Rigorous solutions are presented of the problems of diffraction of plane electromagnetic waves by an infinitely thin, perfectly conducting, circular disk and by a circular aperture in a plane conducting screen. The analysis utilizes oblate spheroidal vector wave functions. In Part I these vector functions are defined and the expansions of plane-polarized waves in terms of them are obtained. Part II contains the solutions of the diffraction problems.
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Carson Flammer (1953) studied this question.
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