THE SCATTERING OF AN ARBITRARY UNIFORM PLANE ELECTROMAGNETIC WAVE BY AN INFINITE METAL ROD OF ELLIPTICAL CROSS SECTION IN AN INFINITE HOMOGENEOUS ISOTROPIC MEDIUM WITH FINITE CONDUCTIVITY

JEN LANG

doi:10.7498/aps.17.321

Abstract
The scattering of an arbitrarily polarized uniform plane electromagnetic wave by an infinite metal rod of elliptical cross section with any eccentricity in a homogeneous isotropic medium of infinite extent with finite conductivity is analized rigorously as a boundary value problem using elliptical cylinder coordinates, the scattered field arround the rod is obtained in terms of calculable Mathieu functions.
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JEN LANG
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Vol. 17, Issue 7 - 1961-04-05

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THE SCATTERING OF AN ARBITRARY UNIFORM PLANE ELECTROMAGNETIC WAVE BY AN INFINITE METAL ROD OF ELLIPTICAL CROSS SECTION IN AN INFINITE HOMOGENEOUS ISOTROPIC MEDIUM WITH FINITE CONDUCTIVITY

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THE SCATTERING OF AN ARBITRARY UNIFORM PLANE ELECTROMAGNETIC WAVE BY AN INFINITE METAL ROD OF ELLIPTICAL CROSS SECTION IN AN INFINITE HOMOGENEOUS ISOTROPIC MEDIUM WITH FINITE CONDUCTIVITY

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