Comparison of Lattice Boltzmann and Finite Volume method for flow past sphere

N. P. Manelil, K. S. Siddharth, S. Tiwari
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Abstract

Three dimensional computations have been carried out using Lattice Boltzmann Method (LBM) and Finite Volume Method (FVM) for the case of flow past a stationary sphere. The Reynolds number of the mean flow have been varied from 50 to 300 during which flow transitions from steady state to unsteady state. The LBM simulations were carried out using the open source solver Palabos developed in the University of Geneva while the FVM computations were performed using the commercial solver ANSYS Fluent 17.2. Qualitative results like streamlines and three dimensional vortex structures in the wake of the sphere, obtained from the two different techniques have been compared alongside results reported in literature. Quantitative results such as, variation of velocity in the sphere wake and length of wake bubble have also been compared. The present study also tabulates the computational time required to complete the flow simulation for the both the solvers while utilizing the same computational resource. The results from the present study highlights the advantages of LBM solver for simulation of unsteady three dimensional flow but also indicate that FVM technique has definitive benefits when it comes to steady flows.
流过球的点阵玻尔兹曼法与有限体积法之比较
本文采用格子玻尔兹曼法和有限体积法对流过静止球体的流体进行了三维计算。平均流动的雷诺数在50 ~ 300之间变化,在此期间流动由稳态过渡到非稳态。LBM仿真使用日内瓦大学开发的开源求解器Palabos进行,FVM计算使用商用求解器ANSYS Fluent 17.2进行。从两种不同的技术中获得的定性结果,如球体尾迹中的流线和三维涡结构,已经与文献报道的结果进行了比较。并对球形尾迹速度变化和尾迹气泡长度等定量结果进行了比较。本研究还列出了在使用相同计算资源的情况下,这两种求解器完成流动模拟所需的计算时间。本研究的结果突出了LBM求解器在模拟非定常三维流动时的优势,同时也表明FVM技术在模拟定常流动时具有明确的优势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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