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EFFECT OF REYNOLDS NUMBER ON LOCAL SCOUR AROUND A MONOPILE IN STEADY CURRENT

机译:雷诺数对稳步冲突局部冲刷的影响

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The effect of Reynolds number (Re) on the local scour around a monopile encountering steady current was investigated experimentally in a water flume. The experiment was performed using circular cylinders with different diameters under two different freestream velocities, covering both clear-water and live-bed scours and a Reynolds number range of approximately 9,000-60,000. The time-series of the scour depth was recorded during the whole scour process and the scour pit was scanned after the scour process reached equilibrium. Results are presented in terms of the equilibrium scour depth, the time-scale of the scour process and the three-dimensional scour profile at different Reynolds numbers. For both clear-water and live-bed scours, the time history of the scour process indicate that the time-scale becomes larger as Re increases. It is also found that the normalized equilibrium scour depth, as well as the normalized scour radius, decrease with the increasing Re. An empirical equation of the equilibrium scour depth is derived as a function of Reynolds number based on the experimental results so as to better account for Re effect in the scour design.
机译:在水上水槽中实验研究了雷诺数(Re)对局部脉冲局部遇到稳定电流的局部冲刷的影响。通过在两个不同的自由流速度下使用不同直径的圆柱形进行实验,覆盖透明水和活床冲刷,雷诺数为约9,000-60,000。在整个洗涤过程中记录了冲刷深度的时间序列,在洗涤过程达到均衡后扫描冲刷坑。结果是以平衡冲刷深度,冲洗过程的时间尺度和不同雷诺数的三维冲刷轮廓提出。对于透明水和实用床冲刷,洗涤过程的时间历史表明,随着RE增加,时间尺度变大。还发现归一化的平衡冲刷深度以及归一化的冲刷半径,随着Re的增加而降低。基于实验结果的reynolds数字的函数衍生平衡冲刷深度的经验方程,以便更好地解释在刷子设计中的再效应。

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