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    基于黏弹塑性的云岭隧道软弱围岩参数反演与稳定性分析

    王晓睿 南冬梅 朱学峰

    王晓睿, 南冬梅, 朱学峰, 2011. 基于黏弹塑性的云岭隧道软弱围岩参数反演与稳定性分析. 地球科学, 36(3): 581-586. doi: 10.3799/dqkx.2011.059
    引用本文: 王晓睿, 南冬梅, 朱学峰, 2011. 基于黏弹塑性的云岭隧道软弱围岩参数反演与稳定性分析. 地球科学, 36(3): 581-586. doi: 10.3799/dqkx.2011.059
    WANG Xiao-rui, NAN Dong-mei, ZHU Xue-feng, 2011. Visco-Elasto-Plastic Back Analysis on Yunling Tunnel in Weak Rock. Earth Science, 36(3): 581-586. doi: 10.3799/dqkx.2011.059
    Citation: WANG Xiao-rui, NAN Dong-mei, ZHU Xue-feng, 2011. Visco-Elasto-Plastic Back Analysis on Yunling Tunnel in Weak Rock. Earth Science, 36(3): 581-586. doi: 10.3799/dqkx.2011.059

    基于黏弹塑性的云岭隧道软弱围岩参数反演与稳定性分析

    doi: 10.3799/dqkx.2011.059
    基金项目: 

    国家自然科学基金资助项目 50609028

    详细信息
      作者简介:

      王晓睿(1975-), 男, 博士, 主要从事深埋长隧道围岩变形方面的研究工作.E-mail: wxrui203@163.com

    • 中图分类号: U456

    Visco-Elasto-Plastic Back Analysis on Yunling Tunnel in Weak Rock

    • 摘要: 软弱隧道围岩在工程实际和试验研究中都表现出较强的流变性质, 容易造成围岩的过大变形而导致失稳.按新奥法施工原则对云岭隧道左洞进口段的软弱围岩段开挖过程进行监测, 分析初期围岩位移收敛值以及二次支护和衬砌的压力变化情况, 通过黏弹性有限元反分析理论, 建立基于黏弹塑性的反分析体系, 对围岩参数进行反演和优化.通过采用ANSYS有限元程序模拟开挖过程, 并将现场实际量测值与计算数据进行比较, 为隧道支护设计和施工的安全可靠性提供科学依据和技术指导.

       

    • 图  1  平面测点与量测元件的布置

      ○拱顶下沉点;▎混凝土、钢结构应变计;A,B,C收敛基线端点

      Fig.  1.  Distribution of measuring points

      图  2  初期支护位移曲线(a)和应力曲线(b)

      Fig.  2.  Displacement-time curve (a) and Stress-time curve (b) of initial lining

      图  3  钢拱架支撑(a)和二次衬砌(b)应力曲线

      Fig.  3.  Stress-time curve of steel bow member (a) and secondary lining (b)

      图  4  计算模型和测点布置

      Fig.  4.  Calculation model and measured holes distribution

      图  5  初期支护轴力(a)和弯矩(b)

      Fig.  5.  Diagram of initial lining axial force (a) and bending moment (b)

      图  6  初期支护阶段围岩位移云图(a)和初期支护阶段围岩等效应力云图(b)

      Fig.  6.  Displacement nephogram of surrounding rock (a) and equivalent stress nephogram of surrounding (b) during initial supporting stage

      图  7  各测线相对计算位移与实测位移

      Fig.  7.  Relative calculated and measured displacement along every measured line

      表  1  反演结果与实测值

      Table  1.   Results of optimum design and inversion

      反演参数 σi(MPa) λ E2(GPa) μ2(Pa·s) E1(GPa)
      参数范围 10~20 0.5~2.0 2.5~4 1.0e15~1.0e17 -
      真实值 15.0 1.3 3.5 1.0e16 -
      反演值 15.8 1.36 3.4 1.1e16 3.6
      误差 5.3% 4.6% 2.9% 10% -
      相关系数 0.960 7
      下载: 导出CSV

      表  2  位移实测值与计算值对比(mm)

      Table  2.   Comparison between calculating results and monitoring data of displacement

      量测项目 拱顶下沉 A-B基线 A-C基线 B-C基线
      实测值 5.73 4.67 3.87 6.07
      计算值 8.91 4.52 5.83 7.47
      下载: 导出CSV
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    出版历程
    • 收稿日期:  2010-10-18
    • 刊出日期:  2011-05-01

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