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Bifurcation Characteristics of Flows in Rectangular Sudden Expansion Channels

机译:矩形突扩通道水流的分叉特性

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The effect of three dimensionality on low Reynolds number flows past a symmetric sudden expansion in a channel was investigated. The geometric expansion ratio in the current study was 2:1 and the aspect ratio was 6:1. Both experimental velocity measurements and two- and three-dimensional simulations for the flow along the centerplane of the rectangular duct are presented for Reynolds numbers in the range of 150 to 600. Comparison of the two-dimensional simulations with the experiments revealed that the simulations failed to capture completely the total expansion effect on the flow, which is influenced by both geometric and hydrodynamic effects. To properly do so requires the definition of an effective expansion ratio, which is the ratio of the downstream and upstream hydraulic diameters and is therefore a function of both the expansion and aspect ratios. When two-dimensional simulations were performed using the effective expansion ratio, the new results agreed well with the three-dimensional simulations and the experiments. Furthermore, in the range of Reynolds numbers investigated, the laminar flow through the expansion underwent a symmetry-breaking bifurcation. The critical Reynolds number evaluated from the experiments and the simulations were compared to other values reported in the literature. Overall, side-wall proximity was found to enhance flow stability, thus sustaining laminar flow symmetry to higher Reynolds numbers. Last, and most important, when the logarithm of the critical Reynolds number was plotted against the reciprocal of the effective expansion ratio, a linear trend emerged that uniquely captured the bifurcation dynamics of all symmetric double-sided planar expansions.
机译:研究了三维度对低雷诺数流过通道中对称突然膨胀的影响。当前研究中的几何膨胀比为2:1,长宽比为6:1。针对雷诺数在150到600之间的范围,针对沿矩形管道中心平面的流动进行了实验速度测量和二维和三维模拟。二维模拟与实验的比较表明,模拟失败完全捕获对流的总膨胀效应,这受几何效应和流体动力学效应的共同影响。为此,需要定义有效的膨胀比,即下游和上游水力直径的比,因此是膨胀比和纵横比的函数。当使用有效膨胀比进行二维模拟时,新结果与三维模拟和实验非常吻合。此外,在研究的雷诺数范围内,通过膨胀的层流经历了对称破坏分叉。通过实验和模拟评估的临界雷诺数与文献中报道的其他值进行了比较。总体而言,发现侧壁邻近可增强流动稳定性,从而将层流对称性维持到较高的雷诺数。最后也是最重要的一点是,当将临界雷诺数的对数相对于有效膨胀比的倒数作图时,出现了一个线性趋势,该趋势唯一地捕获了所有对称双面平面膨胀的分叉动力学。

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