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Geometric characteristics of coarse-sand ripples generated by oscillatory flows: A full-scale experimental study

机译:振荡流产生的粗沙波纹的几何特征:全面实验研究

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The shape of vortex ripples generated by wave boundary layers determines the local hydrodynamics and sediment motions, and therefore is critical for understanding coastal sediment transport in the rippled-bed regime. In this study, coarse-sand vortex ripples were generated by periodic oscillatory flows mimicking full-scale field conditions in an oscillatory water tunnel. A laser-based bottom profiler was applied for measuring the movable bed's profile. The observed ripple development from a flat bed is in agreement with many previous studies. Small ripple marks appeared within a couple of flow periods, and gradually became 3-dimensional (3-D) transient ripples, which eventually evolved to equilibrium 2-dimensional (2-D) ripples after O(100-1000) flow periods. The shape of equilibrium 2-D ripple was studied based on a representative ripple profile obtained by ensemble averaging a periodic ripple train. The shape of ripples formed under sinusoidal flows become increasingly sinusoidal as the flow becomes stronger (larger Shields parameter) or wave period becomes longer, which is possibly because the influence of coherent vortex becomes more significant. Wave nonlinearities have different effects on the ripple shape. Generally speaking, wave skewness makes ripples onshore-leaning while wave asymmetry makes ripples' crests sharper and troughs flatter. Our measurements also revealed some detailed geometric characteristics, i.e., the roundness of ripple crests and the maximum local slope along ripple flanks.
机译:波浪边界层产生的涡旋波纹的形状决定了局部的水动力和泥沙运动,因此对于了解波纹床状态下的沿海泥沙运移至关重要。在这项研究中,通过模拟振荡水隧道中的满场条件的周期性振荡流产生了粗砂涡旋波纹。使用基于激光的底部轮廓仪来测量可移动床的轮廓。从平板观察到的波纹发展与许多先前的研究一致。在几个流量周期内出现小的波纹痕迹,并逐渐变为3维(3-D)瞬态波纹,最终在O(100-1000)流量周期后演变为平衡的二维(2-D)波纹。基于整体波纹周期平均得到的代表性波纹轮廓,研究了平衡二维波纹的形状。随着流量变大(Shields参数更大)或波周期变长,在正弦波流动下形成的波纹形状变得正弦波越来越大,这可能是因为相干涡旋的影响变得更大。波的非线性对纹波形状有不同的影响。一般而言,波浪偏斜会导致涟漪向岸倾斜,而波浪的不对称性会使涟漪的波峰更加尖锐,波谷更平坦。我们的测量还揭示了一些详细的几何特征,即波纹波峰的圆度和沿着波纹侧壁的最大局部斜率。

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