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Theoretical model of particle orientation distribution function in a cylindrical particle suspension subject to turbulent shear flow

机译:湍流剪切作用下圆柱状颗粒悬浮液中颗粒取向分布函数的理论模型

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摘要

The equation for the orientation probability function of slender cylindrical particles suspended in planar turbulent flows was investigated. After ensemble averaging, the equations for the mean and fluctuating probability function were derived. The equation for the fluctuating probability function appearing in the equation of mean probability function was solved by using the method of characteristics analysis. The orientational dispersion terms due to the random motion of cylindrical particles in the equation of mean probability function are related to the mean probability function and the Lagrangian fluid velocity correlations. The evolution of the mean probability function was described by a modified orientation-space-convection equation, where the dispersion terms account for the randomizing effect of the turbulence.
机译:研究了悬浮在平面湍流中的细长圆柱颗粒的定向概率函数方程。集合平均后,得出均值和波动概率函数的方程。利用特征分析的方法,求解了出现在均值函数方程中的波动概率函数方程。在平均概率函数方程中,由于圆柱粒子的随机运动而导致的定向色散项与平均概率函数和拉格朗日流体速度相关。平均概率函数的演化是通过修正的方向空间对流方程描述的,其中色散项说明了湍流的随机化作用。

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