Numerical investigation of unsteady flow over tandem permeable elliptic and rigid circular cylinders at Reynolds number of 150

IF 2.6 3区 工程技术 Q2 ENGINEERING, MECHANICAL
Nhi Ngoc Nguyen , Wei-Cheng Wang , Nguyen Dinh Duc , Yong Cao , Viet Dung Duong
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Abstract

This study presents a comprehensive numerical investigation of dynamic flows past a permeable elliptic cylinder and a impervious circular cylinder in tandem arrangement employing lattice Boltzmann method with block-structured topology-confined mesh refinement. Simulations are conducted in wide parameter space of spacing ratio (L/D=1.55), elliptic cylinder aspect ratio (AR=0.21), and Darcy number (1040.8) at Reynolds number of 150 (where L and D are two cylinder’s spacing and cylinder diameter, respectively). In this space, four vortex regimes are identified as overshoot (OS), reattachment (RA), quasi-coshedding (QS), and co-shedding (CS). At small-to-moderate spacing ratios, only OS and RA regimes occurs, signifying proximity effect over aspect ratio in flow instability with varying permeability; while large spacing ratios reveal all four regimes, with QS and CS appearing at small to moderate permeabilities. The shadowing effect significantly alters the impervious cylinder’s pressure distribution, especially at small spacing ratios. The time-averaged drag coefficient rises as the Darcy number increases, approaching single circular cylinder values. Drag and lift coefficient fluctuations are minimal at small-to-moderate spacing ratios but intensify in QS and CS regimes at large spacing ratios due to shadowing. The time-averaged lift coefficient is adjustable at moderate-to-large spacing ratios in RA, QS, and CS regimes, while the Strouhal number, influenced by proximity and permeability, highlights the porous elliptic cylinder’s role in alternating vortex shedding frequency.
雷诺数为150时可渗透椭圆和刚性圆柱串列非定常流场的数值研究
本文采用点阵玻尔兹曼方法,结合块结构拓扑约束网格细化,对可渗透椭圆圆柱和不渗透圆柱串联流动进行了全面的数值研究。在雷诺数为150(其中L和D分别为两个圆柱体的间距和直径)时,分别在宽参数空间(L/D=1.5−5)、椭圆圆柱体长径比(AR=0.2−1)和达西数(10−4−0.8)下进行了模拟。在这个空间中,四种涡旋状态被确定为超调(OS)、再附着(RA)、准共脱落(QS)和共脱落(CS)。在小至中等间距比下,仅出现OS和RA状态,表明随渗透率变化的流动不稳定性在长径比上存在邻近效应;而大间距比则显示了所有四种状态,其中QS和CS出现在小至中等渗透率。阴影效应显著地改变了不透水圆柱的压力分布,特别是在小间距比下。时间平均阻力系数随着达西数的增加而增加,接近单个圆柱体的值。在小到中等间距比下,阻力和升力系数波动最小,但在大间距比下,由于阴影,在QS和CS制度下,阻力和升力系数波动会加剧。在RA、QS和CS条件下,时间平均升力系数可在中大间距比下调节,而Strouhal数受邻近度和渗透率的影响,突出了多孔椭圆圆柱体在交替涡脱落频率中的作用。
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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来源期刊
International Journal of Heat and Fluid Flow
International Journal of Heat and Fluid Flow 工程技术-工程:机械
CiteScore
5.00
自引率
7.70%
发文量
131
审稿时长
33 days
期刊介绍: The International Journal of Heat and Fluid Flow welcomes high-quality original contributions on experimental, computational, and physical aspects of convective heat transfer and fluid dynamics relevant to engineering or the environment, including multiphase and microscale flows. Papers reporting the application of these disciplines to design and development, with emphasis on new technological fields, are also welcomed. Some of these new fields include microscale electronic and mechanical systems; medical and biological systems; and thermal and flow control in both the internal and external environment.
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