Calculation method for earth pressure and deformation of transverse pipe roof considering micro-arching effect

Pipe curtains are often used for pre-reinforcement to control surface settlement when excavating shallow-buried, large-span tunnels. There are two types of pipe curtain installation methods: longitudinal and transverse. The transverse pipe curtain construction can form a rigid transverse bearing system before tunnel excavation. This study investigates the deformation development of the pipe curtain, the soil pressure acting on the pipe curtain. The results indicate that the pattern of the deflection deformation of the pipe curtain is similar to the pattern of surface settlement. Considering the effect of soil arching between the pipes, a multilayer parabolic curve is used to characterize the shape of the soil arch. The soil arch can inhibit ground relaxation and reduce surface settlement. Based on the stress deflection theory, a multilayer parabolic arch model is established, and a method for calculating the loose soil pressure above the transverse pipe curtain is proposed. Combining this calculation method with the elastic foundation beam model of the Pasternak theory, a deformation calculation method for the pipe curtain at different excavation stages is developed. This method is compared and validated with field measurements and numerical simulation results. The proposed calculation method provides support for the design of transverse pipe curtains.

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Publication Details

Journal
KSCE Journal of Civil Engineering
Published
2025-06-11
DOI
https://doi.org/10.1016/j.kscej.2025.100306
Citations
1
Primary Topic
Geotechnical Engineering and Underground Structures
Type
article
Field-Weighted Citation Impact
0.95

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article

Calculation method for earth pressure and deformation of transverse pipe roof considering micro-arching effect

Liangwei Li, Xueyu Zhang, Shengzhi Wu, Xun Li et al.
1 citations
KSCE Journal of Civil Engineering
Geotechnical Engineering and Underground Structures
0.95
article

Calculation method for earth pressure and deformation of transverse pipe roof considering micro-arching effect

Liangwei Li, Xueyu Zhang, Shengzhi Wu, Xun Li, Jun Wang, Zhiwei He, Sisi Tong
article en
1 citations

Abstract

Pipe curtains are often used for pre-reinforcement to control surface settlement when excavating shallow-buried, large-span tunnels. There are two types of pipe curtain installation methods: longitudinal and transverse. The transverse pipe curtain construction can form a rigid transverse bearing system before tunnel excavation. This study investigates the deformation development of the pipe curtain, the soil pressure acting on the pipe curtain. The results indicate that the pattern of the deflection deformation of the pipe curtain is similar to the pattern of surface settlement. Considering the effect of soil arching between the pipes, a multilayer parabolic curve is used to characterize the shape of the soil arch. The soil arch can inhibit ground relaxation and reduce surface settlement. Based on the stress deflection theory, a multilayer parabolic arch model is established, and a method for calculating the loose soil pressure above the transverse pipe curtain is proposed. Combining this calculation method with the elastic foundation beam model of the Pasternak theory, a deformation calculation method for the pipe curtain at different excavation stages is developed. This method is compared and validated with field measurements and numerical simulation results. The proposed calculation method provides support for the design of transverse pipe curtains.

KSCE Journal of Civil EngineeringVol. 30(1)
China Railway Group (China) (CN), Shandong Jianzhu University (CN)
Natural Science Foundation of Shandong Province
Sustainable cities and communities
Openalex Percentile: Top 25%
Geotechnical Engineering and Underground Structures
0.95
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Calculation method for earth pressure and deformation of transverse pipe roof considering micro-arching effect — Liangwei Li, Xueyu Zhang, et al. · KSCE Journal of Civil Engineering (2025) | TGRS Research Map | TGRS