DocumentCode
3098727
Title
Analysis of gyrotron coaxial cavities with corrugated inner conductor based on the method of moments
Author
Raguin, J.Y. ; Schunemann, K.
Author_Institution
Arbeitsbereich Hochfrequenztech., Tech. Univ. Hamburg-Harburg, Germany
fYear
1999
fDate
36373
Firstpage
403
Lastpage
406
Abstract
To reduce the influence of possible competing modes, coaxial cavities with longitudinal corrugations on the inner conductor have been proposed as electrodynamic structures for the design of high-power high-frequency CW gyrotron oscillators. The technique proposed here to investigate such cavities, based on the Method of Moments, allows a rigorous analysis of the effect of the geometrical parameters of the corrugations on the eigenfrequency spectrum. The study of the variation of the transverse eigenvalues with the coaxial parameter C, defined as the ratio of the outer radius to the inner radius of the cavity, is more particularly emphasized. The results obtained with this method are compared with the surface-impedance model and checked against simulations carried out with the finite integration technique code MAFIA
Keywords
cavity resonators; circular waveguides; coaxial waveguides; eigenvalues and eigenfunctions; gyrotrons; method of moments; periodic structures; waveguide theory; CW gyrotron oscillators; corrugated inner conductor; eigenfrequency spectrum; electrodynamic structures; geometrical parameters; gyrotron coaxial cavities; high-frequency gyrotron oscillators; high-power gyrotron oscillators; longitudinal corrugations; method of moments; transverse eigenvalues; Coaxial components; Conductors; Corrugated surfaces; Electromagnetic waveguides; Gyrotrons; Heating; Magnetic confinement; Moment methods; Oscillators; Plasma confinement;
fLanguage
English
Publisher
ieee
Conference_Titel
Electronics and Radiophysics of Ultra-High Frequencies, 1999. International University Conference Proceedings
Conference_Location
St Petersburg
Print_ISBN
5-7422-0083-8
Type
conf
DOI
10.1109/UHF.1999.787972
Filename
787972
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