Scientific Library of Tomsk State University

   E-catalog        

Image from Google Jackets
Normal view MARC view

Why do electrons with "anomalous energies" appear in high-pressure gas discharges? A. V. Kozyrev, V. Y. Kozhevnikov, N. S. Semeniuk

By: Kozyrev, Andrey VContributor(s): Kozhevnikov, Vasily Yu | Semeniuk, Natalia SMaterial type: ArticleArticleSubject(s): газовые разряды высокого давления | электроны с аномальными энергиямиGenre/Form: статьи в журналах Online resources: Click here to access online In: EPJ Web of Conferences Vol. 167. P. 01005 (1-6)Abstract: Experimental studies connected with runaway electron beams generation convincingly shows the existence of electrons with energies above the maximum voltage applied to the discharge gap. Such electrons are also known as electrons with “anomalous energies”. We explain the presence of runaway electrons having so-called “anomalous energies” according to physical kinetics principles, namely, we describe the total ensemble of electrons with the distribution function. Its evolution obeys Boltzmann kinetic equation. The dynamics of self-consistent electromagnetic field is taken into the account by adding complete Maxwell’s equation set to the resulting system of equations. The electrodynamic mechanism of the interaction of electrons with a travelling-wave electric field is analyzed in details. It is responsible for the appearance of electrons with high energies in real discharges.
Tags from this library: No tags from this library for this title. Log in to add tags.
No physical items for this record

Библиогр.: 16 назв.

Experimental studies connected with runaway electron beams generation convincingly shows the existence of electrons with energies above the maximum voltage applied to the discharge gap. Such electrons are also known as electrons with “anomalous energies”. We explain the presence of runaway electrons having so-called “anomalous energies” according to physical kinetics principles, namely, we describe the total ensemble of electrons with the distribution function. Its evolution obeys Boltzmann kinetic equation. The dynamics of self-consistent electromagnetic field is taken into the account by adding complete Maxwell’s equation set to the resulting system of equations. The electrodynamic mechanism of the interaction of electrons with a travelling-wave electric field is analyzed in details. It is responsible for the appearance of electrons with high energies in real discharges.

There are no comments on this title.

to post a comment.