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Computation of incompressible fluid flows in a single-sided cross-shaped lid-driven cavity using Lattice Boltzmann method

机译:用格子Boltzmann方法计算单面十字形盖驱动腔中不可压缩流体的流动

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This work is an application of a novel Scientfic Computational algorithm, namely, Lattice Boltzmann method (LBM), which has recently been recognized due to two prominent features of its algorithm — simplicity and ability to be parallelized. To get an overview of its application, this study implements LBM with Single Relaxation time (SRT) model to compute the steady incompressible fluid flows in a single sided cross-shaped lid-driven cavity (SSC-LDC). Being categorized as a complex planar geometry of the lid-driven cavity, the code validation for this work is performed by comparing the results of a single sided lid driven cavity (SS — LDC) with benchmarks. The streamline patterns and centerline velocity profiles compared with published results are found to be in good accordance. After establishing the reliability of the code, the mathematical code is extended to simulate the fluid flow in the single-sided cross-shaped lid-driven cavity (SSC-LDC). To demonstrate the physical sense of the flows in SSC-LDC, the development and progress of primary and secondary vortices have also been well captured with the variation of Reynolds number.
机译:这项工作是一种新颖的Scientfic计算算法的应用,即Lattice Boltzmann方法(LBM),由于其算法的两个突出特点-简单性和并行化能力,最近得到了认可。为了对其应用进行概述,本研究采用具有单弛豫时间(SRT)模型的LBM来计算单面十字形盖驱动腔(SSC-LDC)中稳定的不可压缩流体流量。被归类为盖子驱动腔的复杂平面几何形状时,这项工作的代码验证是通过将单面盖子驱动腔(SS_LDC)的结果与基准进行比较来进行的。发现流线型态和中心线速度曲线与已发表的结果相吻合。在建立了代码的可靠性之后,对数学代码进行扩展以模拟单面十字形盖驱动腔(SSC-LDC)中的流体流动。为了证明SSC-LDC中流动的物理意义,随着雷诺数的变化,也很好地捕捉了初级和次级涡旋的发展和进展。

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