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2018•Unpublished venueRequires access

New Achievements in MoM Applications to Computational Electromagnetics

F. G. Bogdanov, R. Jobava

Open publisher page 1 citations

Abstract

This paper is aimed to review some recent achievements in the Method of Moments (MoM) applications to computational electromagnetics related to new formulations for overcoming the low frequency (fine mesh) instability problems, modeling of printed and impedance structures, multiport networks and waveguide ports, as well as their hybridizations with mixed conducting and dielectric objects. The validation of the developed approaches and their application to practical EM/ EMI/ EMC problems will be demonstrated.

About this research paper

What this paper is about

This paper is aimed to review some recent achievements in the Method of Moments (MoM) applications to computational electromagnetics related to new formulations for overcoming the low frequency (fine mesh) instability problems, modeling of printed and impedance structures, multiport networks and waveguide ports, as well as their hybridizations with mixed conducting and dielectric objects. The validation of the developed approaches and their application to practical EM/ EMI/ EMC problems will be demonstrated.

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Available abstract

This paper is aimed to review some recent achievements in the Method of Moments (MoM) applications to computational electromagnetics related to new formulations for overcoming the low frequency (fine mesh) instability problems, modeling of printed and impedance structures, multiport networks and waveguide ports, as well as their hybridizations with mixed conducting and dielectric objects. The validation of the developed approaches and their application to practical EM/ EMI/ EMC problems will be demonstrated.

Key concepts: Electromagnetics, Method of moments (probability theory), EMI, Computational electromagnetics, Computer science, Electrical impedance, Electromagnetic compatibility, Electronic engineering

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