不同方向球颗粒排列的数值模拟

A. Jamil, E. Uddin, A. Zaidi, Zaib Ali, J. Aslam, S. O. Gilani
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摘要

了解非球形粒子之间的相对运动在许多工程和自然应用中是至关重要的。流动分析和后来的物理解释可用于工业设备的设计和改造。本文采用计算流体力学方法对两个串联椭球体的二维定常流体流动进行了数值求解。模拟中变化的参数是雷诺数(Re)、轴比(e)、颗粒间距离(S)、粒径比(d2/d1)和颗粒取向(α)对串联球形颗粒流动和阻力的综合影响。为了保证结果的可靠性,在进行实际仿真之前进行了域和网格独立性研究。此外,模拟结果也与现有文献的结果进行了基准测试,并观察到良好的一致性。仿真结果表明,阻力随尺寸比的增大而增大。当轴比e = 0.5和颗粒间距离较大时,扁圆颗粒的阻力最大。对于拖尾的长形粒子,较小的粒子间距离会产生吸力或负阻力。此外,随着粒径比d2/d1从0.5增加到0.75,颗粒间距离S = 2较小的长颗粒的负阻力增加,并对集体阻力(Cd1+Cd2)产生负影响。在Re = 50时,尾随粒子的阻力Cd2与取向角无关。当Re = 100 & 150时,先导粒子取向的影响是重要的。在论文的最后,用粒子间尾迹和流体结构解释了影响阻力参数背后的物理原理。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Simulation of Inline Arrangement of Spheroid Particles in Different Orientations
The understanding of relative motion between particles of non-spherical shapes is of critical importance in many engineering and natural applications. The flow analysis and later explanation of physics can be used for designing and modification of industrial equipment. In this study, computational fluid dynamics is used to numerically solve two-dimensional steady fluid flow for two tandem spheroid particles. The parameters which are varied in simulations are combined effect of Reynolds number (Re), axis ratio (e), inter particle distance (S), size ratio (d2/d1) and particle orientation (α) on the flow and drag force for tandem spheroid particles. For reliability of results, domain and grid independence studies are done before performing the actual simulations. Furthermore, simulations results are also benchmarked with the available literature results and good agreement is observed. It is observed in simulations that the drag increases with the increase in size ratio. Drag force is maximum for oblate particles for an axis ratio e = 0.5 and larger inter-particle distance. For trailing prolate particles, the small inter-particle distance induces suction or negative drag. Furthermore, the negative drag on prolate particles at smaller inter-particle distance S = 2 increase with the increase in size ratio d2/d1 from 0.5 to 0.75 and negatively affects the collective drag (Cd1+Cd2). At Re = 50, the trailing particle drag Cd2 is independent with the orientation angle. The effect of orientation of leading particles is important for Re = 100 & 150. At the end of paper, the physics behind the affecting parameters on drag force is explained using inter-particle wakes and fluid structures.
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