Cherenkov Interaction of a Hollow Relativistic Electron Beam with RF Fields of a Disc-Loaded Rod Antenna in a Circular Waveguide; 13 International symposium on high current electronics

Cherenkov Interaction of a Hollow Relativistic Electron Beam with RF Fields of a Disc-Loaded Rod Antenna in a Circular Waveguide; 13 International symposium on high current electronics

Opis bibliograficzny
Parent link:	13 International symposium on high current electronics.— 2004.— [P. 281-283]
1. autor:	Shlapakovski A. S.
Streszczenie:	Title from the title-page. The instability of an electron beam propagating within the slow-wave supporting structure comprising an inner disc-loaded conducting rod and an outer circular waveguide is considered. The linear theory is developed in the one-wave approximation, i.e., not taking the space harmonics into account. The complex solutions of the derived dispersion relation are investigated numerically for the fundamental mode of the system, the quasi-TEM mode. The results are compared with the case of an inner dielectric rod, for which the fundamental mode is the nonaxisymmetric HE11 mode. The possibility of using the disc-loaded rod antenna in a hybrid antenna-amplifier device is discussed. For the disc-loaded conducting rod, spatial growth rates are higher due to stronger beam-wave coupling at given beam-rod distances, and amplification bands are wider due to weaker dispersion of the quasi-TEM mode; however, for the dielectric rod, the issues of the microwave drive signal input are significantly easier. Режим доступа: из корпоративной сети ТПУ Text files
Język:	angielski
Wydane:	2004
Seria:	High power microwaves
Hasła przedmiotowe:	сильноточная электроника круглые волноводы антенны релятивистские электронные пучки черенковское взаимодействие нагруженные стержни электромагнитные поля труды учёных ТПУ электронный ресурс
Dostęp online:	http://www.lib.tpu.ru/fulltext2/c/2004/C13/014.pdf
Format:	Elektroniczne Rozdział
KOHA link:	https://koha.lib.tpu.ru/cgi-bin/koha/opac-detail.pl?biblionumber=231721

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