基于MPM的短时强降雨作用下边坡响应研究

    Numerical study on response of slope subjected to short-duration heavy rainfall using MPM

    • 摘要: 物质点法(MPM)是一种结合了拉格朗日法与欧拉法优点的无网格模拟方法,为降雨作用下边坡大变形模拟提供了新途径。基于二维两相单点物质点法分析了短时强降雨作用下不同土体饱和渗透系数、降雨强度时的边坡响应。研究结果显示:①边坡失稳启动时刻随着短时强降雨强度的减小而滞后,并且随雨强减小坡脚位移在失稳阶段由快速陡增模式演化为缓慢增加模式。②短时强降雨作用下边坡破坏模式主要为深层或浅层整体滑动、牵引式滑动,其中后者对应的边坡破坏程度更大。相同雨强时,土体饱和渗透系数较小、较大的边坡分别易产生浅层、深层滑动破坏。③土体饱和渗透系数减小时,降雨强度对边坡内孔隙水压大小及其分布规律的影响逐渐减弱。

       

      Abstract: The Material Point Method (MPM) is a mesh-free simulation technique that integrates the advantages of Lagrangian and Eulerian methods, providing a novel approach for simulating large deformations of slopes subjected to rainfalls. A two-dimensional two-phase single-point MPM is employed to analyze slope responses under short-duration heavy rainfall with varying soil saturated permeability coefficients and rainfall intensities. The research findings indicate that: (1) The onset of slope instability is delayed as the intensity of short-duration heavy rainfall decreases. Concurrently, the displacement curve at the slope toe transitions from rapid steep increases to gradual increments during instability progression. (2) Primary failure modes under short-duration heavy rainfall manifest as deep and shallow overall sliding or retrogressive sliding, with the latter exhibiting greater destructive potential. Under identical rainfall intensities, slopes with lower and higher saturated permeability coefficients tend to result in shallow and deep sliding failures, respectively. (3) Decreasing soil saturated permeability coefficients progressively weakens the influence of rainfall intensity on both the magnitude and distribution patterns of pore water pressure within slopes.

       

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