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Self-Consistent Analysis of a Helium Plasma in a Cylindrical Hollow Cathode

机译:圆柱空心阴极中氦等离子体的自洽分析

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The helium plasma in a cylindrical, axially symmetric direct current hollow cathode discharge is theoretically investigated. A self-consistent hybrid method is used to describe the radial behaviour of the plasma components and the electric field around the axial centre of the discharge. The hybrid method includes the solution of an equation system consisting of Poisson’s equation and fluid equations for electrons, ions and excited helium atoms. Using the electric field and excited atom densities obtained in this system, the space-dependent transport and collision rate coefficients of the electrons are obtained by a kinetic treatment of the electrons. This treatment is based on a powerful multi-term method for solving the inhomogeneous Boltzmann equation in cylindrical coordinates. The theoretical results obtained for a discharge current of some mA and a pressure of few Torr are compared with available experimental ones.
机译:理论上研究了圆柱形,轴向对称的直流空心阴极放电中的氦等离子体。自洽混合方法用于描述等离子体成分的径向行为以及放电轴向中心周围的电场。混合方法包括方程组的解,该方程组由电子,离子和激发的氦原子的泊松方程和流体方程组成。利用在该系统中获得的电场和激发的原子密度,通过对电子进行动力学处理,可以获得电子的空间依赖性传输和碰撞速率系数。该处理基于强大的多项式方法,用于求解圆柱坐标系中的非均匀Boltzmann方程。将一些毫安的放电电流和几个托的压力下获得的理论结果与可用的实验结果进行了比较。

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