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On the simulation of the flow around a circular cylinder at Re = 140, 000

机译:关于Re = 140,000时圆柱体绕流的模拟

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The flow around a circular cylinder at Reynolds number of 1.4 x 10(5) is examined with Reynolds-Averaged Navier-Stokes equations (RANS) and Scale-Resolving Simulation (SRS) methods. Such problem is in the upper limit of the flow regime where turbulent transition occurs in the free shear-layers and so the flow dynamics is dominated by the spatial development of vortex-shedding structure, and in particular by the Kelvin-Helmholtz rollers and turbulence onset. The objectives of this investigation are threefold: (i) determine the aptitude of distinct BANS and SRS models to simulate the correct flow regime; (ii) compare the predictions of selected methods with available experimental measurements; and (iii) examine key modelling and flow features that contribute to the observed results. The evaluated models range from BANS supplemented with linear, transition, and non-linear turbulent viscosity closures, to hybrid and bridging SRS methods. Bridging computations are conducted at various constant degrees of physical resolution (range of resolved scales). The results illustrate the complexity of predicting the present flow problem. It is shown that BANS and SRS formulations modelling turbulence in boundary-layers with the selected linear turbulent viscosity closures lead to a premature onset of turbulence which alters the flow regime of the simulations. Although the transition and non-linear BANS closures can predict the correct flow regime, the outcome of this study indicates that solely the bridging model at constant physical resolution is able to achieve an accurate and physics-based prediction of the flow dynamics. Nonetheless, the necessary degree of physical resolution makes the numerical requisites of such computations demanding.
机译:使用雷诺平均Navier-Stokes方程(RANS)和水垢解析模拟(SRS)方法检查了雷诺数为1.4 x 10(5)的圆柱体周围的流动。这样的问题是在自由剪切层中发生湍流过渡的流动状态的上限,因此,流动动力学主要由涡流脱落结构的空间发展决定,特别是由开尔文-亥姆霍兹滚子和湍流开始。这项研究的目的有三方面:(i)确定不同的BANS和SRS模型以模拟正确的流动状态的能力; (ii)将所选方法的预测与可用的实验测量结果进行比较; (iii)检查有助于观察结果的关键建模和流程特征。评估模型的范围从补充线性,过渡和非线性湍流粘度封闭的BANS到混合和桥接SRS方法。桥接计算是在各种恒定的物理分辨率(解析度的范围)下进行的。结果说明了预测当前流量问题的复杂性。结果表明,BANS和SRS公式在边界层中用选定的线性湍流粘度封闭物对湍流进行建模,导致湍流过早发作,从而改变了模拟的流动状态。尽管过渡和非线性BANS闭合可以预测正确的流动状态,但这项研究的结果表明,仅以恒定物理分辨率进行的桥接模型就能够实现对流动动力学的准确且基于物理的预测。然而,物理分辨率的必要程度使得这种计算的数值要求很高。

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