1. A Nonconformal Domain Decomposition Scheme for the Analysis of Multiscale Structures.
- Author
-
Echeverri Bautista, Mario A, Vipiana, Francesca, Francavilla, Matteo Alessandro, Tobon Vasquez, Jorge A., and Vecchi, Giuseppe
- Subjects
- *
DOMAIN decomposition methods , *ELECTRIC field integral equations , *GALERKIN methods , *INTEGRAL equations , *MOMENTS method (Statistics) - Abstract
We present a domain decomposition (DD) framework for the analysis of impenetrable structures; it allows for the electric field integral equation (EFIE) and combined field integral equation (CFIE), and for open, closed, and open–closed structures. The DD results in an effective preconditioner for large and complex problems exploiting iterative solution and fast factorizations. The DD employs specialized transmission conditions among the domains, and the use of discontinuous Galerkin (DG) allows conformal as well as nonconformal discretizations of domain boundaries; the nonconformal nature of the decomposition gives considerable flexibility in the meshing. The strategy is highly parallelizable, as all the operations involving the subdomains can be performed in parallel. The proposed scheme is implementation independent and can be easily merged with existing electromagnetic codes. [ABSTRACT FROM PUBLISHER]
- Published
- 2015
- Full Text
- View/download PDF