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研究与探索

考虑空间变异性的隧道砂层注浆加固体稳定性分析

  • 张小英 ,
  • 翁贤杰 ,
  • 杨旆 ,
  • 黄长鑫 ,
  • 樊文胜 ,
  • 张连震
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  • (1. 江西省交通投资集团有限责任公司, 江西 南昌 330000; 2. 江西交通咨询有限公司, 江西 南昌 330006; 3. 山东大学土建与水利学院, 山东 济南 250061;4. 中国石油大学(华东)储运与建筑工程学院, 山东 青岛 266580)

张小英(1976—),女,湖北蕲春人,2000年毕业于兰州铁道学院(现兰州交通大学),建筑工程专业,本科,高级工程师,主要从事公路工程与桥梁工程技术研究与项目管理工作。Email: 1248393454@qq.com。*通信作者: 张连震, Email: zhanglianzhen@upc.edu.cn。

网络出版日期: 2023-07-14

Stability Analysis of Tunnel′s SandLayer GroutingReinforced Body Considering Spatial Variability

  • ZHANG Xiaoying ,
  • WENG Xianjie ,
  • YANG Pei ,
  • HUANG Changxin ,
  • FAN Wensheng ,
  • ZHANG Lianzhen
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  • (1.Jiangxi Provincial Communications Investment Group Company Limited, Nanchang 330000,Jiangxi,China;2.Jiangxi Transportation Consulting Co.,Ltd.,Nanchang 330006,Jiangxi,China;3.School of Civil Engineering,Shandong University,Jinan 250061,Shandong,China;4. College of Pipeline and Civil Engineering,China University of Petroleum,Qingdao 266580,Shandong,China)

Online published: 2023-07-14

摘要

为研究水泥浆液析水效应导致的砂层注浆加固体空间变异性问题,开展注浆加固体空间变异性试验研究,提出砂层注浆加固体性能衰减率的概念及衰减率的空间分布简化公式。在此基础上,进行隧道穿越砂层注浆加固体有限元数值模拟,以隧道拱顶沉降与隧道涌水量作为评价隧道稳定性的指标,研究考虑砂层注浆加固体空间变异性的必要性和加固圈厚度、水泥浆液水灰比(W/C)对隧道稳定性的影响。研究结果表明: 1)水灰比对渗透注浆加固效果的空间分布有明显影响,W/C≥1.2时,砂层渗透注浆加固体性能存在显著的空间非均匀性,注浆加固体底部区域的抗压强度及变形模量明显高于上部区域,注浆加固体性能与位置高度呈负相关关系;W/C≤1.0时,析水效应对注浆加固体性能的影响可忽略。2)当W/C≥1.2时,数值计算模型中考虑砂层注浆加固体空间变异性所得的拱顶沉降量、隧道涌水量明显大于不考虑时所得的拱顶沉降量、隧道涌水量,因此考虑砂层注浆加固体空间变异性非常必要。3)隧道拱顶沉降量、延米涌水量随注浆加固圈厚度的变化呈非线性特征,加固圈厚度过大时,上述2个指标随注浆加固圈厚度增加而减小的速率明显降低,不利于隧道注浆经济性。4)浆液水灰比的增加不利于隧道拱顶沉降量与隧道涌水量的控制,工程在可渗透的前提下,砂层注浆应该尽量选用低水灰比的水泥浆液。

本文引用格式

张小英 , 翁贤杰 , 杨旆 , 黄长鑫 , 樊文胜 , 张连震 . 考虑空间变异性的隧道砂层注浆加固体稳定性分析[J]. 隧道建设, 2023 , 43(6) : 968 -979 . DOI: 10.3973/j.issn.2096-4498.2023.06.007

Abstract

To investigate the spatial variability of a sandlayer groutingreinforced body based on the water bleeding effect of cement slurry, experiments are conducted and the concept of attenuation rate of sandgrouting performance as well as the simplified equation of spatial distribution of attenuation rate is proposed. Accordingly, stability analysis is performed on a tunnel′s groutingreinforced body undercrossing sand layer by using a finite element simulation method. The crown settlement and water inflow of the tunnel are used as indices to evaluate the tunnel stability and validate the necessity of considering the spatial variability as well as the influence of the thickness of the reinforcement ring and the watercement ratio of the cement slurry on the tunnel stability. The results show that: (1) The watercement ratio has a significant influence on the spatial distribution of the groutingreinforced body performance. When the watercement ratio is ≥ 1.2, the performance of the groutingreinforced body is nonlinearly distributed spatially. In addition, the compressive strength and deformation modulus at the bottom are significantly higher than those at the top. Furthermore, the performance of the groutingreinforced body is negatively correlated with the height of the position. However, when the watercement ratio is ≤1.0, the impact of the water bleeding effect on the groutingreinforced body performance can be ignored. (2) When the watercement ratio is ≥1.2, the crown settlement and water inflow of the tunnel obtained by considering the spatial variability are both significantly larger than when ignoring the spatial variability and considering the spatial variability of the groutingreinforced body is of vital importance. (3) Finally, the crown settlement and water inflow of the tunnel present nonlinear characteristics with the change of the thickness of the groutingreinforced body ring. These two indices decrease with the increasing thickness, and the decreasing rate significantly declines when the thickness of the groutingreinforced body ring is extremely large; this is unfavorable to economic consideration. (4) The increase in the watercement ratio is unfavorable to the control of the crown settlement and water inflow of the tunnel. In addition, a lower watercement ratio should be chosen in the sand grouting engineering under the premise of infiltration.
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