砂质泥岩条件下不同矢跨比大跨度暗挖车站隧道围岩损伤分析

Analysis of Surrounding Rock Damage in Large-span Mined Metro Station Tunnels with Different Rise-span Ratios under Sandy Mudstone Conditions

  • 摘要:
    目的 目前,关于矢跨比与破坏接近度关系的研究较鲜见。为寻找砂质泥岩条件下大跨度暗挖车站隧道的最佳矢跨比,有必要开展相应的研究。
    方法 以重庆轨道交通24号线况家塘站为研究对象,构建三维数值模型,对不同矢跨比下大跨度结构位移变形、破坏接近度、不同破坏接近度围岩占比情况进行模拟计算,进而分析矢跨比对车站围岩损伤的影响。
    结果及结论 拱顶下沉的竖向位移随矢跨比减小而逐渐增大,隧道侧墙的水平位移随矢跨比减小而逐渐减小。当矢跨比从1.00:2.00减小至1.00:3.00时,竖向位移从−0.97 cm增大至1.20 cm,水平位移从0.75 cm减小至0.64 cm。破坏接近度在车站周围变化较大,变化范围约为0.106~0.783,最大位置位于侧墙附近围岩处。当矢跨比为1.00:2.00~1.00:2.40时,最大破坏接近度下降幅度较快;当矢跨比为1.00:2.40~1.00:3.00时,最大破坏接近度下降幅度较慢,且此时破坏接近度≥0.7的围岩占比也能相对较小。破坏接近度≥0.7的围岩最大水平深度随着矢跨比逐渐减小呈先单调减小、然后突然增大的变化特征。通过位移、破坏接近度等参数的分析,得出研究区大跨度结构的最优矢跨比为1.00:2.80,在此矢跨比下围岩结构受力情况最优。

     

    Abstract:
    Objective Currently researches on the relationship between rise-span ratio and failure approach index remain relatively limited. To determine the optimal rise-span ratio for large-span mined station tunnels under sandy mudstone conditions, it is necessary to conduct corresponding studies.
    Method Using Kuangjiatang Station on Chongqing Rail Transit Line 24 as research object, a 3D numerical model is established to simulate and calculate displacement and deformation of large-span structures, failure approach index, and the proportion of surrounding rock at different failure approach levels under various rise-span ratios. The influence of the rise-span ratio on surrounding rock damage in the station is then analyzed.
    Result & Conclusion  The vertical displacement caused by vault settlement gradually increases as the rise-span ratio decreases, while the horizontal displacement of tunnel sidewalls gradually decreases with a reduction in the rise-span ratio. When the rise-span ratio decreases from 1:2.0 to 1:3.0, the vertical displacement increases from -0.97 cm to 1.2 cm, and the horizontal displacement decreases from 0.75 cm to 0.64 cm. The failure approach index varies significantly around the station, ranging approximately from 0.106 to 0.783, with its maximum located in the surrounding rock near the sidewalls. When the rise-span ratio is between 1.0:2.0 and 1.0:2.4, the maximum failure approach index decreases rapidly; when the ratio is between 1.0:2.4 and 1.0:3.0, the decrease of above index becomes slower, and the proportion of surrounding rock with a failure approach index ≥0.7 is also relatively small. The maximum horizontal depth of this surrounding rock exhibits a monotonic decrease followed by a sudden increase as the rise-span ratio decreases. Analysis of parameters such as displacement and failure approach index indicates that the optimal rise-span ratio for the large-span structure in the study area is 1.0:2.8, at which the stress condition of the surrounding rock structure is most favorable.

     

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