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肖明清, 封坤, 王维, 王运超. 软弱地层盾构姿态偏移引起的隧道附加土压力计算方法研究[J]. 岩土工程学报. DOI: 10.11779/CJGE20240892
引用本文: 肖明清, 封坤, 王维, 王运超. 软弱地层盾构姿态偏移引起的隧道附加土压力计算方法研究[J]. 岩土工程学报. DOI: 10.11779/CJGE20240892
Study on the calculation method of additional earth pressure caused by shield attitude deviation in soft ground[J]. Chinese Journal of Geotechnical Engineering. DOI: 10.11779/CJGE20240892
Citation: Study on the calculation method of additional earth pressure caused by shield attitude deviation in soft ground[J]. Chinese Journal of Geotechnical Engineering. DOI: 10.11779/CJGE20240892

软弱地层盾构姿态偏移引起的隧道附加土压力计算方法研究

Study on the calculation method of additional earth pressure caused by shield attitude deviation in soft ground

  • 摘要: 施工过程中盾构隧道掘进轴线往往很难保持理想状态,刀盘会出现沿隧道洞周各个方向偏移的情况,导致刀盘圆心与管片圆心不重合,从而使现有盾构隧道荷载计算方法难以适用。鉴于此,本文建立了盾构姿态偏移下的地层变形分析模型,提出了盾构姿态偏移引起的隧道附加土压力计算方法,并基于既有的应力函数形式,结合一定的边界条件推导了盾构姿态偏移下隧道附加土压力计算公式。最后,通过数值计算和现场实测对附加土压力公式的合理性进行了验证,并针对主要影响参数开展了敏感性分析。结果表明:既有理论与数值计算结果在拱顶及拱底上误差较大,但二者在整体上表现出较好的吻合性;太沙基公式忽略了盾构姿态偏移对隧道土压力的影响,导致计算出的土压力与隧道实际土压力相差较大,修正公式计算结果与现场实测结果更加吻合;软弱地层中盾构姿态偏移引起的隧道附加土压力对隧道埋深变化的敏感性逐渐减弱,而对偏移量、土体弹性模量、内摩擦角及粘聚力的变化较为敏感。

     

    Abstract: During the construction process, it is often difficult to maintain the ideal state of the shield tunnel excavation axis, and the cutterhead may deviate in various directions along the tunnel circumference, resulting in the center of the cutterhead not coinciding with the center of the pipe segment, making the existing load calculation methods for shield tunnels inadequate. In view of this, an analytical model for soil deformation due to shield attitude deviation was established, and a method for calculating the additional loads resulting from such deviations was proposed. Based on the existing stress function forms and combined with certain boundary conditions, a formula for calculating the additional earth pressure due to shield attitude deviation was derived. Finally, the rationality of the additional earth pressure formula was verified through numerical calculations and in-situ tests, and sensitivity analysis was conducted on the main influencing parameters. The results show that the theoretical and numerical calculations show significant discrepancies at the crown and invert, but overall exhibit good agreement. The Terzaghi formula ignores the influence of shield attitude offset on the earth pressure of the tunnel, which leads to a large difference between the calculated earth pressure and the actual earth pressure of the tunnel. And the value of the modified formula is more consistent with the value of in-situ tests. And the deviation-induced additional earth pressure in soft ground is less sensitive to the change of tunnel depth gradually. Conversely, it is more sensitive to the change of deviation, soil elastic modulus, internal friction angle or cohesive.

     

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