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Numerical simulation of the temporal evolution of a three dimensional barchanoid dune and the corresponding sediment dynamics

机译:三维Barchanoid沙丘的时间演变的数值模拟及相应的沉积物动力学

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In this paper we present the results of the numerical simulation of a three-dimensional current-driven sediment transport process. In detail, the temporal evolution of a barchanoid dune is studied. Two phenomena are treated in this context. First, the three-dimensional flow of a single phase fluid is considered. Second, the interaction of the flow and the sediment bed with its morphological change of the sediment surface is taken into account. We numerically solve the instationary incompressible Navier-Stokes equations, an advection diffusion equation and Exner's bed level equation to update the sediment bed morphology. Here, Exner's equation determines the change of the bed level due to the bed load. The suspended material is treated as a sediment concentration and its movement is modelled by an advection-diffusion equation. To secure the continuous interchange between bed load and the suspension load sink and source terms are used. Both equations are discretised and explicitly coupled to the discrete fluid model. The typical sedimentary processes and the sedimentary form of a prototypical barchanoid dune are well captured by our numerical simulation, which is supported by a qualitative comparison with examples from the literature. (C) 2018 Elsevier Ltd. All rights reserved.
机译:本文介绍了三维电流驱动沉积物运输过程的数值模拟结果。详细地,研究了巴晶沙丘的时间演变。在这种背景下对两种现象进行治疗。首先,考虑单相流体的三维流动。其次,进入流动和沉积物床的相互作用与沉积物表面的形态变化。我们在数值上解决了航行的Navier-Stokes方程,一个平坦的扩散方程和excer的床等式,以更新沉积物床形态。这里,exner的等式决定了由于床载引起的床位的变化。将悬浮材料被视为沉积物浓度,其运动通过平坦扩散方程进行建模。为了确保床载和悬浮载接收器之间的连续交换和源术语。两个方程都是离散的并且明确地耦合到离散流体模型。典型的沉积过程和原型Barchanoid Dune的沉积形式是通过我们的数值模拟拍摄的,这是通过与文献的实例的定性比较支持。 (c)2018年elestvier有限公司保留所有权利。

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