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Numerical experiments on subaqueous cyclic steps due to turbidity currents

机译:浊流在水下循环步骤的数值试验

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摘要

A Froude-supercritical flow over an erodible bed may be subject to an instability which gives rise to the formation of cyclic steps, i.e. coherent, quasi-permanent trains of upstream-migrating steps bounded by internal hydraulic jumps in the flow above them. Cyclic steps have been observed and explained in bedrock streams and alluvium, but the possibility of cyclic steps due to turbidity currents in the subaqueous setting has not been explored. Yet turbidity currents are intrinsically more biased toward supercritical flows than rivers, suggesting that cyclic steps are at least as likely to be found in the subaqueous setting as in steep bedrock channels and alluvium. Here a numerical model is employed to explore these rhythmic bedforms generated by 20, 45 and 110-micron turbidity currents in an experimental setting. The results of numerical simulations offer an insight into what can be expected from laboratory experiments on cyclic steps.
机译:易蚀床上方的弗洛德-超临界流可能会不稳定,从而导致形成循环阶跃,即上游迁移阶跃的连贯,准永久性序列受其上方流动的内部水力跃迁限制。在基岩流和冲积层中已经观察到并解释了循环步骤,但是尚未探索由于水下环境中的浑浊流导致的循环步骤的可能性。然而,混浊流本质上比河流更偏向于超临界流,这表明在水下环境中,与在陡峭的基岩河道和冲积层中,发现的循环阶梯至少一样可能。在这里,一个数值模型被用来研究在实验环境中由20、45和110微米的浊度电流产生的这些有节奏的床形。数值模拟的结果提供了对循环步骤的实验室实验所能期望的见解。

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