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Investigating rainfall-induced unsaturated soil slope instability: a meshfree numerical approach

机译:研究降雨引起的非饱和土边坡失稳:无网格数值方法

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It is a common phenomenon, especially, in tropical and subtropical regions that a standing soil slope fails during or immediately after heavy or prolonged rainfall events. A possible reason is that rainwater infiltration affects the pore-water pressure distribution in soil slope. While negative pore-water pressures add to the stability of soil slopes, positive pore-water pressures disrupt the existing stability. The changes in pore-water pressure in the soil are handled through infiltration/seepage analyses. Conventionally, numerical approach to seepage analysis is carried out by the mesh-based finite element software SEEP/W. More recent studies, however, indicate SEEP/W software yields appalling numerical oscillations near the wetting fronts as seepage progresses through unsaturated soils. In view of seeking an alternative approach, in this paper, a meshfree smoothed particle hydrodynamics (SPH) method was used to simulate infiltration into and seepage through unsaturated soil slope. The governing flow equation was developed by incorporating seepage force into the Navier-Stokes equation. Numerical examples were executed to test the capability of the SPH scheme in mimicking both infiltration and seepage. It was confirmed that the SPH method is versatile in that new physics of flow can be incorporated during program coding with ease. Besides, the simulation results indicate that SPH numerical approach can be considered as a better seepage analysis method as, unlike the mesh-based finite element, it does not suffer from mesh distortions when used for simulating large deformations - the case in landslides.
机译:常见的现象是,特别是在热带和亚热带地区,在暴雨或暴雨事件发生期间或之后或在暴雨或暴雨持续很长时间之后,立土便会失稳。可能的原因是雨水的渗入会影响土壤边坡的孔隙水压力分布。负孔隙水压力增加了土壤边坡的稳定性,而正孔隙水压力破坏了现有的稳定性。土壤中孔隙水压力的变化通过渗透/渗流分析来处理。传统上,渗流分析的数值方法是通过基于网格的有限元软件SEEP / W进行的。然而,最近的研究表明,SEEP / W软件在渗流通过非饱和土壤时会在润湿前沿附近产生令人震惊的数值振荡。为了寻求替代方法,本文采用无网格平滑粒子流体动力学(SPH)方法模拟了非饱和土坡的渗透和渗流。通过将渗流力纳入Navier-Stokes方程来开发控制流方程。通过数值算例测试了SPH方案在模拟渗透和渗流方面的能力。证实了SPH方法是通用的,因为在程序编码过程中可以很容易地合并新的流物理学。此外,仿真结果表明,SPH数值方法可以看作是一种更好的渗流分析方法,因为与基于网格的有限元不同,它在用于模拟大变形时(滑坡情况下)不会遭受网格变形的影响。

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