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THREE-DIMENSIONAL NUMERICAL SIMULATION OF SOLUTE TRANSPORT IN A MEANDERING CHANNEL

机译:瞬态通道内溶质运移的三维数值模拟

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摘要

In this study a three-dimensional numerical model with standard k-s turbulence closure has been applied to model the transport and mixing of solute. This is compared to measured data obtained from a slug injection tracer in a meandering channel with non-prismatic cross-sectional shape. This study shows the preliminary results from a numerical study whereby the accuracy of the prediction using different time steps, numerical schemes and Schmidt numbers have been visually assessed. The 3-D model simulates the mixing processes effecting the tracer in a complex geometry without the need for empirical parameters. The second order upwind scheme for the advective term in the solution of the advection-diffusion equation gave a visually closer prediction of the temporal concentration curve than the power law scheme at cross-sectional locations at varying distances downstream from the injection point. Using the second order upwind scheme for the advective terms gives visually better accuracy than the power law scheme. The turbulent Schmidt number does not affect the results to a large degree, as suggested by previous research, the solution exhibits greater sensitivity to the numerical scheme.
机译:在这项研究中,具有标准k-s湍流闭合的三维数值模型已用于模拟溶质的运移和混合。将其与从塞状注入示踪剂在曲折通道中具有非棱柱形横截面形状的测量数据进行比较。这项研究显示了一项数值研究的初步结果,从而通过视觉评估了使用不同时间步长,数值方案和施密特数的预测准确性。 3-D模型无需经验参数即可模拟复杂形状的示踪剂混合过程。在对流扩散方程解中,对流项的二阶迎风方案比在距离注入点下游不同距离的横截面位置处的幂律方案更直观地预测了时间浓度曲线。对流项使用二阶迎风方案在视觉上比幂律方案具有更好的准确性。正如先前的研究所表明的那样,湍流的施密特数不会在很大程度上影响结果,该解决方案对数值方案表现出更大的敏感性。

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