2009Journal of Communications Technology and ElectronicsRequires access

The problem of diffraction by an open perfectly conducting cylindrical surface: The H polarization

A. S. Ilinskii, E. V. Chernokozhin

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Abstract

The problem of diffraction of a plane H -polarized wave by an infinitely long open circular conducting screen is considered. An integral equation of the first kind for the current is obtained and combined with two additional conditions. The equation has a kernel with a logarithmic singularity and contains two arbitrary constants on the right-hand side. An equivalent singular integral equation for the derivative of the current is derived.

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The problem of diffraction of a plane H -polarized wave by an infinitely long open circular conducting screen is considered. An integral equation of the first kind for the current is obtained and combined with two additional conditions. The equation has a kernel with a logarithmic singularity and contains two arbitrary constants on the right-hand side. An equivalent singular integral equation for the derivative of the current is derived.

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Available abstract

The problem of diffraction of a plane H -polarized wave by an infinitely long open circular conducting screen is considered. An integral equation of the first kind for the current is obtained and combined with two additional conditions. The equation has a kernel with a logarithmic singularity and contains two arbitrary constants on the right-hand side. An equivalent singular integral equation for the derivative of the current is derived.

Key concepts: Mathematical analysis, Diffraction, Singularity, Mathematics, Integral equation, Logarithm, Plane (geometry), Polarization (electrochemistry)

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