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SPH-FDM propagation and pore water pressure modelling for debris flows in flume tests

机译:水槽测试中泥石流的SPH-FDM传播和孔隙水压力建模

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摘要

Debris flows are dangerous phenomena due to their large run-out distances and high velocities. The time-space evolution of the interstitial pore water pressures much affects the propagation stage of debris flows. Thus, a quantitative physically-based combined modelling of both flow propagation and pore water pressure changes is a fundamental issue for landslide risk analysis and to design effective control works. The paper provides a contribution to this topic through the use of an enhanced numerical model, which combines a 3D depth-integrated hydro-mechanical coupled SPH (Smooth Particles Hydrodynamics) model for the propagation analysis and a 1D vertical FDM (Finite Difference Method) model for the evaluation of the pore water pressure along the height of the flowing mass. In this paper, the SPH-FDM model is used to simulate, in 2D and 3D analyses, well-documented flume tests performed in USA through a 90 m long channel exiting at a sub-horizontal pad. The model is later used to simulate other flume tests, performed in Japan in a 3.4 m long channel, equipped without or with a (permeable) rack at the end of the channel, which allows the pore water pressures reducing until the mass eventually stops. Doing so, the paper shows that the SPH-FDM model is capable to properly reproduce the time-space evolution of the pore water pressures during the propagation stage with different geometries of experimental flumes and different hydraulic boundary conditions, such as an impervious or permeable bottom. (C) 2016 Elsevier B.V. All rights reserved.
机译:泥石流具有较大的跳动距离和较高的速度,因此是危险的现象。间隙孔隙水压力的时空演化极大地影响了泥石流的传播阶段。因此,对滑坡风险分析和设计有效的控制工作而言,一个基本的基于物理的,定量的,基于流动的组合模型既可以模拟流动,也可以模拟孔隙水压力的变化。本文通过使用增强的数值模型对此主题做出了贡献,该模型将用于传播分析的3D深度积分式水力耦合SPH(光滑粒子流体动力学)模型与一维垂直FDM(有限差分法)模型相结合。用于评估沿流动物质高度的孔隙水压力。在本文中,SPH-FDM模型用于在2D和3D分析中模拟在美国进行的,有记录的水槽测试,该水槽测试是通过一条90 m长的通道从水平垫下出口进行的。该模型随后用于模拟其他水槽测试,该测试在日本的3.4 m长通道中进行,通道端部不配备或不配备(可渗透)机架,从而降低了孔隙水压力,直到质量最终停止。这样做,本文表明,SPH-FDM模型能够正确再现在传播阶段具有不同几何形状的实验水槽和不同水力边界条件(例如不透水或可渗透的底部)的孔隙水压力的时空演化。 。 (C)2016 Elsevier B.V.保留所有权利。

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