Abstract

In this paper, a surface integral equation (SIE) method based on the global solution of the method of moments (MoM) is developed for the analysis of the contribution of component electromagnetic flow to the overall metallic target. In this SIE, the whole target is divided into several different sub-regions by using the idea of domain decomposition (DD). Then, on the basis of the current coefficient matrix obtained by MoM, this SIE method can calculate the contribution value generated by electromagnetic flows on each component region from the sub-region by marking and partitioning the target. Moreover, two technologies are further adopted to enhance the efficiency and flexibility of this SIE method. One is that curved triangular elements and higher order hierarchical vector (HOHV) basis functions are applied, which can remarkably reduce the unknown amount of the conventional SIE. The other is that a DD method is adopted to employ a discontinuous Galerkin (DG) approach to glue conformal/ nonconformal surface grids between adjacent subdomains. It is obvious that this HO-SIE based on DDM can further increase the flexibility of geometrical modeling and accelerate the convergence of the HO-SIE for electrically large and multiscale metallic targets. Finally, two numerical results are given to demonstrate the validity of this method.

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