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首页> 外文期刊>Journal of JSCE >COMPUTATIONS ON LATERAL MOMENTUM TRANSFER ON ROUGHNESS TRANSITION IN SHALLOW OPEN CHANNEL FLOWS
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COMPUTATIONS ON LATERAL MOMENTUM TRANSFER ON ROUGHNESS TRANSITION IN SHALLOW OPEN CHANNEL FLOWS

机译:浅开放通道流动中粗糙度变化的横向动量传递计算

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Momentum transfer of open-channel flows in the lateral direction is important in sediment transport, flood control, environmental issues, etc. in rivers. The lateral transfer of the streamwise momentum is known to be caused by three different mechanisms: a cross-sectional secondary current due to turbulence anisotropy (secondary current of the second kind), turbulence mixing with shear instability (K–H instability), and mass transfer from the rough-bottomed to the smooth-bottomed lane due to flow redistribution. Furthermore, Vermaas et al. (2011)~(1)) have shown experimentally that the relative contribution of each mechanism to the momentum transfer is closely affected by depth. Thus, to elucidate the fundamental characteristics of the lateral momentum transfer, we performed three-dimensional (3-D) computations of shallow open-channel flows in two parallel lanes with beds of different roughness.?We simulated the momentum transfer on roughness transition using a 3-D RANS (Reynolds Averaged Navier Stokes) type κ–ε turbulence model, which has significantly greater computational efficiency than DNS (Direct Numerical Simulation) or LES (Large Eddy Simulation). Two types of computations, focusing on either the well-developed or the developing process, were performed separately. The present numerical results show that although the linear κ–ε model completely fails to capture the fundamental characteristics of the flows, a second-order non-linear κ–ε model could estimate excellently each effect on the momentum transfer, including the dependence on flow depth.
机译:明渠在横向上的动量传递在河流的泥沙输送,防洪,环境问题等方面很重要。已知水流动量的横向转移是由三种不同的机理引起的:由于湍流各向异性而产生的横截面二次电流(第二种二次电流),具有剪切不稳定性(K–H不稳定性)的湍流混合和质量由于流量重新分配,从粗底通道转移到平滑底通道。此外,Vermaas等。 (2011)〜(1))通过实验表明,每种机制对动量传递的相对贡献都受深度的影响。因此,为了阐明横向动量传递的基本特征,我们在具有不同粗糙度的两个平行车道中对浅明渠水流进行了三维(3-D)计算。 3-D RANS(雷诺平均Navier斯托克斯)类型的κ–ε湍流模型,其计算效率明显高于DNS(直接数值模拟)或LES(大涡模拟)。分别针对发达或发展过程的两种计算。目前的数值结果表明,尽管线性κ–ε模型完全无法捕捉流动的基本特征,但是二阶非线性κ–ε模型可以很好地估计对动量传递的每种影响,包括对流动的依赖性。深度。

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