空隙(复合材料)
开裂
材料科学
机制(生物学)
结构工程
扩展有限元法
复合材料
法律工程学
工程类
有限元法
物理
量子力学
作者
Tiantao Zhang,Zengchuan Kou,Xuesen Zhang,Yuexiang Li,Quanyi Xie,Meng Ding,Gaohang Lv
标识
DOI:10.1080/15376494.2023.2294830
摘要
Various diseases such as lining defects, structural cracking, and water leakage are common in tunnel operation. Therefore, this paper considers the research object of the highway tunnel with typical lining defects, namely voids behind the lining. The stress distribution and crack distribution of the void behind the lining were analyzed by numerical simulation based on XFEM, and the cracking mode of the lining was studied by model test. According to the results:(1) The voids behind the tunnel lining change the stress distribution characteristics of the lining, and the lining structure within is stretched, significantly reducing the overall safety of the lining structure. Equation(2)(2) Kθ=limn→02πrσθ= cos θ2[KΙ2(1+ cos θ)−3KII2sin θ](2) With the expansion of the void range (i.e. the void toroidal range and radial length), the lining area corresponding to the void is easy to crack, and the expansion of the void range leads to the increase of the crack area, which is also verified by the model test results. Equation(3)(3) ∂Kθ∂θ|θ = θ0=0(3) A safety factor analyzes the bearing capacity of the lining structure. The safety factor of the lining area corresponding to the void is reduced, which is consistent with the results obtained by the XFEM method for the calculation of lining cracking, which proves that the XFEM method can be applied to the safety calculation of tunnel lining structure.
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