Abstract

Circular and rectangular tunnel shapes are usually chosen when excavating at shallow depths in urban areas. However, special-shaped tunnels such as sub-rectangular tunnels have recently been used to overcome some drawbacks of circular and rectangular tunnels in terms of low space utilization efficiency and stress concentration, respectively. In the literature, experimental studies as well as analytical and numerical models have been developed for the seismic analysis and vulnerability assessment of circular and rectangular tunnels since the early 1990s. However, knowledge gaps regarding the behavior of sub-rectangular tunnels under seismic loading remain and still need to be bridged. The present paper focuses on introducing a numerical analysis of sub-rectangular tunnels under seismic loading. The numerical model of sub-rectangular tunnels is developed based on the numerical analyses of circular tunnels validated by comparing well-known, analytical solutions. This paper aims to highlight the differences between the behavior of sub-rectangular tunnels compared with circular tunnels when subjected to seismic loadings. Special attention is paid to the soil–lining interface conditions. The influence of parameters, such as soil deformations, maximum horizontal acceleration, and lining thickness, on sub-rectangular tunnel behavior under seismic loading is also investigated. The results indicate a significant behavior difference between sub-rectangular and circular tunnels. The absolute extreme incremental bending moments for a circular tunnel (no-slip condition) are smaller than that for the corresponding full-slip condition. The absolute extreme incremental bending moments of sub-rectangular tunnels (no-slip condition) are, however, greater than the corresponding full-slip conditions.

Highlights

  • Circular- and rectangular-shaped tunnels are frequent choices when such structures are excavated at shallow depths [1,2,3,4], in urban areas

  • A 2D finite-difference numerical model of a sub-rectangular tunnel under seismic loading is proposed. It is developed based on the modeling of a circular tunnel, which is validated by comparing the results obtained using well-known analytical solutions [9,12,16]

  • Based on the above comparison between the analytical solution and numerical model when considering Young’s modulus E, horizontal seismic acceleration aH, and tunnel lining thickness t, which show good agreement between the analytical solution and numerical model, it is reasonable to conclude that the circular tunnel numerical model developed can be used to investigate the behavior of circular tunnels subjected to seismic loadings

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Summary

Introduction

Circular- and rectangular-shaped tunnels are frequent choices when such structures are excavated at shallow depths [1,2,3,4], in urban areas. Special-shaped tunnels based on a combination of circular and rectangular shapes can be a good solution, as they have a higher space utilization efficiency than that of circular tunnels They help to eliminate stress concentrations at the corners [5] and can have a greater bearing capacity. A 2D finite-difference numerical model of a sub-rectangular tunnel under seismic loading is proposed. It is developed based on the modeling of a circular tunnel, which is validated by comparing the results obtained using well-known analytical solutions [9,12,16]. Different behaviors of sub-rectangular- and circular-shaped tunnels under seismic loadings were compared based on numerical modeling

Reference Sub-Rectangular Tunnel Case Study—Shanghai Metro Tunnel
Numerical Model for the Circular Tunnel
Effect of the Peak Horizontal Seismic
5: Mmax-Flac3D-ns
Effect of the Soil Young’s
Effect of the Lining Thickness
Development of a Numerical
Development of a Numerical Model for Sub-Rectangular Tunnels
Parametric
Distribution
Effect of the
Effect of the Soil
Effect the also
12. Effect
Findings
Conclusions
Full Text
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