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Mathematical Modeling of Meandering Channels with a Generalized Depth Averaged Model

机译:具有广义深度平均模型的曲折河道的数学建模

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A two-dimensional depth averaged model is developed in a nonorthogonal curvilinear coordinate system. The ability of the model in handling complex mesh arrangements with high aspect ratios and skewness is investigated. It is shown that model formulation makes it able to handle large skewness in the grid lines. It is also shown that in predicting the water surface profile with a very distorted mesh, most of the errors arise from the large aspect ratio rather than the skewness of the grid lines. The model is then applied to three meandering channels (two simple and one compound), with specifications similar to those found in nature and the results are compared with experimental data. The comparison shows that the model predicted the water surface profile and velocity distribution well in simple channels. Predictions of the model in the main channel of the compound meandering channel were also in general agreement with the experimental results.
机译:在非正交曲线坐标系中建立了二维深度平均模型。研究了该模型在处理具有高长宽比和偏斜度的复杂网格布置中的能力。结果表明,模型公式化使其能够处理网格线中的较大偏斜度。还显示出在用非常扭曲的网格预测水表面轮廓时,大多数误差是由较大的纵横比而不是网格线的偏斜引起的。然后将该模型应用于三个曲折通道(两个简单通道和一个复合通道),其规格与自然界中发现的规格相似,并将结果与​​实验数据进行比较。比较表明,该模型能够很好地预测简单通道中的水面轮廓和速度分布。在复合曲折通道的主通道中对模型的预测也与实验结果基本一致。

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