不同卸载方向下高应力岩石真三轴卸荷力学特性研究

向前, 王科, 翁磊, 尤伟军, 储昭飞, 李泽宇. 不同卸载方向下高应力岩石真三轴卸荷力学特性研究[J]. 水文地质工程地质, 2024, 51(3): 80-89. doi: 10.16030/j.cnki.issn.1000-3665.202304042
引用本文: 向前, 王科, 翁磊, 尤伟军, 储昭飞, 李泽宇. 不同卸载方向下高应力岩石真三轴卸荷力学特性研究[J]. 水文地质工程地质, 2024, 51(3): 80-89. doi: 10.16030/j.cnki.issn.1000-3665.202304042
XIANG Qian, WANG Ke, WENG Lei, YOU Weijun, CHU Zhaofei, LI Zeyu. Experimental study of mechanical properties of highly-stressed rocks under true triaxial unloading conditions with different unloading directions[J]. Hydrogeology & Engineering Geology, 2024, 51(3): 80-89. doi: 10.16030/j.cnki.issn.1000-3665.202304042
Citation: XIANG Qian, WANG Ke, WENG Lei, YOU Weijun, CHU Zhaofei, LI Zeyu. Experimental study of mechanical properties of highly-stressed rocks under true triaxial unloading conditions with different unloading directions[J]. Hydrogeology & Engineering Geology, 2024, 51(3): 80-89. doi: 10.16030/j.cnki.issn.1000-3665.202304042

不同卸载方向下高应力岩石真三轴卸荷力学特性研究

  • 基金项目: 国家自然科学基金面上项目(52278412;42077246);中央高校基本科研业务费专项资金(2042022kf1055)
详细信息
    作者简介: 向前(1976—),男,硕士,主要从事智能建造和岩土工程应用研究。E-mail:xq.zh@126.com
    通讯作者: 翁磊(1987—),男,博士,副教授,主要从事岩体力学与工程灾害控制研究。 E-mail:leiweng@whu.edu.cn
  • 中图分类号: TU458

Experimental study of mechanical properties of highly-stressed rocks under true triaxial unloading conditions with different unloading directions

More Information
  • 深部岩体开挖过程中,围岩应力场在开挖面附近形成交替分布的应力升高区(加载区)和应力降低区(卸载区),极易引发高应力岩体失稳破坏。尽管目前已有诸多关于岩石加卸载破坏方面的研究,但在复杂真三轴应力路径下岩石加卸载破坏机理的认识仍不充分。针对这一问题,文章以山东玲珑金矿花岗岩立方块试样为研究对象,首先进行了不同侧向应力下真三轴加载破坏试验,并进一步开展了不同卸荷方向下真三轴卸载破坏试验,深入研究了花岗岩试样在复杂真三轴加卸载路径下的强度及破坏特征。试验结果表明:随着中间主应力的增大,真三轴加载条件花岗岩的破坏模式由张拉-剪切复合型破坏转变到张拉破坏,真三轴加载破坏强度先增大后缓慢减小;在相同中间主应力和最小主应力条件下,花岗岩的真三轴卸载破坏强度均小于其加载破坏强度,Mogi强度公式可以很好地拟合卸载最小主应力条件下的真三轴卸载强度。该成果可为深部岩体工程稳定性控制和设计提供重要的理论依据和指导。

  • 加载中
  • 图 1  70个花岗岩试样各方向上的P波波速分布

    Figure 1. 

    图 2  岩石真三轴电液伺服诱变(扰动)试验系统

    Figure 2. 

    图 3  真三轴加载破坏试验的应力路径

    Figure 3. 

    图 4  真三轴卸载破坏试验应力路径

    Figure 4. 

    图 5  不同$ {\sigma _2} $下花岗岩最大主应力与最大主应变关系

    Figure 5. 

    图 6  不同$ {\sigma _2} $下花岗岩加载破坏照片

    Figure 6. 

    图 7  不同$ {\sigma _2} $下花岗岩加载破坏时的最大主应力

    Figure 7. 

    图 8  卸载$ {\sigma _2} $下试验强度与Mogi预测强度对比曲线

    Figure 8. 

    图 9  卸载$ {\sigma _3} $下试验强度和Mogi预测强度对比

    Figure 9. 

    图 10  花岗岩常规三轴试验强度、真三轴试验强度与莫尔-库仑回归强度对比

    Figure 10. 

    图 11  2种平均主应力下的幂函数拟合曲线

    Figure 11. 

    图 12  卸载$ {\sigma _2} $${\sigma _3} $条件下Mogi强度公式拟合

    Figure 12. 

    图 13  花岗岩在$ {\sigma _1} $=218.5 MPa,$ {\sigma _2} $=35.0 MPa状态下卸载$ {\sigma _3} $时的破坏情况

    Figure 13. 

    表 1  真三轴加载破坏试验的应力水平

    Table 1.  Stress levels for the true triaxial loading failure tests

    单位:MPa
    试验分组 初始应力阶段 应力分异阶段 加载破坏阶段
    $ {\sigma _1} $ $ {\sigma _2} $ $ {\sigma _3} $ $ {\sigma _1} $ $ {\sigma _2} $ $ {\sigma _3} $ $ {\sigma _1} $ $ {\sigma _2} $ $ {\sigma _3} $
    TTL-1 0→
    30
    0→
    14
    0→
    14
    30→
    65
    保持14 14→
    0
    65→
    破坏
    保持14 0
    TTL-2 14→25 保持25
    TTL-3 14→35 保持35
    TTL-4 14→40 保持40
    TTL-5 14→45 保持45
    TTL-6 14→50 保持50
    下载: 导出CSV

    表 2  真三轴卸载破坏试验的应力水平

    Table 2.  Stress levels for the true triaxial unloading failure tests

    单位:MPa
    试验分组 初始应力阶段 应力分异阶段 卸载破坏阶段
    $ {\sigma _1} $ $ {\sigma _2} $ $ {\sigma _3} $ $ {\sigma _1} $ $ {\sigma _2} $ $ {\sigma _3} $ $ {\sigma _1} $ $ {\sigma _2} $ $ {\sigma _3} $
    卸载$ {\sigma _2} $ TTUL1-1 与真三轴加载
    破坏试验相同
    30→
    (0.8~0.9)$ \sigma_{\mathrm{cs}\mathrm{ }} $
    14→25 14→5 保持 25→0 保持5
    TTUL1-2 14→35 35→0
    TTUL1-3 14→45 45→0
    TTUL2-1 30→
    (0.8~0.9)$ \sigma_{\mathrm{cs}} $
    14→25 14→10 保持 25→0 保持10
    TTUL2-2 14→35 35→0
    TTUL2-3 14→45 45→0
    卸载$ {\sigma _3} $ TTUL3-1 与真三轴加载
    破坏试验相同
    30→
    (0.8~0.9)$ \sigma\mathrm{_{cs}} $
    14→25 14→5 保持 保持25 5→0
    TTUL3-2 14→35 保持35
    TTUL3-3 14→45 保持45
    TTUL4-1 30→
    (0.8~0.9)$ \sigma\mathrm{_{cs}} $
    14→25 14→10 保持 保持25 10→0
    TTUL4-2 14→35 保持35
    TTUL4-3 14→45 保持45
      注:$ \sigma\mathrm{_{cs}} $表示真三轴压缩强度,可通过3.1节中的Mogi强度公式(式4)进行预测。
    下载: 导出CSV
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出版历程
收稿日期:  2023-04-24
修回日期:  2023-08-13
刊出日期:  2024-05-15

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