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Description of turbulent reacting dispersed flow by multi-point PDF-Method

机译:通过多点PDF法的湍流反应分散流的描述

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This paper deals with the description of turbulent reacting dispersed flow by the multi-point pdf method. A n-point joint probability density function (pdf) is introduced. Its transport equation for evolution of the pdf is derived from the governing equations. It is impossible to solve the equation with the conventional finite difference methods because of its high dimensionality. A combined Monte-Carlo method for the solution of this kind of transport equation is developed. No turbulence modelling is needed for the effects of convection, reaction and interaction between both phases in the pdf transport equation. Therefore the gradient-diffusion assumptions for both phases from the conventional moment method can be avoided. The dissipation and pressure fluctuation is modeled by the particle interaction models. The simulation results show that this method can supply a more detailed explanation of the turbulent structure of reacting dispersed flow.
机译:本文涉及多点PDF方法对湍流反应分散流的描述。 介绍了N点关节概率密度函数(PDF)。 其用于PDF的演化的传输方程衍生自控制方程。 由于其高维度,因此不可能以传统的有限差分方式解决方程。 开发了一种用于解决这种传输方程的组合的Monte-Carlo方法。 对于PDF传输方程中的两个相之间的对流,反应和相互作用,不需要湍流建模。 因此,可以避免来自传统时刻方法的两个阶段的梯度 - 扩散假设。 耗散和压力波动由颗粒相互作用模型建模。 仿真结果表明,该方法可以提供对反应分散流动的湍流结构的更详细说明。

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