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has been cited by the following article:

• TITLE: Hybrid PMM-MoM Method for the Analysis of Finite Periodic Structures

  AUTHORS: Shan Zhao, Naiqian Zhang, Dong Li, Jianxun Su

  KEYWORDS: hybrid method; PMM-MoM; infinite Periodic Structures; RCS

  JOURNAL NAME: Open Journal of Applied Sciences, Vol.2 No.4B, January 16, 2013

  ABSTRACT: In this paper, a hybrid method (hybrid PMM-MoM method) is presented for the effective and accurate analysis of finite periodic structures. This method divides a finite periodic structure into two parts. The inner part of an approximate infinite periodic structure is analyzed by periodic method of moment (PMM); the outer part is then analyzed by method of moments (MoM). For the finite periodic structures, the accuracy of the new method is much better than that of the pure PMM, and is almost the same as that of pure MoM. Because pure PMM uses the periodic boundary conditions, it takes much less memory resources and computation time. For hybrid PMM-MoM method, because the inner part is calculated by PMM, the calculation work concentrates on the outer part. Consequently, compared with the exact MoM, the new method saves much more memory resources and computation time, which provides a drastic reduction of unknowns.