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Prediction of Overtopping Dike Failure: Sediment Transport and Dynamic Granular Bed Deformation Model

机译:超越堤坝破坏的预测:泥沙输移和动态颗粒床变形模型

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摘要

Earth dike failure due to overtopping flow produces a significant displacement of bed-sediment mass. While sediment dynamics typically prevails as a nonequilibrium condition, the bed deformation is resulted from the simultaneous bed erosion and dike body displacement. However, most of the existing shallow water erosion models do not resolve the dynamic bed deformation. In this study, a depth-averaged nonequilibrium sediment transport model is developed and coupled with a set of Savage-Hutter type equations to characterize the dynamic bed deformation, leading to an innovative approach to tackle flows over erodible/deformable beds. The one-sided first-order upwind finite-volume method was adopted for the solution of the system of conservation laws of flow and bed deformation (granular mass transport). A static resistance condition for granular mass was thoroughly defined to preserve the numerical stability of the equations representing the bed deformation component of the model. The model was tested against the experimental data sets for dike overtopping flow, dam-break flow of dry granular mass on a slope, and the analytical solutions. The proposed model enhances the prediction capability by the existing shallow water equations-based equations due to the dynamic bed deformation modeling.
机译:因顶流而引起的堤防故障使床底泥沙质大量位移。虽然沉积物动力学通常以非平衡状态为主,但由于同时发生的河床侵蚀和堤坝体位移而导致河床变形。但是,大多数现有的浅水侵蚀模型不能解决动态床层变形问题。在这项研究中,开发了深度平均的非平衡沉积物迁移模型,并与一组Savage-Hutter类型方程式相结合来表征动态床层变形,从而提出了一种解决可蚀/可变形床层上水流的创新方法。采用单向一阶迎风有限体积法求解水流和床层变形(颗粒质量输运)守恒律系统。彻底定义了粒状物质的静态抗力条件,以保持代表模型床身变形分量的方程的数值稳定性。针对堤坝上溢流量,斜坡上的干燥颗粒状物质的溃坝流量以及分析解决方案的实验数据集对模型进行了测试。由于存在动态床层变形模型,所提出的模型通过现有的基于浅水方程的方程提高了预测能力。

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