Diffraction of H-polarized plane wave by cylindrical cavities of arbitrary shape

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The diffraction problem for an arbitrary shaped cylindrical cavity excited by a H-polarized plane wave is rigorously solved by the Method of Regularization. Along with the previously solved analogous problem for E-polarization this rigorous solution completes the construction of a reliable and highly efficient analytic-numerical technique for the analysis of diffraction problems for metallic cylinders of an arbitrary cross-section. Both problems are reduced to the numerical solution of a well-conditioned infinite system of linear algebraic equations of Fredholm type. Its numerical solution is effected by a truncation method. The computational accuracy only depends on truncation number. The effectiveness of this approach is demonstrated by examples of wave scattering problems for two-dimensional airfoils and engine intakes of various shapes. The combination of wellknown approximate techniques with the developed approach has been exploited for studies of wave scattering problems for elongated cylinders of arbitrary cross-section. ©2007 IEEE. © 2008 Elsevier B.V., All rights reserved.

Açıklama

2007 International Conference on Electromagnetics in Advanced Applications, ICEAA'07 -- Torino -- 72484

Anahtar Kelimeler

Airfoils, Communication channels (information theory), Convergence of numerical methods, Cylinders (shapes), Diffraction, Elastic waves, Electromagnetic wave diffraction, Electromagnetic wave scattering, Electromagnetism, Linear equations, Magnetism, Two dimensional, Wings, Advanced applications, Arbitrary cross sections, Arbitrary shapes, Computational accuracy, Cylindrical cavities, Diffraction problems, Electro magnetics, Fredholm, Highly efficient, Infinite systems, International conferences, Metallic cylinders, Numerical solutions, Polarized plane, Truncation methods, Truncation number, Two-dimensional airfoils, Wave scattering, Numerical methods

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