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Numerical Study of a Separated Boundary Layer Transition over Two and Three Dimensional Geometrical Shapes

机译:二维几何形状分离边界层过渡的数值研究

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The current study sheds a light on two fundamental aspects of a transitional separated-reattached flow induced over a two-dimensional blunt flat plate and three-dimensional square cylinder employing large eddy simulation conducted with Open FOAM CFD code. These aspects are different vortices shedding frequency modes and large scale structures and their development. The current paper is the first study to investigate a transitional separated-reattached flow in a three-dimensional square cylinder and compare between transition aspects of this case and that in a two-dimensional flat plate. It is not clear whether all transitional separated-reattached flows have low frequency shear layer flapping and selective high shedding frequency. This issue is addressed. The current LES results show that the characteristic shedding frequency value for the square cylinder is different from that in the flat plate. Coherent structures and their development are visualized at different stages of transition for both geometers. In the square cylinder, Kelvin-Helmholtz rolls are twisting around this geometry and evolve topologically to form hairpin structures. In the flat plate, Kelvin-Helmholtz rolls stay flat and hairpin structures formed by a braking down process.
机译:目前的研究揭示了在二维钝平板上引起的过渡分离重新连接流的两个基本方面的光,并采用具有开放泡沫CFD码进行的大型涡流模拟的三维方形圆筒。这些方面是不同的涡流脱落频率模式和大规模结构及其开发。目前的纸张是研究三维方圆柱中的过渡分离重新连接流程的第一研究,并在这种情况的过渡方面与二维平板之间进行比较。目前尚不清楚所有过渡分离重新连接流是否具有低频剪切层拍打和选择性高脱落频率。解决了这个问题。目前的LES结果表明,方圆柱的特征脱落频率值与平板中的特征脱落频率值不同。在两个几何的转变的不同阶段可视化相干结构及其发展。在方形圆筒中,Kelvin-Helmholtz卷围绕该几何形状扭曲,拓扑地发展形成发夹结构。在平板上,Kelvin-Helmholtz卷保持平坦,并通过制动过程形成的发夹结构。

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