Axisymmetric High Temperature Jet Behaviours Based on a Lattice Boltzmann Computational Method. Part I: Argon Plasma

R. Djebali, B. Pateyron, M. Ganaoui, H. Sammouda
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引用次数: 1

Abstract

This article aims to address the issue of simulating plasma-jet by using an innovative computational approach namely the Lattice Boltzmann Method (LBM) from the point of view of extending the applications to simulating flows with temperature-dependent physical parameters. The work focuses on the phenomena occurring in plasma-jet that define the link between LBM lattice and physical lattice. High temperature dependence of the plasma parameters is considered. Argon characteristics fall into this category. This gas is one of the most ones used in plasma spraying. Complex thermal plasma jet phenomena and basis of classical methods in CFD (discretisation, stability condition, modeling…), in one side, and the simple scheme of the Boltzmann equation which is particularly adopted for simulating gases flows, in the other side, give us the possibility of taking out the dynamic and thermal characteristics of this complex flow. An important section on validation of this model includes details of available reference results is presented and discussed. It focuses mainly on the validation of our results with previous numerical and experimental results based on the centerline temperature and velocity profiles, its distributions over the computational domain and eventually the effect of the computational domain size. The jet width, the Gaussian radial profiles and the effects of inlet quantities are analyzed. A real spraying configuration is also examined. The quality of the results shows a great efficiency for the lattice Boltzmann method.
基于晶格玻尔兹曼计算方法的轴对称高温射流行为。第一部分:氩等离子体
本文旨在利用一种创新的计算方法,即晶格玻尔兹曼方法(LBM),从扩展应用到模拟具有温度相关物理参数的流动的角度来解决等离子体射流的模拟问题。研究了等离子体射流中发生的现象,这些现象定义了LBM晶格与物理晶格之间的联系。考虑了等离子体参数的高温依赖性。氩的特性就属于这一类。这种气体是等离子喷涂中使用最多的气体之一。一方面是复杂的热等离子体射流现象和CFD经典方法(离散化、稳定性条件、建模等)的基础,另一方面是专门用于模拟气体流动的玻尔兹曼方程的简单格式,使我们有可能提取出这种复杂流动的动力和热特性。一个重要的部分,验证该模型包括可用的参考结果的细节提出和讨论。本文主要基于中心线温度和速度分布及其在计算域上的分布以及计算域大小的影响,将我们的结果与先前的数值和实验结果进行验证。分析了射流宽度、高斯径向分布和进气道数量的影响。还对实际的喷涂结构进行了研究。结果表明,晶格玻尔兹曼方法具有很高的效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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