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Morphodynamics of barchan and transverse dunes using a cellular automaton model

机译:Barchan和横向沙丘的形态动力学使用元胞自动机模型

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We analyze the morphodynamics of bedforms produced under unidirectional flow conditions by a lattice gas cellular automaton designed to study sediment transport. In this model, the same instability is responsible for the formation of dunes on flat sand beds and the initiation of superimposed bedforms on dune slopes. In transverse dune fields, secondary bedforms increase crestline sinuosity and number of defects (end of crestlines), On the other hand, avalanches and lateral grain motions tend to eliminate these defects to produce more regular crestlines. Lateral fluxes of sediment are also essential for stabilizing the shape of isolated barchan dunes. We measure the propagation speed of superimposed bedforms on steady state barchan dunes and show how they contribute to the formation and detachment of smaller barchans along horns. The model predicts that barchan dunes are not scale invariant and that their shape varies with respect to the strength of the flow. In addition, we show that the increase in bed shear stress between the ground and the crest is proportional to the dune aspect ratio. Finally, we present a general methodology for estimating the sediment flux over the brink from dune aspect ratio and flow velocity. Using these fluxes, we rescale the propagation speed of different generations of bedforms to verify that dunes and secondary bedforms are dynamically identical. Despite more fluctuations than in the case of isolated barchan dunes, all these geometric and dynamical relationships hold for a population of dunes with complex dune-dune interactions.
机译:我们通过设计用于研究沉积物运移的晶格气胞自动机分析了在单向流动条件下产生的床形的形态动力学。在该模型中,相同的不稳定性是造成平沙床上沙丘形成和沙丘斜坡上叠加地层形成的原因。在横向沙丘场中,次生地层增加了rest线的弯曲度和缺陷的数量(rest线的末端)。另一方面,雪崩和横向晶粒运动往往消除了这些缺陷,从而产生了更规则的c线。沉积物的横向通量对于稳定孤立的沙丘沙丘的形状也是必不可少的。我们测量稳态barchan沙丘上叠加床形的传播速度,并显示它们如何促进较小的barchans沿角的形成和分离。该模型预测,沙丘沙丘不是尺度不变的,并且它们的形状随水流强度而变化。此外,我们表明,地面和波峰之间的床层剪应力的增加与沙丘的纵横比成正比。最后,我们提出了一种从沙​​丘长宽比和流速估算边缘的沉积物通量的通用方法。使用这些通量,我们重新调整了不同年代床形的传播速度,以验证沙丘和次要床形在动态上是相同的。尽管与孤立的沙丘沙丘相比波动更大,但所有这些几何和动力学关系都适用于具有复杂沙丘-沙丘相互作用的沙丘。

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