相对论电子束在等离子体中的能量沉积
Energy deposition of relativistic electron beam in plasmas
-
摘要: 用3维粒子模拟程序LARED-P研究了束-等离子体不稳定性, 不稳定性激发的强电磁场使电子束在非常短的距离内沉积能量。对于10 MeV的单能电子束,束电子数目占总电子数目5%的情况下,最终约损失14%的束能量。推导了等离子体的色散关系,得出了增长率。
-
关键词:
- 集体相互作用 /
- Weibel不稳定性 /
- 能量沉积 /
- 粒子模拟
Abstract: Weibel instability is studied by three dimensional particle in cell simulation code LARED-P. The generated magnetic field and currents by Weibel instability present filamentary structure. When the Weibel instability reaches the saturation stage, the current filaments begin to interact with each other. The relativistic electron beam deposits part of its energy into the plasmas through instabilities. For 10 MeV electrons, when the beam electron density concentrates 5% of the total electron density, 14% energy of beam can be deposited at last. The dispersion relation in this case also deduced, the growth rate is obtained in some simple cases.
点击查看大图
计量
- 文章访问数: 1876
- HTML全文浏览量: 220
- PDF下载量: 534
- 被引次数: 0