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A NUMERICAL INVESTIGATION TO STUDY ROUGHNESS EFFECTS IN OSCILLATORY FLOWS

机译:振荡流中粗糙度影响的数值研究

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Effects of roughness on the near-bed turbulence characteristics in oscillatory flows are studied by means of particle-resolved direct numerical simulations (DNS). Two particle sizes of diameter 375 and 125 in wall units corresponding to the large size gravel and the small size sand particle, respectively, in a very rough turbulent flow regime are reported. A double-averaging technique is employed to study the nature of the wake field, i.e., the spatial inhomogeneities at the roughness length scale. This introduced additional production and transport terms in double-averaged Reynolds stress budget, indicating alternate pathways of turbulent energy transfer mechanisms. Budgets of normal components of Reynolds stress reveal redistribution of energy from streamwise component to other two components and is attributed to the work of pressure in both flow cases. It is shown that the large diameter gravel particles significantly modulate the near-bed flow structures, leading to pronounced isotropiza-tion of the near-bed flow; while in the sand case, elongated horseshoe structures are found as a result of high shear rate. Effect of mean shear rate on the near-bed anisotropy is significant in the sand case, while it is minimal for the gravel-bed. Redistribution of energy in the gravel case showed reduced dependence on the flow oscillations, while for the sand particle it is more pronounced towards the end of an acceleration cycle.
机译:通过颗粒分解直接数值模拟(DNS)研究了粗糙度对振荡流中近床湍流特性的影响。据报道,在非常粗糙的湍流状态下,分别对应于大尺寸砾石和小尺寸砂粒的壁单元的直径分别为375和125的两种粒径。采用双重平均技术研究尾流场的性质,即在粗糙度长度尺度上的空间不均匀性。这在雷诺兹平均压力预算的两倍平均中引入了额外的生产和运输条件,表明了湍流能量转移机制的替代途径。雷诺应力正常分量的预算揭示了能量从流向分量到其他两个分量的重新分布,并且归因于两种流动情况下的压力功。结果表明,大直径的砾石颗粒显着地调节了近床层的流动结构,导致近床层的流向各向同性。而在沙箱中,由于高剪切速率而发现了细长的马蹄形结构。在砂土情况下,平均剪切速率对近层各向异性的影响是显着的,而对于砾石层则是最小的。在砾石情况下,能量的重新分布显示出对流动振荡的依赖性降低,而对于砂粒,在加速循环结束时更为明显。

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