回旋脉泽不稳定性作为空间电荷波的共振极限

Y. Lau, M. Baird, L. Barnett, K. Chu, V. Granatstein
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引用次数: 0

摘要

代替相空间的处理,我们在这篇文章中提出了一个宏观的,流体状的,在一个简单的几何构型中描述回旋脉泽的不稳定性。该方法沿用了传统微波器件中常用的方法。通过考虑相对论束上的空间电荷与周围电磁结构之间的同步相互作用,恢复了回旋脉泽不稳定的通常色散关系。描述了电荷聚集过程。这种分析也适用于非同步交互。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cyclotron Maser Instability as a Resonant Limit of a Space Charge Wave
In place of a treatment in phase space, we present in this paper a macroscopic, fluid-like, description of cyclotron maser instabilities in a simple geometrical configuration. The approach follows that commonly used in conventional microwave devices. The usual dispersion relationship for cyclotron maser instability is recovered by considering the synchronous interaction between the space charges on the relativistic beam with the surrounding electromagnetic structure. The charge bunching processes are described. This analysis is also valid for nonsynchronous interactions.
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