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Numerical modelling of non-equilibrium graded sediment transport in a curved open channel

机译:弯曲明渠内非平衡分级输沙的数值模拟

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The computer code FAST3D has been developed to calculate flow and sediment transport in open channels. In the code, the flow field is calculated by solving the full Reynolds-averaged Navier-Stokes equations with k-ε, turbulence model; the bed-load transport is simulated with a non-equilibrium model containing an important parameter, the so-called non-equilibrium adaptation length, which characterizes the distance for sediment to adjust from a non-equilibrium state to an equilibrium state; the bed deformation is obtained from an overall mass-balance equation for sediment transport. The governing equations are solved numerically with a finite volume method on an adaptive, non-staggered grid. The former model assumed uniform bed material. In order to take into account the influence of grain-size distribution of the bed-surface on the evolution of the bed topography and consequently also on the flow field, a sediment transport module has been presently developed by the authors at the Institute of Hydraulic and Water Resources Engineering, Technische Universitat Munchen, Germany, for fractional sediment transport using a multiple layer model. This paper presents the numerical results for sediment sorting and the bed deformation in a curved alluvial channel under unsteady-flow conditions according to Yen and Lee (1995). The calculations were compared with data from laboratory measurements. Further, the sensitivity of the simulated results to the non-equilibrium adaptation length is investigated.
机译:已经开发了计算机代码FAST3D,以计算明渠中的流量和泥沙输送。在代码中,通过用k-ε湍流模型求解完整的雷诺兹平均Navier-Stokes方程来计算流场。用一个包含重要参数的非平衡模型模拟了床面运移,即所谓的“非平衡适应长度”,它描述了沉积物从非平衡状态调整到平衡状态的距离。床的变形是从沉积物输送的整体质量平衡方程获得的。在有限的非交错网格上使用有限体积法对控制方程进行数值求解。前一个模型假定床料均匀。为了考虑到床面粒度分布对床面形貌演变以及因此对流场的影响,目前水利和水利研究所的作者开发了一种泥沙输送模块。德国慕尼黑工业大学水资源工程,采用多层模型进行部分沉积物输运。本文根据Yen和Lee(1995)给出了非恒定流条件下弯曲冲积河道中泥沙分类和床层变形的数值结果。将计算结果与实验室测量数据进行比较。此外,研究了仿真结果对非平衡适应长度的敏感性。

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