Abstract

During the construction of the tunnel in soft stratum, it is often found that the unsupported span is too large, resulting in instability of the tunnel face and collapse of the vault. However, the unsupported span was often selected according to the experience of engineers in the actual construction process, which was lack of the theoretical basis. Therefore, based on the calculation model of the surrounding rock pressure of shallow buried tunnel, this paper analyzed the stability of the tunnel face and the vault and then obtained the calculation formula of the unsupported span of the shallow buried tunnel in soft rock stratum. It was pointed out that the unsupported span is not determined by the arch crown stability or the tunnel face stability alone, but by both. The rationality of the formula was verified by a centrifugal test and an engineering case. The analysis and discussion showed that the unsupported span is sensitive to the cohesion and internal friction angle of the rock-soil mass, especially the cohesion. The unsupported span of the shallow buried tunnel in the soft rock stratum is a linear function of the support pressure. The support pressure has a more significant contribution to the increase of the unsupported span by the centre cross diaphragm (CRD) method, and the unsupported span increases linearly with the increase of the support pressure. The research results provide a theoretical reference for the determination of the unsupported span for the shallow tunnel in the soft stratum.

Highlights

  • With the rapid development of the traffic system, the scale and number of urban railways and mountain tunnels have significantly increased, which means that tunnels in soft strata are increasing [1,2,3,4,5,6]

  • Based on the actual failure form of the excavation face, this paper expanded the two-dimensional calculation model of the surrounding rock pressure of the shallow tunnel into a three-dimensional model. rough the analysis of the stability of the tunnel face and the stability of the vault, the calculation formula of shallow tunnel unsupported span was derived. e rationality of the formula was verified by a centrifugal test and an engineering case. e parameters were discussed and analyzed. e research methods and results of this paper provide a reference for the theoretical calculation of the unsupported span for the shallow tunnel in the soft stratum

  • A theoretical method of the unsupported span for the shallow tunnel in soft stratum was proposed in this study

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Summary

Introduction

With the rapid development of the traffic system, the scale and number of urban railways and mountain tunnels have significantly increased, which means that tunnels in soft strata are increasing [1,2,3,4,5,6]. Based on the Janssen silos theory, Shi et al [16] proposed the Advances in Civil Engineering calculation formula for the unsupported span of the shallow buried section of the rock mass tunnel entrance, analyzing the reasonable unsupported span under the condition of different mechanical parameters. The above studies include calculation formulas for deriving the unsupported span for soil and soft rock tunnels, they are based on the premise of a stable bearing arch, the arch crown, or the face, without considering the stability of the arch crown and the face at the same time. Based on the actual failure form of the excavation face, this paper expanded the two-dimensional calculation model of the surrounding rock pressure of the shallow tunnel into a three-dimensional model. rough the analysis of the stability of the tunnel face and the stability of the vault, the calculation formula of shallow tunnel unsupported span was derived. e rationality of the formula was verified by a centrifugal test and an engineering case. e parameters were discussed and analyzed. e research methods and results of this paper provide a reference for the theoretical calculation of the unsupported span for the shallow tunnel in the soft stratum

A Calculation Method of the Unsupported Span
B Tunnel face
H H β s β A s β
Cases Study
Analysis and Discussion
Conclusions
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