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Solving of problems of electromagnetic waves scattering by complex-shaped dielectric bodies via the pattern equations method

โœ Scribed by Alexander G. Kyurkchan; Elena A. Skorodumova


Publisher
Elsevier Science
Year
2009
Tongue
English
Weight
504 KB
Volume
110
Category
Article
ISSN
0022-4073

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โœฆ Synopsis


An efficient method is proposed for solving the problem of diffraction on complexshaped dielectric bodies with the use of their replacement by a group of bodies with more simple form (fragments of complex objects). The initial problem is reduced to a system of algebraic equations by expanding the scattering patterns in vector angular spherical harmonics. It is shown that the method offers a high rate of convergence that weakly depends on the distances between the bodies. Examples of modeling the scattering characteristics of complex-shaped bodies are considered.


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A new universal and effective algorithm for solving the problems of wave diffraction on complicated structures composed of bodies of revolution is presented. The method is applied to diffraction on a group made of two impedance bodies of revolution. The method permits to get the pattern and the fiel