Titlebook: Applied Computational Electromagnetics; State of the Art and Nikolaos K. Uzunoglu,Konstantina S. Nikita,Dimitra Book 2000 Springer-Verlag B

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Graduated

Integral Equation Formulation Analysis of Electromagnetic Structuresntegral equation formulation is one of the most powerful technique of analyzing electromagnetic structures with significant practical importance. Topics related to computational aspects are examined and the potential numerical stability of the integral equation-method of moments techniques are emphasized.

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Entire Domain Method of Moments Techniques describing and testing functions are employed and where being identical, a Galerkin’s approach is applied. In each case, details are presented for the computation of the “admittance” matrix, as well as the inhomogeneous external excitation term. Numerical results are presented for various cases.

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The Electric Field Integral Equation and the Physical Theory of Diffraction in Scattering Analysis Diffraction. The two techniques are outlined and applied to scattering problems involving perfectly conducting as well as unidirectionally conducting strips illuminated by uniform as well as non-uniform plane waves.

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Antenna Synthesis by Orthogonal MoM (OM3) field in an orthogonal vector space. The excitation or the position of the antenna elements are found in a relatively simple and easy to use form. Several examples show the applicability of the method.

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Wireless Mobile Antennas and Cosite Interference in Communication Systemsgnetic problems; e.g., radiation, scattering, microwave integrated circuits, etc. The FD-TD method is is thoroughly described in [2, 3]. In this chapter, FD-TD is used to analyze wireless mobile antennas and cosite interference in communication systems.

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Mario Dib,Bernardete Ribeiro,Pedro Pratesntegral equation formulation is one of the most powerful technique of analyzing electromagnetic structures with significant practical importance. Topics related to computational aspects are examined and the potential numerical stability of the integral equation-method of moments techniques are empha

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Pamela Johnston,Eyad Elyan,Chrisina Jayne describing and testing functions are employed and where being identical, a Galerkin’s approach is applied. In each case, details are presented for the computation of the “admittance” matrix, as well as the inhomogeneous external excitation term. Numerical results are presented for various cases.

ovation

Konstantinos Demertzis,Lazaros Iliadisprobably independently, offered such representation of scattered fields [3–9]. In [1,2] it is proved that for arbitrary closed auxiliary surface inside area . the solution tends to the true one with the increasing of the number of auxiliary sources (AS). Some of the authors considered such approach