The diffraction of electric waves around a finite, perfectly conducting cone: Part I: The mathematical solution

doi:10.1016/0022-247X(65)90145-9

Journal of Mathematical Analysis and Applications

Volume 10, Issue 1, February 1965, Pages 37-49

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Abstract

The diffraction problem presented by a finite, perfectly conducting cone in the presence of an oscillating electric dipole situated on its axis is shewn to be equivalent to the mathematical problem of solving a given set of linear, nonhomogeneous, algebraic equations. The present part confines itself to the derivation of these equations; in Parts II and III they will be used to discuss the diffraction field.

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^∗: Present Address: G. M. Defense Research Laboratories, General Motors Corporation, Box T, Santa Barbara, California.