At the core of complex microwave system design

Williams, Lawrence; Rousselle, S.

doi:10.1109/mmm.2008.929695

Cited by 3 publications

(1 citation statement)

References 4 publications

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“…Our modern world of wireless communications, portable electronics, microwave and other electrical devices and instruments is built upon fundamental theory of electromagnetics (EM) [1,2]. This theory is summarized by Maxwell's equations [3,4] -the partial differential equations of EM.…”

Section: Introductionmentioning

confidence: 99%

SURFACE AND VOLUME INTEGRAL EQUATION METHODS FOR TIME-HARMONIC SOLUTIONS OF MAXWELL'S EQUATIONS (Invited Paper)

Ylä‐Oijala¹,

Markkanen²,

Järvenpää³

et al. 2014

PIER

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Abstract-During the last two-three decades the importance of computer simulations based on numerical full-wave solutions of Maxwell's has continuously increased in electrical engineering. Software products based on integral equation methods have an unquestionable importance in the frequency domain electromagnetic analysis and design of open-region problems. This paper deals with the surface and volume integral equation methods for finding time-harmonic solutions of Maxwell's equations. First a review of classical integral equation representations and formulations is given. Thereafter we briefly overview the mathematical background of integral operators and equations and their discretization with the method of moments. The main focus is on advanced techniques that would enable accurate, stable, and scalable solutions on a wide range of material parameters, frequencies and applications. Finally, future perspectives of the integral equation methods for solving Maxwell's equations are discussed.

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