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Applicability of the model of particles drift for the study of the disperse phase transfer in a gas flow

机译:粒子模型的适用性漂移对气流分散相转移的研究

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Two different approaches are currently available for the analysis of the behavior of the solid particles in flows. These are termed Eulerian and Langrangian. In the Lagrangian method on the trajectories of the individual size fractions are evaluated by solving time dependent ordinary differential equations. In the Eulerian approach, partial differential equations for the conservation of mass and momentum are written for each of the particles fractions, which are solved together with the equation of the liquid flow. The particles drift model is based on the algebraic slip velocity approach. In this approach the relative velocities between particles and liquid are evaluated by consideration of the forces acting on the particles. The analysis of results enable to conclude that if Kn_p < 1, Re < 1 using model of particles drift gives the error that is not exceeding 1%.
机译:目前可用于分析流动中固体颗粒的行为的两种不同的方法。这些被称为Eulerian和Langrangian。在拉格朗日方法中,通过求解时间依赖性常微分方程来评估各个尺寸分数的轨迹。在欧拉方法中,为每个颗粒馏分写入保护质量和动量的部分微分方程,其与液体流动的等式一起求解。粒子漂移模型基于代数滑移速度方法。在这种方法中,通过考虑作用在颗粒上的力来评估颗粒和液体之间的相对速度。结果的分析使得能够得出结论,如果KN_P <1,则使用粒子漂移模型的RE <1给出不超过1%的误差。

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