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Extreme Mixing Events in Rivers

机译:河流中的极端混合事件

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Although much effort has been expended on quantifying dispersion in simple channels, much less work has focused on compound channels, particularly for over-bank flows. Following an earlier study of a hypothetical compound channel, this paper provides further evidence for the significantly different flow dependence of dispersion coefficients for in-bank and over-bank conditions. The study is based on a natural cross-section of the River Severn, UK, and uses the same method as the earlier work, by combining the Shiono-Knight hydraulic model with the Fischer flow structure integral. The results show that dispersion coefficients are typically two orders of magnitude larger during over-bank flows compared to in-bank flows. Importantly, the maximum dispersion does not occur under the maximum flow. Instead, the maximum dispersion occurs when the flood plain inundation reaches the far edge of the flood plain.
机译:尽管已花费大量精力来量化简单渠道中的分散性,但针对复合渠道的工作却少得多,特别是对于过多的银行流量。在对假设的复合通道进行了较早的研究之后,本文为银行间和银行间条件下分散系数的流量依赖性显着不同提供了进一步的证据。该研究基于英国塞文河的自然剖面,并通过将Shiono-Knight水力模型与Fischer流结构积分相结合,使用了与早期工作相同的方法。结果表明,与银行同业流动相比,在银行同业流动期间,弥散系数通常要大两个数量级。重要的是,在最大流量下不会发生最大分散。取而代之的是,当洪泛区淹没到达洪泛区的远端时,会出现最大分散。

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