Evaluation of Tunnel Elastic and Elasto-Plastic Deformations with Approximations Obtained from 3D-FEM Simulations

Luisa Equihua-Anguiano, Emmanuel Álvarez-Cornejo, Yajaira Concha-Sánchez
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Abstract

Nowadays, there are computer tools designed to simulate engineering problems. Numerical simulations in three dimensions (3D) are the closest to reality, but they require a significant amount of time and experience. In this paper, the aim is to present formulae and graphs obtained from numerical simulations using the finite element method (FEM). Their application decreases the time required to obtain deformations in the periphery of different tunnel sections and further serves to evaluate them for different excavation lengths in the face of unexpected geotechnical changes during drilling. Using the RS2 and RS3 software, 3D analyses were carried out according to the Mohr-Coulomb (MC) model, considering elastic and elasto-plastic perfect behaviors as well as isotropic and anisotropic conditions. The graphs presented herein allow obtaining displacements from an axisymmetric model to infer the 3D displacements horseshoe tunnels, and the polynomial expressions aid in determining the displacements of an established excavation length. Finally, comparisons between the displacements reported by other authors and those obtained with the polynomial expressions are presented as a means of validation for this research.
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基于三维有限元模拟的隧道弹性和弹塑性变形近似评估
现在,有一些计算机工具被设计用来模拟工程问题。三维(3D)的数值模拟最接近现实,但它们需要大量的时间和经验。本文的目的是给出用有限元法(FEM)进行数值模拟得到的公式和图形。它们的应用减少了获取不同隧道断面周边变形所需的时间,并进一步用于在钻孔过程中面对意外岩土变化时对不同开挖长度的变形进行评估。利用RS2和RS3软件,根据Mohr-Coulomb (MC)模型进行三维分析,考虑弹性和弹塑性完美行为以及各向同性和各向异性条件。本文提供的图形允许从轴对称模型中获得位移来推断马蹄形隧道的三维位移,并且多项式表达式有助于确定确定开挖长度的位移。最后,将其他作者报告的位移与用多项式表达式得到的位移进行比较,作为验证本研究的一种手段。
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