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Numerical Study of Steady Axisymmetric Vortex Breakdown in a Cylindrical Container (lst Report, Limiting Reynolds Number of the Occurrence of Vortex Breakdown and the Location of Stagnation Point)

机译:圆柱容器内稳态轴对称涡旋破坏的数值研究(第一份报告,涡旋破坏的发生次数和极限点的雷诺数限制)

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Numerical study is performed on the steady axsymmetric vortex breakdown within a cylindrical container with a rotating top lid. The cylindrical container is filled with incompressible viscous fluid and the swirling flow is driven in the container by the top lid rotating at a constant anguler velocity. This flow problem is governed by a combination of two non-dimensional physical parameters, i. e., the Reynolds number Re and the container aspect ratio h. In the past experimental studies, the occurrence of vortex breakdown is known to be confined in a narrow range of h and Re and the region diagram of vortex breakdown was constructed. In the present numerical investigation, the region diagram is reconstructed for the first time by the numerical computation. The axisymmetry of the flow is assumed and the resulting system of governing equations are solved by the Ψ-Ω method. The comparison of the present region diagram obtained for the steady solutions and that obtained experimentally by Escudier exhibited good agreement. This cross check of limiting Re values for the occurrence of vortex breakdown confirms the reliability of both computational method and the experimental methodology. Based on the present numerical solutions, the locations of stagnation points for various aspect ratio h are calculated as functions of Re and these values are also compared with available experimental data. The outcome of present comparison confirms the belief that the steady vortex breakdown within a cylindrical container is actually axisymmetric. Further argument will be discussed in the proceeding studies.
机译:对带有旋转顶盖的圆柱形容器内稳定的轴对称涡旋破坏进行了数值研究。圆柱形容器充满了不可压缩的粘性流体,并且通过以恒定的角度速度旋转的顶盖在容器中驱动旋转流。该流动问题由两个无量纲物理参数的组合控制。例如,雷诺数Re和容器长宽比h。在过去的实验研究中,已知涡旋破坏的发生被限制在h和Re的狭窄范围内,并构造了涡旋破坏的区域图。在目前的数值研究中,通过数值计算首次重建了区域图。假定流体的轴对称性,并且通过Ψ-Ω方法求解控制方程组。对于稳态溶液获得的当前区域图与Escudier通过实验获得的区域图的比较显示出良好的一致性。对于涡旋破坏的发生,对极限Re值的这种交叉检查证实了计算方法和实验方法的可靠性。基于当前的数值解决方案,计算各种纵横比h的停滞点的位置作为Re的函数,并将这些值与可用的实验数据进行比较。本比较的结果证实了这样一种信念,即圆柱形容器内的稳定涡旋破裂实际上是轴对称的。进一步的论证将在后续研究中进行讨论。

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