Diffraction by an aperture in a conducting screen between two different mediums: effect of inclusion of the edge property (アンテナ・伝播)

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概要

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• Electromagnetic diffraction by a rectangular aperture in an infinite conducting screen is formulated by applying the method of the Kobayashi potential (KP). The screen is located between two isotropic homogeneous mediums and its thickness is assumed to be negligibly small. Since the KP method yields an eigenfunction expansion of the present geometry, the solution satisfies the proper edge condition. The expansion coefficients are obtained from the matrix equation whose matrix elements consist of double infinite integrals. By using the derived expressions, we numerically study the effect of inclusion of the edge property on the convergence of the solution.

• 一般社団法人電子情報通信学会の論文
• 2008-06-12

著者

• SERIZAWA Hirohide

  Numazu National College of Technology

• Serizawa Hirohide

  Dept. Of Control And Computer Engineering Numazu National College Of Technology

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• Reflection coefficient of a flanged rectangular waveguide with a metal-backed dielectric slab (機構デバイス)
• Reflection coefficient of a flanged rectangular waveguide with a metal-backed dielectric slab (環境電磁工学)
• Diffraction by an aperture in a conducting screen between two different mediums: effect of inclusion of the edge property (アンテナ・伝播)
• Diffraction by an aperture in a conducting screen between two different mediums : Effect of inclusion of the edge property

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