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水力发电学报 ›› 2020, Vol. 39 ›› Issue (2): 44-51.doi: 10.11660/slfdxb.20200205

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内部侵蚀过程中土体失稳现象与阈值分析

  

  • 出版日期:2020-02-25 发布日期:2020-02-25

Instability of soil and the threshold for process of internal soil erosion

  • Online:2020-02-25 Published:2020-02-25

摘要: 应用渗流-颗粒耦合的三维数值模型,计算分析土体的内部侵蚀过程。模型采用离散元法(DEM)计算颗粒运动过程,用有限体积法(FVM)计算渗流流场,颗粒运动与流场之间通过共用封闭项耦合。模型复演经典试验得到的颗粒体系流动-变形特性,并建立了有效摩擦系数μeff与颗粒体系稳定性之间的联系,进而刻画了土体在水头阈值Hc下突发性失稳现象:当加载水头小于Hc时,μeff 近似等于μ0,此时土体稳定,无内部侵蚀现象;当加载水头达到Hc时,μeff 突增至μ1以上,此时土体突然失稳,内部侵蚀发生(μ0和μ1为计算率定值)。论文工作为深入认识堤防和土石坝中渗流侵蚀破坏机理提供了新的思路。

关键词: 内部侵蚀, 数值模型, 流动-变形特性, 突发性失稳, 阈值

Abstract: A three-dimensional numerical model is developed to simulate and analyze the internal erosion process of soils. It adopts a discrete element method (DEM) to calculate particle dynamics and a finite volume method (FVM) to calculate seepage flow, and couples these two fields together through related closure terms. Its simulation results presented herein reproduce the rheological behaviors in the classic experiments, and we can set up a relationship of soil stability versus its effective frictional coefficient μeff. And we have found the soils become unstable immediately after water head exceeding its threshold Hc. Under a loaded water head less than Hc, μeff is nearly equal to μ0 and the soils remain stable, with no internal erosion motivated; while as it is increased up to Hc, μeff abruptly jumps to μ1 or an even higher level, and accordingly an internal erosion process is triggered off (μ0 and μ1 are numerically calibrated values). The findings in this paper would highlight the mechanism of internal seeping erosion in levees and earth dams.

Key words: internal erosion, numerical model, rheological behavior, abrupt instability, threshold

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