• (1)2008-2022年连续15年年被中国情报信息研究所评价中心评为“中国科技核心期刊”
  • (2)2019-2024年连续三届被中国科学院文献情报中心中国科学引文数据库CSCD(核心库)收录
  • (3)2021年入编北京大学图书馆《中文核心期刊要目总览》2020年版
  • (4)2020-2022连续三年入选《科技期刊世界影响力指数(WJCI)报告》
张 府, 陈有亮, 李 林.基于随机介质理论分析盾构隧道开挖引起的地表沉降水资源与水工程学报[J].,2019,30(3):237-241
基于随机介质理论分析盾构隧道开挖引起的地表沉降
Analysis on ground settlement influenced by shield tunnel based on stochastic medium theory
  
DOI:10.11705/j.issn.1672-643X.2019.03.37
中文关键词:  盾构隧道  地表沉降  隧道埋深  随机介质理论
英文关键词:shield tunnel  ground settlement  tunnel depth  stochastic medium theory
基金项目:国家外专局高端外专计划课题(GDW20173100129)
作者单位
张 府1, 陈有亮1, 李 林2 (1.上海理工大学 环境与建筑学院 上海 200093 2.上海隧道股份有限公司 上海 200082) 
摘要点击次数: 890
全文下载次数: 411
中文摘要:
      有效预测并合理控制隧道开挖引起的土体变形和沉降、减小对周围土体及建筑物的影响对实际生产具有重要的现实意义。应用随机介质理论简化公式,基于上海虹梅南路隧道西线地表沉降监测数据,通过反分析计算的方法得到隧道开挖导致的断面收敛面积ΔA及主要影响角tan β,并对这两个主要参数与隧道埋深或相对埋深之间的关系进行了研究。结果表明:计算值和实测值较吻合,对于浅埋隧道,ΔA的取值较大且较离散;随着隧道埋深的增加,当隧道埋深大于20 m时,ΔA的取值较稳定,且大部分处于0.2~0.4 m2之间。tan β随着埋深或相对埋深的增加,整体呈现出增加的趋势,tan β与埋深大致满足tan β=0.035z-0.098的关系。
英文摘要:
      Effective prediction and reasonable control of soil deformation and settlement caused by tunnel excavation and reduction the impact on surrounding soil and buildings have important significance for actual production. The stochastic medium theory simplification formula is used, based on the monitored surface subsidence of the west line of Shanghai South Hongmei Road Tunnel. The tunnel section convergence area ΔA and the tangent value tan β of the main influence angle are obtained by back analysis. The relationship between buried depth or relative depth and the two key parameters are studied. The results showed that the calculated values are in good agreement with the measured values. For shallow buried tunnels, the value of ΔA is larger and more discrete. With the increase of tunnel depth, when the buried depth of the tunnel is greater than 20 m, the value of ΔA is stable, most are between 0.2 and 0.4 m2. As the buried depth or relative depth increases, tan β generally shows an increasing trend, and the buried depth substantially satisfy the relationship of tan β=0.035z-0.098.
查看全文  查看/发表评论  下载PDF阅读器
关闭