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常压下超音速等离子体射流的数值模拟 被引量:1

NUMERICAL SIMULATION OF SUPERSONIC PLASMA JET UNDER NORMAL PRESSURE
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摘要 数值模拟研究了在二维轴对称情形下,超音速等离子体射流喷射于常压环境中的湍流流动,其中考虑了等离子体物性随温度的大幅度变化,还考虑了粘性耗散。等离子体射流的数学模型采用了Navier-Stockes方程,对湍流的模拟采用了ek-方程。计算方法以SIMPLER方法为基础,引入密度修正,得到适用于可压缩流体的p方程和p方程。p方程用来更新现有压力场和密度场,p方程用来修正速度场以保证质量守恒。 In this paper, two-dimensional (axial symmetry) supersonic plasma jets are studied by numerical simulation. The work is for the case of turbulent flow on the hypothesis of LTE (Local Thermodynamic Equilibrium), and temperature-dependent plasma properties and viscous dissipation are involved. The Naveir-Stocks equation is adopted as governing equation of plasma jets and ek-equation for turbulent. The simulation method is based on SIMPLER algorithm. By incorporating density correction into the continuity equation, two new pressure correction, P equation and Pequations are obtained for compressible flow. P equation is used to update the existing pressure and density fields, and the P equation is used to correct the velocity field to ensure continuity of mass. These results are expected to be useful in further study of supersonic plasma jet under normal pressure.
出处 《工程力学》 EI CSCD 北大核心 2003年第5期139-143,共5页 Engineering Mechanics
基金 北京市自然科学基金
关键词 等离子体射流 超音速流动 数值计算 常压 plasma jet supersonic numerical simulation normal pressure
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参考文献5

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同被引文献15

  • 1安连彤,高阳.阳极弧根位置对热喷涂等离子喷枪特性的影响[J].焊接学报,2005,26(6):31-34. 被引量:8
  • 2周律,李京龙,杨思乾,陈善本.拉长电弧的等离子喷枪设计与弧压测试[J].上海交通大学学报,2005,39(11):1751-1754. 被引量:2
  • 3安连彤,高阳.双阳极等离子喷枪电弧特性与热效率分析[J].真空科学与技术学报,2007,27(2):109-112. 被引量:6
  • 4Subrata Pal, Subhrajit Dey. Numerical Simulation of a Dual- Source Supersonic Plasma Jet Expansion Process:Continuum Approach[J] .APPLIED PHYSICS,2007,40:3128- 3136.
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  • 6Jenista J, Takana H, Nishiyama H. Integrated Pammelric Study of a Hybrid-Stabilized Argon Water Arc under Subson- ic,Transonic and Supersonic Plasma Flow Regimes[J] .AP- PLIED PHYSICS, 2011,44:1 - 20.
  • 7Pfender E,Fincke J, Spores R. Entraiument of Cold Gas into Thermal Plasma Jet[J] .Plasma Chmislry and Plasma Process- ing, 1991,11(4) :529 - 543.
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  • 9Selezneva S E, Boulosl M I, Van De Sanden M C M,et al. Stationary Supersonic Plasma Expansion: Continuum Fluid Mechanics Versus Direct Simulation Monte Carlo Method[ J]. Appl Phys,2002,35:1362" 1372.
  • 10Peng Hart, Xi Chen. Modeling of the Subsonic-Supersonic Flow and Heat Transfer in a DC Arc Plasma Torch[J]. Plas- ma Chmistry and Plasma Processing,2001,21(2) :249 - 2(34.

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