Abstract

Evolution characteristics analysis of pressure-arch in a double-arch tunnel

Highlights

  • The double-arch tunnel is a special tunnel and its lining structures between two adjacent tunnels are supported by the pillar between them

  • The evolution process and the skewed effect (The geometry and deformation parameters of the pressure-arch are not symmetrical after the double-arch tunnel being excavated, we called these characteristics the skewed effect) of the pressure-arch under the step-by-step excavation are essential problems, which have been of wide concern for the scholars and technical personnel in the field of engineering

  • Yang et al analysed the stability of the pressure arch and the instability failure modes after the tunnel excavation using similar model test, [14]

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Summary

Introduction

The double-arch tunnel is a special tunnel and its lining structures between two adjacent tunnels are supported by the pillar between them. Kovari first found there was a pressure-arch effect in the loose rock with the tunnel excavation [3]. The Chinese scholars such as Li et al monitored the construction deformation of the large span multi-arch tunnel under complex geological conditions, and proposed the engineering measures to control the large deformation [10]. Zhu et al analysed the construction sequence and the supporting force of the shallow-buried tunnel by numerical simulation method [11]. Combining physical model experiment with numerical simulation, Jin et al analysed the temporal-spatial effect of the force and deformation of the supporting structure of the six-lane multi-arch tunnel [12]. Taking the double-arch tunnel as an example, the evolution mechanism and the skewed effect of the pressure-arch during step-by-step excavation need to be further studied

Pressure-arch shape-parameters of double-arch tunnel
Simulation analysis schemes
Evolution process and morphological character of the pressure-arch
Skewed effect analysis of the pressure-arch in the double-arch tunnel
Strain energy entropy analysis of the pressure-arch evolution process
Geometric size effect
Stress state effect
Conclusion

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