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Upper-bound finite element analysis of stability of tunnel face subjected to surcharge loading in cohesive-frictional soil

机译:黏性摩擦土中超载下隧道工作面稳定性的上限有限元分析

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摘要

The stability of a plane strain tunnel face in a cohesive-frictional soil (idealized as a homogeneously Mohr-Coulomb material) subjected to ground surface surcharge loading was investigated. Continuous loading is applied to the ground surface, and both smooth and rough interface conditions are modeled. The upper-bound solutions with critical load parameters for a practical range of tunnel depth-to-height values, as well as the soil properties, are obtained by using the Upper-bound Finite Element Method with Rigid Translatory Moving Elements (UBFEM-RTME). For practical use, the results are presented in the form of dimensionless stability charts. Failure mechanisms consisting of two groups of slip lines, which explicitly reflect the relative movement of blocks, are also presented. To verify the solutions, the Upper-bound Finite Element Method with Plastic Deformation Elements (UMFEM-PDE) has been developed and the collapsed loads are compared with those from UBFEM-RTME. The solutions obtained with these two upper-bound finite element methods are found to be in good agreement with each other.
机译:研究了承受地面附加载荷的粘性摩擦土(理想化为均质的Mohr-Coulomb材料)中的平面应变隧道面的稳定性。对地面施加连续载荷,并对光滑和粗糙的界面条件都进行了建模。通过使用具有刚性平移运动元件的上限有限元方法(UBFEM-RTME),可以得到具有实际载荷范围的关键荷载参数的上限解,以及隧道的土性。 。对于实际使用,结果以无量纲稳定性图的形式显示。还介绍了由两组滑移线组成的失效机制,这些滑移线明确反映了滑块的相对运动。为了验证解决方案,已开发了带有塑性变形元素的上限有限元方法(UMFEM-PDE),并将坍塌荷载与UBFEM-RTME的荷载进行了比较。发现用这两种上限有限元方法获得的解彼此非常一致。

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