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Numerical simulation of undular hydraulic jump on smooth bed using volume of fluid method

机译:流体体积法在光滑床上波浪状水力跃迁的数值模拟。

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Undular hydraulic jumps are characterized by a smooth rise of the free surface followed by a train of stationary waves. These are sometimes experienced in natural waterways and rivers. Numerical difficulties are especially distinct when the flow condition is close to the critical value. The near-critical flow field is very sensitive to conditions of flow and channel. Furthermore, the free surface will be a wavy shape. The wavy surface may be associated with several transitions from supercritical to subcritical states and vice versa (i.e., undular hydraulic jump). In this study, a flow model is presented to predict an undular hydraulic jump in a rectangular open channel. The model is based on the general two-dimensional Reynolds-Averaged Navier-Stokes flow equations. The resulting set of partial differential equations is solved using the FLOW-3D program. To validate the model, the results are compared with experimental data. The comparison indicates that the present model can yield good results. To prove the potential application of the model, several types of undular hydraulic jumps occurring in different situations are simulated.
机译:非正常的水力跃迁的特征在于自由表面的平稳上升,随后是一连串的静波。这些有时在天然水道和河流中会遇到。当流动条件接近临界值时,数值困难尤为明显。近临界流场对流动条件和通道非常敏感。此外,自由表面将是波浪形的。波浪形表面可能与从超临界状态到次临界状态的若干过渡相关,反之亦然(即,波浪状水力跃迁)。在这项研究中,提出了一种流动模型来预测矩形明渠中的波浪状水力跃迁。该模型基于通用的二维雷诺平均Navier-Stokes流动方程。使用FLOW-3D程序可解决一组偏微分方程的结果。为了验证模型,将结果与实验数据进行比较。比较表明本模型可以产生良好的结果。为了证明该模型的潜在应用,模拟了在不同情况下发生的几种类型的波浪状液压跳跃。

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