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On the Excitation of Surface Waves

Georg Goubau

Open publisher page 79 citations

Abstract

It is shown that surface waves are actually contained in complete solutions of excitation problems of cylindrical surface waveguides. The total field can be divided into surface waves and a supplementary field; these field components satisfy certain orthogonality relations between each other. The amplitude of a surface wave which is excited by a dipole or any other power source can be determined without solving the entire excitation problem.

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What this paper is about

It is shown that surface waves are actually contained in complete solutions of excitation problems of cylindrical surface waveguides. The total field can be divided into surface waves and a supplementary field; these field components satisfy certain orthogonality relations between each other. The amplitude of a surface wave which is excited by a dipole or any other power source can be determined without solving the entire excitation problem.

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Available abstract

It is shown that surface waves are actually contained in complete solutions of excitation problems of cylindrical surface waveguides. The total field can be divided into surface waves and a supplementary field; these field components satisfy certain orthogonality relations between each other. The amplitude of a surface wave which is excited by a dipole or any other power source can be determined without solving the entire excitation problem.

Key concepts: Excitation, Orthogonality, Surface (topology), Surface wave, Dipole, Field (mathematics), Amplitude, Excited state

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