Samenvatting
We have developed FDTD boundary conditions based on discrete Green's function diakoptics for arbitrary multiply-connected 2D domains. The associated Z-domain boundary operator is symmetric, with an imaginary part that can be proved to be positive semi-definite on the upper half of the unit circle in the complex Z-plane. Through Schwarz' exterior formula an integral representation of this operator is obtained that is analytic outside that unit circle. A quadrature-rule based rational approximation of the operator corresponds to a self-consistent finite-lookback scheme in the discretised time domain. This scheme is demonstrably stable, in that only secular, non-growing, source-free solutions remain, which may be suppressed.
| Originele taal-2 | Engels |
|---|---|
| Titel | Proceeding of the 2007 International Conference on Electromagnetics in Advanced Applications (ICEAA 2007) 17-21 September 2007, Torino, Italy |
| Redacteuren | R.D. Graglia |
| Plaats van productie | Torino, Italy |
| Uitgeverij | Politecnico di Torino |
| Pagina's | 1-4 |
| ISBN van geprinte versie | 978-1-424-40766-8 |
| DOI's | |
| Status | Gepubliceerd - 2007 |
| Evenement | 10th International Conference on Electromagnetics in Advanced Applications (ICEAA 2007) - Torino, Italië Duur: 17 sep 2007 → 21 sep 2007 Congresnummer: 10 |
Congres
| Congres | 10th International Conference on Electromagnetics in Advanced Applications (ICEAA 2007) |
|---|---|
| Verkorte titel | ICEAA 2007 |
| Land/Regio | Italië |
| Stad | Torino |
| Periode | 17/09/07 → 21/09/07 |
| Ander | ICEAA 2007, Torino, Italy |
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