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Corresponding Author

El-Mikati, Hamdi

Subject Area

Electronics and Communication Engineering

Article Type

Original Study

Abstract

A technique is presented for computing the inducted currents and secondary fields produced when a spherical reflector is illuminated by an electric dipole. An integral equation for the inducted current is formulated. The current is obtained in a series form. Each term of the series satisfies the boundary and edge conditions on the reflector. Expressions for the secondary fields in the far-zone are also given, some numerical results are then presented.

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