Instabilities of Relativistic Electron Beam in Plasma

Instabilities of Relativistic Electron Beam in Plasma
Author: Valery B. Krasovitskii
Publisher: Nova Publishers
Total Pages: 234
Release: 2008
Genre: Science
ISBN: 9781600215155

Download Instabilities of Relativistic Electron Beam in Plasma Book in PDF, Epub and Kindle

This book is devoted to the non-linear theory of the collective interaction between a modulated beam of relativistic charged particles and narrow electromagnetic and Langmuir wave packets in plasma or gas slow-wave systems. Regular oscillations excited by a relativistic beam under the conditions of Cherenkov resonance and the anomalous Doppler effect can be used to generate coherent microwave radiation and accelerate charged particles in plasma.

Interactions Between Electron Beams and Fully Ionized Plasmas

Interactions Between Electron Beams and Fully Ionized Plasmas
Author: Stanley D. Cox
Publisher:
Total Pages: 0
Release: 1963
Genre: Electron beams
ISBN:

Download Interactions Between Electron Beams and Fully Ionized Plasmas Book in PDF, Epub and Kindle

Interaction between an electron beam and a fully ionized plasma has been studied with a view towards its application in a structure-less traveling wave tube. Three basic approaches, of varying degree of rigor, to the problem have been pursued and analytical solutions for the circularly symmetric case obtained. Comparisons between the methods of analysis are made. (Author).

Intense Relativistic Electron Beam Interaction with a Cool Theta Pinch Plasma

Intense Relativistic Electron Beam Interaction with a Cool Theta Pinch Plasma
Author: D. A. Hammer
Publisher:
Total Pages: 115
Release: 1977
Genre:
ISBN:

Download Intense Relativistic Electron Beam Interaction with a Cool Theta Pinch Plasma Book in PDF, Epub and Kindle

Experimental results are presented for the heating of a 4 m long plasma confined by a uniform magnetic field of 4-5 kG by an intense relativistic electron beam. The initial plasma density ranged from approximately 5 x 10 to the 13th power cu cm to approximately 3 x 10 to the 15th power cu cm, the lower density cases being partially ionized and the higher density cases highly ionized. In all cases, the energy coupled from the beam to the plasma is greater than can be explained by binary collisions between beam electrons and the plasma particles. Over most of the density range tested, 5 x 10 to the 13th power cu cm to 1.5 x 10 to the 15th power cu cm the plasma heating cannot be explained by classical processes. These results are found to be explained quantitatively by the use of a full nonlinear treatment of the electron-electron two stream instability in the kinetic regime. A review of beam plasma interaction theory and previous experiments is presented to facilitate comparison with the present results.

The Relativistic Electron Beam Plasma Heating Experiment

The Relativistic Electron Beam Plasma Heating Experiment
Author: Michael D. Montgomery
Publisher:
Total Pages: 14
Release: 1980
Genre: Plasma density
ISBN:

Download The Relativistic Electron Beam Plasma Heating Experiment Book in PDF, Epub and Kindle

An intense (5 x 105 Amp/cm2), relativistic (5 MeV), electron beam will be used to investigate the heating of small volumes (~5 to 10 cm3) of dense plasma (1017-- 1018 electrons/cm3) to kilovolt temperatures via the electrostatic two-stream instability.

Interactions of Relativistic Electron Beams with High-Atomic-Number Plasmas

Interactions of Relativistic Electron Beams with High-Atomic-Number Plasmas
Author: David Mosher
Publisher:
Total Pages: 49
Release: 1974
Genre:
ISBN:

Download Interactions of Relativistic Electron Beams with High-Atomic-Number Plasmas Book in PDF, Epub and Kindle

A relativistically-correct Fokker-Planck analysis is used to develop fluid equations which model the interaction of relativistic electron beams with high atomic-number plasmas. The derived collision terms can be used to describe scattering and energy in materials ranging from the solid to high-temperature plasma forms. The full set of equations discussed can be used to study electron-beam-initiated pellet-fusion in a completely self-consistent fashion. Specifically, the model is applicable to study of beam pinching in plasma-filled diodes, the interaction of focussed beams with target plasmas, and the transport of high nu/gamma beams in high atomic-number plasmas. Although the general equations are amenable to solution only by computational techniques, analytic solutions describing the time-dependent, collisional interaction of a beam in an infinite plasma, and the one-dimensional equilibrium of a beam in a plasma with applied electric field have been obtained.