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- W2188472308 abstract "Current distributions induced on a perfectly conducting elliptic disk are treated within the framework of the null-field approach. The elliptic disk is treated as the zero thickness limit of a general ellipsoid. In this limit it is necessary to introduce modified expansion functions for the surface fields. It is shown that these expansion func- tions inherently satisfy the edge condition and no extra weight factors have to be introduced. The first few terms in a low frequency expansion of the surface currents induced by an incident plane wave are derived and from this expansion the static limit is analyzed. The theoretical results are illustrated with numerical computations of the surface cur- rents and charge distributions. ior is inherent in the approach, and no extra weight factors to ensure the edge conditions have to be introduced. The semi-ana- lytical null-field approach provides some analytical results con- cerning the low-frequency behavior and the static limit. The paper is organized as follows. In Section 11 the basic equations for the calculation of the surface current and the surface charge distribution are derived. In Section III numerical calculations of the surface fields induced by an incident plane wave, with general polarization, are presented. In Section IV the first few terms of a low-frequency expansion of the surface currents induced by a plane wave are derived and the static limit is investigated. The paper is concluded with an Appendix in which the new expansion functions for the surface fields on the disk are derived in detail." @default.
- W2188472308 created "2016-06-24" @default.
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- W2188472308 date "1991-01-01" @default.
- W2188472308 modified "2023-09-27" @default.
- W2188472308 title "Current Distributions on a Perfectly" @default.
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- W2188472308 hasPublicationYear "1991" @default.
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