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Experimental and numericla studies on flow and fluiddynamic forces of a circular cylinder submerged in oscillatory flow

机译:淹没在振荡流中的圆柱体的流动和流体动力的实验和数值研究

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The flow patterns around and the forces acting on an oscillating circular cylinder submerged in a still fluid at rest have been studied by both experiments and numerical simulations. Experiments has been carried out on fluiddynamic forces on and visualized flow patterns around a stationary circular cylinder which was set in a planar oscillatory flow generated by a U-tube water tank with the Keulegan Carpenter (KC) numbers up to 34 and the beta value of 95. An ALE (Arbitrary Lagrangian-eulerian) finite difference method has bene employed to simulate the flow around an oscillating circular cylinder submerged in a still water. The computations have been carried out under the assumption of 2- and 3-dimensional, unsteady, incompressible and viscous flow. The results predicted by the numericla simulations are compared with the experimental ones. Although flow-patterns around a circular cylinder are complicatedly produced by both the vrtex-shedding from a circular cylinder and the planar structures of "longitudinal vortices", "asymmetric region," transverse strees" and "double pair", all can be successfully reproduced and identified in the present computations, and be confirmed to agree well with the visualized fow patterns. It is also certified to be good agreements between the predicted and measured in-line forces, i.e., the values of drag and inertia coefficients, CD, CM, represented by the well-known Morison's equation and the fluctuating transverse force ()lift force C_Lrms across a range of KC values. Furthermore, it is noteworthy that the values of transverse force depending on KC numbers correspond well to the process of flow pattern variation.
机译:通过实验和数值模拟,研究了浸没在静止流体中的振荡圆筒周围的流动模式和作用在其上的力。已经对固定圆柱体周围的流体动力进行了可视化流动实验,并将其可视化为由U型管水箱产生的平面振荡流,其中Keulegan Carpenter(KC)数最大为34,β值为95.已采用ALE(任意拉格朗日-欧拉)有限差分方法来模拟浸没在静止水中的振荡圆柱体周围的流动。计算是在二维和三维,不稳定,不可压缩和粘性流动的假设下进行的。将数值模拟预测的结果与实验结果进行比较。尽管通过圆柱体的涡流脱落和“纵向涡旋”,“非对称区域”,“横向条纹”和“双对”的平面结构都复杂地产生了围绕圆柱体的流动模式,但是所有这些都可以成功地再现。并在当前计算中进行了识别,并被确认与可视化的流量模式吻合良好,并且还被证明是预测的和测得的在线力之间的良好协议,即阻力和惯性系数,CD,CM的值由著名的莫里森方程和在整个KC值范围内波动的横向力()提升力C_Lrms表示,此外,值得注意的是,取决于KC数的横向力值与流型变化过程非常吻合。

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