cedex, France. |
Abstract : This paper considers the effect of two types of perturbations on eigenvalue problems for Maxwell's equations in bounded domains. The first kind occurs in calculating the change in resonant frequencies of a cavity due to absorbing material on its boundary. The second arises in analyzing a cavity containing a small body. For each of these perturbations, the resonant frequencies for the perturbed problem are constructed. In some special cases, the asymptotic results are shown to agree well with exact results.
Click here to download the Postscript version of the whole paper