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The analysis for the radiation pattern of an infinitesimal dipole mounted on the tip of a perfectly conducting, finite length cone is presented. The pattern is constructed from the superposition of a wave radiated directly from the linear element (in the presence of an infinite cone) and a wave diffracted from the edge of the cone. The method is verified by comparing computed values with experimental data.
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Constantine A. Balanis (1972) studied this question.
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