Published 1985 | Version v1
Book

Spiral structure in magnetically-confined electron sheet beams

  • 1. Los Alamos National Labs., NM

Description

One of the outstanding features in the propagation of thin electron beams along an axial magnetic field is the transformation of the beam into discrete vortex-like current bundles whenever a threshold determined by either the beam current or distance of propagation is surpassed. The morphological changes observed in thin sheet beams, in which the beam ends are free to move, are particularly interesting. Initially, a sheet beam rotates some 30 - 400 about axis as a rigid body. However, because of the Alfven-Kyhl charge concentration-ripple instability, increasing the current further results in the formation of vortices along the length of the sheet, rather than rigid body rotation (figure). Another threshold is reached in current in which the central vortices suddenly rotate two or three times about each other, producing a spiral structure. This action is accompanied by the unraveling of vortices nearer the ends woth a concomittant release of magnetic field energy in the form of electromagnetic radiation

Additional details

Publishing Information

Publisher
IEEE Service Center.
Imprint Place
Piscataway, NJ (USA)
Imprint Title
Conference record of the 1985 IEEE international conference on plasma science
Journal Page Range
p. 46.

Conference

Title
Conference on plasma sciences.
Dates
3-5 Jun 1985.
Place
Pittsburgh, PA (USA).

INIS

Country of Publication
United States
Country of Input or Organization
United States
INIS RN
18014110
Subject category
S43: PARTICLE ACCELERATORS; S74: ATOMIC AND MOLECULAR PHYSICS;
Resource subtype / Literary indicator
Conference
Descriptors DEI
BEAM CURRENTS; BEAM DYNAMICS; BEAM TRANSPORT; ELECTROMAGNETIC RADIATION; ELECTRON BEAMS; LASL; MAGNETIC FIELDS; SPACE CHARGE; VORTICES
Descriptors DEC
BEAMS; CURRENTS; DYNAMICS; LANL; LEPTON BEAMS; MECHANICS; NATIONAL ORGANIZATIONS; PARTICLE BEAMS; RADIATIONS; US AEC; US DOE; US ERDA; US ORGANIZATIONS