超声速气流微波放电活化过程的数值模拟。

M. Bobrov, M. Hrebtov, A. Rebrov
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引用次数: 5

摘要

微波激发的超声速气流是航天器获得推力的常用手段。当使用碳氢化合物和氢气的混合物作为工作气体时,所提出的方法产生具有高浓度自由基的高速等离子体流,使其能够用于高效沉积金刚石薄膜。为了优化金刚石合成工艺,有必要研究各种系统参数(几何尺寸、辐射功率、压力等)的影响。本文对微波放电激活下高速气流形成过程进行了数值模拟。考虑微波加热气体的冲击电离和热解离,在连续介质近似下求解了流体力学和等离子体动力学的共轭问题。模拟是在轴对称公式中进行的。等离子体流形成区域为圆柱形腔室(半径5 cm,高7 cm)。在这个阶段,选择氢气作为工作气体。流动出口为下边界中心的一个孔,固定压力为2torr。气体以20 l/min的恒定流量沿其法线通过侧壁开口进入区域。这样的流量使腔室的平均压力维持在200托的水平。微波辐射通过位于等离子体室上方的同轴端口注入。选择谐振腔的几何尺寸是为了在气体流出区形成最大的电场强度(总沉积功率1000W)。估计了氢等离子体各组分的速度、温度和浓度分布。发现该体系的最佳特性是达到高摩尔分数的原子氢,必要的金刚石沉积。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical simulation of the activation process of supersonic gas flows by a microwave discharge.
Supersonic gas flows activated by microwave discharge are commonly used to obtain thrust for spacecraft. When using a mixture of hydrocarbons and hydrogen as a working gas, the proposed method generates high-speed plasma streams with a high concentration of radicals, allowing it to be used for efficient deposition of diamond films . To optimize diamond synthesis processes, it is necessary to study the effect of various system parameters (geometrical dimensions, radiation power, pressure and others). This abstract presents a numerical simulation of the formation of high-speed gas flow activated by a microwave discharge. The conjugate problem of hydrodynamics and plasma dynamics was solved in the continuum approximation, taking into account impact ionization and thermal dissociation, due to microwave heating of the gas. The simulations were carried out in an axisymmetric formulation. The region of plasma flow formation was a cylindrical chamber (radius 5 cm, height 7 cm). At this stage, hydrogen was chosen as the working gas. The flow outlet is a hole at the center of the lower boundary with fixed pressure of 2 torr. The gas entered the domain at a constant flow rate of 20 l/min through the openings in side wall along its normal. Such flow rate sustained the mean pressure in the chamber at the level 200 torr. Microwave radiation was injected by a coaxial port located above the plasma chamber. The geometrical dimensions of the resonant chamber were selected in order to form the maximum of the electric field intensity over the gas outflow region (total deposited power 1000W). The distributions of velocity, temperature, and concentrations of all components of the hydrogen plasma were estimated. Optimal characteristics of the system were found to reach a high mole fraction of atomic hydrogen, necessary diamond deposition.
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