It is extremely difficult to study the extremely complicated changes of stress and strain in the destructive process of surrounding rock in karst tunnels. The essence of its destruction is the internal energy transformation. In order to intuitively and accurately analyze the peripheral rock damage process, based on the Zhongliangshan Tunnel of Chongqing Rail Transit Line 27, the calculation theory of peripheral rock strain energy density, elastic strain energy density and dissipation energy density are deduced based on the principle of energy conservation, and the energy density visualization program is developed and verified. Based on the developed program, the correspondence between the evolution law of internal energy density of surrounding rock and the distribution of plastic zone, maximum principal stress, vertical displacement and horizontal displacement of surrounding rock under different working conditions of different distances between the cave and the bottom of the tunnel in the presence of a cave at the bottom of the subway tunnel is analyzed. The results show that: The developed energy density visualization program can better simulate the energy evolution of the surrounding rock in the excavation process; the distribution of dissipated energy density in the surrounding rock is basically the same as the distribution of the plastic zone, and the tunnel will be damaged when the area of the dissipated energy density distribution passes through; the distribution of the elastic strain energy density around the surrounding rock is related to the distribution of the maximum principal stress, and the tunnel will be damaged when the elastic strain energy density is suddenly released; the distance of the tunnel from the cavity has a significant influence on the vertical displacement of the surrounding rock; the distance of the tunnel from the tunnel bottom has a significant influence on the vertical displacement of the surrounding rock. The distance between the tunnel and the cavern has a greater effect on the vertical displacement of the surrounding rock, and the horizontal displacement is smaller; the destruction of the tunnel surrounding rock is essentially the result of energy-driven.
Yao Yi
,
Chang Fugui
,
Wen Yuanping
,
Li Zhi
,
Wang Mingli
. Study on the Damage Mechanism of Karst Tunnel Based on Energy Visualization[J]. Chinese Journal of Underground Space and Engineering, 2024
, 20(S2)
: 841
-847
.
DOI: 10.20174/j.JUSE.2024.S2.38
[1] 王楷翔, 王晓涛, 宫亮, 等. 考虑时空效应的岩溶隧道围岩稳定性分析[J]. 中国岩溶, 2024, 43(3): 717-726.
[2] 刘磊, 郑勇, 张增. 顶部既有溶洞对隧道围岩稳定性影响的数值模拟研究[J]. 现代隧道技术, 2023, 60(增1): 86-95.
[3] 寇小勇, 樊浩博, 李芒原, 等. 富水岩溶隧道掌子面安全岩柱厚度研究[J]. 科学技术与工程, 2022, 22(24): 10706-10717.
[4] 李坤, 段志, 郭德平, 等. 不同方位隐伏溶洞对隧道衬砌结构受力特性的影响研究[J]. 现代隧道技术, 2023, 60(增1): 74-85.
[5] 张京亮, 夏志杰, 刘新荣, 等. 隐伏溶洞影响下隧道开挖稳定性数值模拟分析[J]. 科学技术与工程, 2022, 22(13): 5455-5462.
[6] 朱翔宇, 张乐文. 不同间距下溶洞对分离式隧道稳定性的影响[J]. 桂林理工大学学报, 2020, 40(2): 365-371.
[7] 金美海, 刘新荣, 钟祖良. 岩溶隧道拱顶局部水压作用下衬砌受力特征研究[J]. 地下空间与工程学报, 2021, 17(4): 1099-1105,1131.
[8] Tu Y L, Liu X R, Zhong Z L, et al. New criteria for defining slope failure using the strength reduction method[J]. Engineering Geology, 2016, 212:63-71.
[9] 涂义亮, 刘新荣, 钟祖良, 等. 三类边坡失稳判据的统一性[J].岩土力学, 2018, 39(1): 173-180,190.
[10] Guo Q F, Pan J L, Cai M F, et al. Analysis of progressive failure mechanism of rock slope with locked section based on energy theory[J]. Energies, 2020, 13(5):1128.
[11] 马振乾, 陶春梅, 左宇军, 等. 基于能量平衡的厚层软弱顶板巷道支护技术研究[J]. 采矿与安全工程学报, 2018, 35(3): 496-502.
[12] 张国华, 李子波, 李豫波, 等. 煤厚变化区围岩能量积聚规律及开采方向对其影响[J]. 煤矿安全, 2024, 55(9): 118-127.
[13] 朱斯陶, 姜福兴, 王绪友, 等. 特厚煤层掘进面围岩能量积聚特征及诱冲机制研究[J]. 岩土工程学报, 2019, 41(11): 2071-2078.
[14] 刘洪涛, 韩洲, 陈子晗, 等. 回采巷道围岩变形的能量演化规律及控制方法研究[J/OL]. 煤炭学报, https://doi.org/10.13225/j.cnki.jccs.2023.1364,2024-03-13/2024-10-30.
[15] 朱汉华, 周小涵, 王, 等. 隧道围岩与支护结构变形协调控制机理及工程应用[J]. 地下空间与工程学报, 2023, 19(1): 79-86,94.