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This paper outline the basic theory and describes the most significant applications of the MoM/BI-RME method for the modeling of planar periodic structures and printed circuits. The MoM/BI-RME method is based on the solution of an integral equation by the Method of Moments (MoM) with entire-domain basis functions. In the case of arbitrarily shaped domains, the basis functions are calculated numerically...
This paper will provide an historical overview of the development of the BI-RME method. The original idea behind the BI-RME method — dating back to late seventies — will be briefly described, and its application to the development of specific algorithms and computer codes for the analysis and design of several classes of components and circuits will be reported.
This paper outline the basic theory and describes the most significant applications of the MoM/BI-RME method for the modeling of either planar periodic or shielded structures. This method is based on the solution of an integral equation by the Method of Moments (MoM) with entire-domain basis functions. In the case of arbitrarily shaped domains, the basis functions are calculated numerically by the...
This article presents a comprehensive investigation of the convergence properties of the method of moments in the modeling of frequency selective surfaces, where the numbers of basis functions and of Floquet modes need to be carefully selected. Both capacitive and inductive frequency selective surfaces are considered, and the use of both entire‐domain and subdomain basis functions is discussed. Different...
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