Publishing house Radiotekhnika

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The problem of the excitation of the infinite perfect conducting arbitrary bicone by the arbitrary distribution of primary currents is solved. The solution is obtained in the form of expansions in terms of founded eigen vector functions of the problem. Expansions' co­efficients are determined from the given primary currents distribution. Expressions for electric field density vector and magntic field strenth vector components are obtained for the excitation of the bicone by the azimuth magnetic dipole and circular loop with mag­netic current. For the latter case several calculated patterns are shown.



June 24, 2020
May 29, 2020

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