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A Lagrangian stochastic model for the dispersion and deposition of Brownian particles in the presence of a temperature gradient

机译:拉格朗日随机模型,用于在温度梯度存在下布朗粒子的分散和沉积

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摘要

A Lagrangian stochastic model has been formulated to simulate the dispersion of Brownian (submicron-sized) particles in turbulent flows and their deposition onto adjacent flow boundaries.The model is applied to the prediction of Brownian-particle dispersion and deposition under non-isothermal conditions.Thermophoresis is shown to arise naturally from the modelling approach which is based upon a natural extension of Thomson's (1987,Journal of Fluid Mechanics,180,529-556) well-mixed condition.In accordance with results present in the literature,it is found that thermophoresis has a significant impact upon model predictions for the deposition of Brownian particles from fully developed turbulence onto hydraulically smooth surfaces.
机译:建立了拉格朗日随机模型来模拟布朗(亚微米级)颗粒在湍流中的分散及其在相邻流边界上的沉积,该模型用于预测非等温条件下布朗颗粒的分散和沉积。显示出热泳是自然产生的,其建模方法是基于Thomson(1987,流体力学杂志,180,529-556)充分混合条件的自然扩展。根据文献中的结果,发现热泳对于从完全发展的湍流到水力光滑表面上沉积布朗粒子的模型预测具有重大影响。

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