盾构施工对上覆管线竖向位移的影响分析
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(1.长沙理工大学 土木与环境工程学院,湖南 长沙 410114; 2.广州交通大学(筹)/广州航海学院 智能交通与工程学院,广东 广州 510725;3.深圳大学 土木与交通工程学院,广东 深圳 518060)

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通讯作者:

黄戡(1979—),教授,主要从事岩土工程、隧道工程和城市轨道交通等方面的研究工作。E-mail:hk_616@csust.edu.cn

中图分类号:

U45

基金项目:

国家重点研发计划(2022YFC3800905);国家自然科学基金资助项目(52078060)


Influence of shield construction on vertical displacement of overlying pipelines
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(1. School of Civil and Environmental Engineering, Changsha University of Science & Technology, Changsha 410114, China; 2. School of Intelligent Transportation and Engineering, Guangzhou Transportation University (under preparation)/Guangzhou Maritime University, Guangzhou 510725, China; 3. College of Civil and Transportation Engineering, Shenzhen University, Shenzhen 518060, China)

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    摘要:

    【目的】研究多因素影响下盾构隧道施工对上覆既有管线竖向位移的影响。【方法】第一阶段基于Mindlin解与盾构法隧道统一土体移动模型三维解,考虑盾构隧道施工过程中盾构正面顶推力、盾壳摩阻力、盾尾注浆压力及地层损失率四种因素对既有地铁隧道管线竖向位移的影响,得到土体竖向位移;第二阶段基于Pasternak地基模型,结合有限差分法,提出盾构隧道开挖所引起的上覆地铁隧道管线竖向位移的计算公式,分析隧道开挖面距管线水平距离12、0、-12 m三种工况下盾构正面顶推力、盾尾注浆压力及盾壳摩阻力对既有地铁隧道管线竖向位移的影响,及不同地层损失率和管线刚度对既有地铁隧道管线竖向位移的影响;最后将数值模拟结果与现场实测结果进行对比,分析在盾构开挖施工下上覆管线竖向位移的变化规律。【结果】盾构隧道施工引起的上覆既有管线的竖向位移曲线大致呈“V”形,最大竖向位移始终位于管线的中间位置。【结论】盾构掘进过程中盾构正面顶推力、盾尾注浆压力对既有管线竖向位移影响较小;地层损失率与盾壳摩阻力对既有管线竖向位移影响较大,其中盾壳摩阻力是引起既有管线两端向上微隆起的主要因素;地层损失率越大,盾构开挖引起的管线竖向沉降越显著;管线抗弯刚度越大,盾构开挖引起的竖向沉降越小。

    Abstract:

    [Purposes] This paper aims to study the influence of multiple factors on the vertical displacement of existing overlying pipelines under shield tunnel construction. [Methods] Based on the Mindlin solution and the three-dimensional solution of the unified soil movement model for shielded tunneling, in the first stage, this paper considered the effects of four factors including the frontal jacking force of the shield, friction between the shield and the soil, grouting pressure at the shield tail, and soil loss rate on the vertical displacement of the existing subway pipelines during shield tunnel construction. As a result, the vertical soil displacement was obtained. The second stage combined the Pasternak foundation model with the finite difference method to propose a calculation formula for the vertical displacement of the existing overlying subway pipelines caused by shield tunnel excavation. Moreover, this paper analyzed both the effects of the frontal jacking force of the shield, grouting pressure at the shield tail, and friction between the shield and the soil on the vertical displacement of the existing subway pipelines in the three working conditions of 12, 0, and ?12 m between the tunnel excavation face and the pipeline, and the influence of different soil loss rates and pipeline rigidity on the vertical displacement of the existing subway pipelines. Finally, the numerical simulation results were compared with the measured data to analyze the variation laws in the vertical displacement of the overlying pipelines under shield excavation construction. [Findings] The vertical displacement curve of the existing overlying pipelines under shield tunnel excavation generally presents a “V” shape, with the maximum vertical displacement always located in the middle of the pipelines. [Conclusions] During shield tunnel construction, the influence exerted by the frontal jacking force of the shield and grouting pressure at the shield tail on the vertical displacement of the existing pipelines is relatively less. Additionally, the soil loss rate and friction between the shield and the soil have a greater effect on the vertical displacement of the existing pipelines, with the friction between the shield and the soil as the main factor causing the slight upward bulging at both ends of the existing pipelines. As the soil loss rate increases, the vertical settlement of the pipelines caused by shield excavation becomes more significant. The greater flexural rigidity of pipelines leads to smaller vertical settlements caused by shield excavation.

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陆小烽,黄戡,傅铁军,等.盾构施工对上覆管线竖向位移的影响分析[J].交通科学与工程,2025,41(1):41-50.
LU Xiaofeng, HUANG Kan, FU Tiejun, et al. Influence of shield construction on vertical displacement of overlying pipelines[J]. Journal of Transport Science and Engineering,2025,41(1):41-50.

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  • 收稿日期:2024-09-11
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  • 在线发布日期: 2025-02-26
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