A system of nonlinear equations derived in a previous paper which describes the evolution of the beam-plasma instability in strong diesipative plasmas is solved numerically. It is shown that there are three characteristic solutions of the system of equations: the resonant dissipative instability, th
Nonlinear Theory of the Instability of a Modulated Electron Beam of Low Density in a Plasma IV. Excitation of Nonresonant Waves
β Scribed by K. J. G. Kruscha; A. N. Kondratenko
- Publisher
- John Wiley and Sons
- Year
- 1983
- Tongue
- English
- Weight
- 588 KB
- Volume
- 23
- Category
- Article
- ISSN
- 0005-8025
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β¦ Synopsis
A system of nonlinear equations derived in a previous paper which describes the erolution of nonresonant waves in beam-plasma systems is solved numerically. It is given a physical interpretation of essential features of the nonresonant beom-plasma instability. The significant influence of higher harmonics on the evolution of a n electron beam in the plssma which is modulated on L nonresonant unstable frequency, is investigated. The interaction of unstable nonresonant and resonant waves in beam-plasma systems is examined. It is shown that the evolution of resonant waves can be essentially influenced by an initial modulation of the beam on an unstable nonresonant frequency. The role of a n initial velocity modulation of the beam for t h r influence of the wave spectrum is demonstrated.
π SIMILAR VOLUMES
Sekt. Physik/Ekkhnlk der UnlrenltAt Gnlfiw8ld. DDR, Greifmald (a); Chrkov State Unlvernlty. UBBR, Chukov (h)