含裂隙近水平红层软岩边坡渗透稳定性模型试验

邓威, 肖世国. 含裂隙近水平红层软岩边坡渗透稳定性模型试验[J]. 水文地质工程地质, 2024, 51(1): 57-68. doi: 10.16030/j.cnki.issn.1000-3665.202210050
引用本文: 邓威, 肖世国. 含裂隙近水平红层软岩边坡渗透稳定性模型试验[J]. 水文地质工程地质, 2024, 51(1): 57-68. doi: 10.16030/j.cnki.issn.1000-3665.202210050
DENG Wei, XIAO Shiguo. Model test on stability of soft rock slopes composed of nearly horizontal redbeds with cracks[J]. Hydrogeology & Engineering Geology, 2024, 51(1): 57-68. doi: 10.16030/j.cnki.issn.1000-3665.202210050
Citation: DENG Wei, XIAO Shiguo. Model test on stability of soft rock slopes composed of nearly horizontal redbeds with cracks[J]. Hydrogeology & Engineering Geology, 2024, 51(1): 57-68. doi: 10.16030/j.cnki.issn.1000-3665.202210050

含裂隙近水平红层软岩边坡渗透稳定性模型试验

  • 基金项目: 四川省交通运输科技项目(2020-A-01);国家自然科学基金项目(51578466)
详细信息
    作者简介: 邓威(1998—),男,硕士研究生,主要从事边坡工程研究工作。E-mail:2950883042@qq.com
    通讯作者: 肖世国(1973—),男,博士,教授,主要从事边坡与支挡结构研究工作。E-mail:xiaoshiguo@swjtu.cn
  • 中图分类号: P642.22

Model test on stability of soft rock slopes composed of nearly horizontal redbeds with cracks

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  • 针对川东地区含裂隙近水平红层软岩边坡在长时强降雨条件下易产生滑坡灾害的问题,依托含双软弱夹层的此类典型坡体实例,以弹性模量和抗拉强度为主控因素制备可表征软岩遇水软化开裂特性的相似材料,构建了含裂隙近水平红层软岩边坡的室内物理试验模型,研究了边坡在长期雨水入渗作用下的坡体变形、裂隙扩展和稳定性演变规律。结果表明:(1)坡体变形发展可分为初始变形阶段、匀速变形阶段、加速变形破坏阶段;(2)坡体裂隙扩展主要包括在坡体后部的自下而上发育的“上窄下宽”裂隙,以及在坡体前部的自上而下发育的“上宽下窄”裂隙。裂隙扩展区域主要集中在上、下软弱夹层之间,其中易产生超孔隙水压力;(3)试验模型的FLAC3D数值模拟再现了该推移式滑坡的渗流过程,超孔隙水压力随时间呈现先增大后逐渐趋于稳定的变化特征,在软弱夹层和竖向裂隙处,超孔隙水压力呈累计增大的特征;(4)坡体滑面形成及失稳破坏演变过程可划分为浅表层裂隙发育贯通阶段、裂隙向软弱夹层延伸发育并逐步贯通阶段、裂隙扩展与坡体滑动失稳阶段。长期雨水入渗致岩体强度弱化,以及裂隙逐渐向坡体深部发育并与软弱夹层贯通形成多级阶梯式滑裂面,是造成含裂隙近水平红层软岩边坡滑动失稳的根本原因。

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  • 图 1  安乐寺滑坡地质剖面图(改自文献[20])

    Figure 1. 

    图 2  试验模型示意图

    Figure 2. 

    图 3  模型岩层1#—3#中预设裂隙平面示意图

    Figure 3. 

    图 4  试验加载装置

    Figure 4. 

    图 5  边坡模型测点布置图

    Figure 5. 

    图 6  试验采用的测试元器件

    Figure 6. 

    图 7  试验数据采集系统

    Figure 7. 

    图 8  试验降雨装置

    Figure 8. 

    图 9  整体试验模型及加载测试系统

    Figure 9. 

    图 10  坡体模型裂隙发育特征

    Figure 10. 

    图 11  坡表位移随时间变化曲线

    Figure 11. 

    图 12  试验中坡面开裂及局部岩块滑落

    Figure 12. 

    图 13  坡体中各测点总压应力随时间变化曲线

    Figure 13. 

    图 14  坡体模型的裂隙演变发展过程

    Figure 14. 

    图 15  坡体中各测点超孔隙水压力随时间变化曲线

    Figure 15. 

    图 16  试验坡体渗流数值模型

    Figure 16. 

    图 17  数值模拟与模型试验的超孔隙水压力对比

    Figure 17. 

    图 18  不同降雨时长下坡体超孔隙水压力分布云图

    Figure 18. 

    图 19  边坡内部渗流路径分布

    Figure 19. 

    图 20  阶段Ⅲ时坡体中潜在滑裂面

    Figure 20. 

    图 21  边坡潜在滑体受力分析模型

    Figure 21. 

    图 22  坡体后侧加载推力变化曲线

    Figure 22. 

    表 1  岩层原型与模型材料的主控力学参数

    Table 1.  Main mechanical parameters of rock prototype and model materials

    岩层 σt/MPa σc/MPa E/MPa c/kPa φ/(°)
    粉砂岩 原型 1.440 44.95 4803.24 6630.0 59.6
    设计 0.029 0.90 96.07 132.6 59.6
    试验 0.027 0.66 82.07 128.2 58.9
    泥岩 原型 0.300 3.20 588.00 280.0 34.3
    设计 0.006 0.06 11.76 5.6 34.3
    试验 0.005 0.06 10.92 5.0 33.1
    下载: 导出CSV

    表 2  数值模型主要物理力学参数

    Table 2.  Main physical and mechanical parameters of the numerical model

    材料 c/kPa φ/(°) σt/kPa E/MPa k/(cm·s−1
    软弱层 23.5 15.2 30 0.459 6E-3
    岩层 132 41 800 82.7 0
    裂隙 23.5 15.2 30 0.459 1E-1
    下载: 导出CSV

    表 3  坡体模型稳定性分析的滑面参数取值

    Table 3.  Parameters of the sliding surface in the slope model for stability analysis

    阶段φ/(°)c/kPaPJ/kPaV/kPaL/mS/m2
    I16.43117.5330.850.2
    15.82831.5851.30.31
    15.22533.8861.40.6
    下载: 导出CSV

    表 4  坡体稳定性分析结果

    Table 4.  Analysis results of the slope stability

    阶段 滑面 R/(kN·m−1 F/(kN·m−1 K
    I I 27.30 12.42 2.20
    37.67 27.36 1.38
    37.68 42.26 0.89
    下载: 导出CSV
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出版历程
收稿日期:  2022-10-21
修回日期:  2023-03-02
录用日期:  2023-03-03
刊出日期:  2024-01-15

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