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TREATMENT OF THERMOPHORETIC DEPOSITION IN TUBE FLOW FOR MATERIALS PROCESSING APPLICATIONS

机译:材料加工应用中管流热解沉积的处理

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摘要

Material processing techniques based on vapor or particle transport involve a number of interrelated hydrodynamic and thermal effects. For cases with large temperature gradients or small (nano) particles, thermal gradients can induce motion referred to as thermophoresis. Thermophoresis directly impacts material quality and production rates for chemical vapor deposition (CVD) and related processes. A simple yet useful geometry for the study of thermophoretic deposition is axial tube flow. This geometry is particularly useful as it closely represents one process used to produce fiber optic preforms. While considerable research has been conducted on thermophoretic deposition, a global description and understanding of the phenomena is still difficult. This paper will first review the analytical study of thermophoretic deposition. Starting with the simple Graetz problem the development of more complex solutions to the governing Navier-Stokes equations will be detailed from the literature. Next, the creation of a coupled, two code Eulerian approach to solve this problem will be presented. Finally, the results of numerical case studies performed by the author will be discussed. These results will be used to compare and contrast the influence of different factors.
机译:基于蒸汽或颗粒传输的材料加工技术涉及许多相互关联的流体动力学和热效应。对于温度梯度较大或(纳米)颗粒较小的情况,热梯度会引起运动,称为热泳。热泳直接影响化学气相沉积(CVD)和相关工艺的材料质量和生产率。研究热泳沉积的一个简单而有用的几何形状是轴向管流。这种几何形状特别有用,因为它紧密地代表了一种用于生产光纤预制棒的工艺。尽管已对热泳沉积进行了大量研究,但对这种现象的全局描述和理解仍然很困难。本文将首先回顾热泳沉积的分析研究。从简单的Graetz问题开始,将从文献中详细介绍控制Navier-Stokes方程的更复杂解的开发。接下来,将介绍创建两个代码的耦合欧拉方法来解决此问题。最后,将讨论作者进行的数字案例研究的结果。这些结果将用于比较和对比不同因素的影响。

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