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隧道建设(中英文) ›› 2026, Vol. 46 ›› Issue (5): 1016-1027.DOI: 10.3973/j.issn.2096-4498.2026.05.010

• 研究与探索 • 上一篇    下一篇

考虑管道水平变形效应的直线钢顶管顶进力计算模型

杨市翀, 张鹏*, 李凯琦, 郭井然   

  1. (中国地质大学工程学院, 湖北 武汉 430074)
  • 出版日期:2026-05-20 发布日期:2026-05-20
  • 作者简介:杨市翀(2001—),男,江西宜春人,中国地质大学(武汉)土木水利专业在读硕士,研究方向为非开挖顶管技术。E-mail: yangshichong1220@163.com。*通信作者: 张鹏, Email: cugpengzhang@cug.edu.cn。

Calculation Model for Jacking Force of Straight Steel Pipe Jacking Considering Lateral Deformation Effect

YANG Shichong, ZHANG Peng*, LI Kaiqi, GUO Jingran   

  1. (Faculty of Engineering, China University of Geosciences, Wuhan 430074, Hubei, China)
  • Online:2026-05-20 Published:2026-05-20

摘要:

为解决钢顶管顶进力计算中因忽略管道水平变形效应引起的侧摩阻力而导致预测精度不足的难题,在管土全接触模型基础上,结合Spangler埋地柔性管道水平变形理论,基于管土协调表面接触以及土拱效应,提出柔性管道顶管土压力重分布模式,利用弹性中心法求解管道水平方向变形量以及土压力,从而构建考虑钢管环向变形效应的管周土压力模型。在此基础上,考虑环空泥浆的支撑和减阻作用,提出顶管侧摩阻力计算新方法,结合现有迎面阻力模型,最终建立钢管水平变形效应下的顶进力计算理论,并通过工程案例进行验证,同时作参数化分析。结果表明: 1)钢管环向变形计算需同时考虑管周土压力和管道净浮力的共同作用,管侧水平土压力采用单侧水平变形量乘以土体反力系数计算,案例中钢顶管水平变形量达到管径的8‰,最大水平附加土压力达到125.26 kN/m2,不容忽视。2)顶进力实测值基本介于顶进力计算公式预测值的上下限之间,公式下限预测值平均误差为-19.3%,最小误差为-0.2%,优于规范公式,验证了模型的可行性,且大埋深、薄壁钢管以及软弱地层条件下变形效应对顶进力影响更显著;同时,考虑管道水平变形效应的管侧土压力明显大于刚性管道计算公式中基于主动土压力的计算值,且更加符合实际工程的受力情况。

关键词: 钢顶管, 水平变形效应, 顶进力, 管周土压力, 注浆减阻

Abstract:

Steel pipe jacking force calculation often ignores the lateral frictional resistance induced by the pipe horizontal deformation effect, resulting in insufficient prediction accuracy. To address this challenge, a soil pressure redistribution pattern for flexible pipe jacking is proposed based on the pipe-soil full-contact model, Spangler’s lateral deformation theory of buried flexible pipelines, pipe-soil coordinated interface contact, and soil arching effect. Next, an elastic center method is used to calculate the pipe horizontal deformation and soil pressure, and a surrounding soil pressure model is established for steel pipes considering the circumferential deformation effect. Subsequently, a novel calculation method for the lateral frictional resistance of pipe jacking is proposed considering the supporting and drag-reduction effects of slurry in the ring gap. Finally, a theoretical formula for the jacking force that considers the steel pipe horizontal deformation effect is established based on an existing face resistance model. The theoretical formula is verified by engineering cases, and parametric analysis is conducted simultaneously. The results show the following. (1) The calculation of steel pipe circumferential deformation should comprehensively consider the combined action of surrounding soil pressure and net buoyancy of pipes. The lateral soil pressure on the side of pipes can be calculated by multiplying the unilateral horizontal deformation by the soil reaction coefficient. In the engineering case, the steel pipe lateral deformation reaches 8‰ of the pipe diameter, and the maximum additional lateral soil pressure is up to 125.26 kN/m2, which cannot be neglected. (2) The measured jacking force values are within the upper and lower limits calculated using the proposed formula. For the lower limit of the formula, the average calculation error is -19.3%, and the minimum error is -0.2%, which is superior to the code-specified formula and verifies the feasibility of the proposed model. The deformation effect on the jacking force is more pronounced under large burial depth, thin-walled steel pipe, and weak-stratum conditions. Meanwhile, the pipe-side soil pressure considering the pipe horizontal deformation effect is larger than the value calculated by the active earth pressure formula for rigid pipes, which is more consistent with the actual stress state of engineering practices.

Key words: steel pipe jacking, horizontal deformation effect, jacking force, earth pressure around pipe, grouting friction reduction