Yoon Peter H, Rhee Tongnyeol, Ryu Chang-Mo
Institute for Physical Science and Technology, University of Maryland, College Park, Maryland 20742, USA.
Phys Rev Lett. 2005 Nov 18;95(21):215003. doi: 10.1103/PhysRevLett.95.215003. Epub 2005 Nov 16.
It has been known since the early days of plasma physics research that superthermal electrons are generated during beam-plasma laboratory experiments. Superthermal electrons (the kappa distribution) are also ubiquitously observed in space. To explain such a feature, various particle acceleration mechanisms have been proposed. However, self-consistent acceleration of electrons in the context of plasma kinetic theory has not been demonstrated to date. This Letter reports such a demonstration. It is shown that the collisionality, defined via the "plasma parameter" g=1/n(lambda(D)(3), plays a pivotal role. It is found that a small but moderately finite value of is necessary for the superthermal tail to be generated, implying that purely collisionless (g=0) Vlasov theory cannot produce a superthermal population.
自等离子体物理研究早期以来,人们就知道在束流 - 等离子体实验室实验中会产生超热电子。超热电子(κ分布)在太空中也普遍存在。为了解释这种特征,人们提出了各种粒子加速机制。然而,迄今为止,在等离子体动力学理论的背景下,电子的自洽加速尚未得到证明。本信函报道了这样一种证明。结果表明,通过“等离子体参数”g = 1 / nλ(D)³定义的碰撞率起着关键作用。研究发现,要产生超热尾,需要一个小但适度有限的g值,这意味着纯无碰撞(g = 0)的弗拉索夫理论无法产生超热粒子群。