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Time Constants of the Transition between Onset and Decay Reynolds Numbers for the Appearance of Taylor-Couette Flow

机译:泰勒-库埃特流的出现与衰变雷诺数之间转变的时间常数

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We investigate the onset and the decay of Taylor-Couette flow in finite cylinders, and we report the estimated time scales in the azimuthal section of the flow state transition between the super-critical state and the sub-critical state by fitting the numerical result to the solution of the Stuart-Landau equation. The inner cylinder rotates, and the outer cylinder and both end walls of the cylinders are stationary. Near the end walls of the cylinders, the value of the time scale is small. In the inner region, the radial velocity component has a large time scale near the center of the vortices, while the axial velocity component has a large time scale between the vortices.
机译:我们研究了有限圆柱体中Taylor-Couette流的发生和衰减,并通过将数值结果拟合为在超临界状态和亚临界状态之间的流动状态过渡的方位角部分估计了时间尺度。 Stuart-Landau方程的解。内缸旋转,外缸和缸的两个端壁都是固定的。在圆柱体的端壁附近,时间标度的值很小。在内部区域中,径向速度分量在旋涡中心附近具有较大的时标,而轴向速度分量在旋涡之间具有较大的时标。

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