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Frontiers of Structural and Civil Engineering

ISSN 2095-2430

ISSN 2095-2449(Online)

CN 10-1023/X

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2018 Impact Factor: 1.272

Front. Struct. Civ. Eng.    2023, Vol. 17 Issue (6) : 884-900    https://doi.org/10.1007/s11709-022-0912-3
RESEARCH ARTICLE
Weakening behavior of waterproof performance in joints of shield tunnels under adjacent constructions
Huai-Na WU1,2,3, Lei LIU1,2,3, Yuan LIU1,2,3(), Ren-Peng CHEN1,2,3, Hai-Lin WANG4, Shi-Qiang RUAN1,4, Meng FAN1,3
1. Research Center of Underground Space Advanced Technology, Hunan University, Changsha 410082, China
2. Key Laboratory of Building Safety and Energy Efficiency of the Ministry of Education, Hunan University, Changsha 410082, China
3. Department of Civil Engineering, Hunan University, Changsha 410082, China
4. Hunan Provincial Communications Planning, Survey & Design Institute Co., Ltd., Changsha 410082, China
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Abstract

Groundwater leakage in shield tunnels poses a threat to the safety and durability of tunnel structures. Disturbance of adjacent constructions during the operation of shield tunnels frequently occurs in China, leading to deformation of tunnel lining and leakage in joints. Understanding the impact of adjacent constructions on the waterproofing performance of the lining is critical for the protection of shield tunnels. In this study, the weakening behavior of waterproof performance was investigated in the joints of shield tunnels under transverse deformation induced by adjacent construction. First, the relationship between the joint opening and transverse deformation under three typical adjacent constructions (upper loading, upper excavation, and side excavation) was investigated via elaborate numerical simulations. Subsequently, the evolution of the waterproof performance of a common gasket with a joint opening was examined by establishing a coupled Eulerian–Lagrangian model of joint seepage, and a formula describing the relationship between waterproof performance and joint opening was proposed. Finally, the weakening law of waterproofing performance was investigated based on the results of the aforementioned studies. It was determined that the joints with the greatest decline in waterproof performance were located at the tunnel shoulder in the upper loading case, tunnel crown in the upper excavation case, and tunnel shoulder in the side excavation case. When the waterproof performance of these joints decreased to 50% and 30%, the transverse deformations were 60 and 90 mm under upper loading, 90 and 140 mm under upper excavation, and 45 and 70 mm under side excavation, respectively. The results provide a straightforward reference for setting a controlled deformation standard considering the waterproof performance.

Keywords shield tunnel      waterproof performance      horizontal transverse deformation      joint opening      weakening behavior     
Corresponding Author(s): Yuan LIU   
About author:

* These authors contributed equally to this work.

Online First Date: 27 July 2023    Issue Date: 30 August 2023
 Cite this article:   
Huai-Na WU,Lei LIU,Yuan LIU, et al. Weakening behavior of waterproof performance in joints of shield tunnels under adjacent constructions[J]. Front. Struct. Civ. Eng., 2023, 17(6): 884-900.
 URL:  
https://academic.hep.com.cn/fsce/EN/10.1007/s11709-022-0912-3
https://academic.hep.com.cn/fsce/EN/Y2023/V17/I6/884
Fig.1  Transverse deformation of segmental ring and leakage under the disturbance from adjacent construction: (a) upper loading; (b) upper excavation; (c) side excavation.
Fig.2  Deformation of longitudinal joints.
Fig.3  Geometry of segmental rings: (a) plan view; (b) cross section.
Fig.4  3D finite element model of segmental ring.
saturated unit weight γsat (kN/m3)Young’s modulus E (MPa)Poisson’s ratio νeffective cohesion force C (kPa)friction angle φ (° )
17.813.40.414.014.5
Tab.1  Soil parameters
parametervalueparametervalue
mass density ρ (kg/m3)2420fb0/fc01.16
Young’s modulus E (GPa)34.50.1
Poisson’s ratio ν0.2σcf (MPa)32.4
dilation angle ψ (° )38εc0 (× 10?6)379.2
invariant stress ratio Kc0.667σtf (MPa)2.64
viscosity parameter μ0.0005εt0 (× 10?6)75.1
Tab.2  Parameters of concrete damaged plasticity model for concrete C50
projectgradeconstitutive modelmass density ρ (kg/m3)Young’s modulus E (GPa)Poisson’s ratio νyield strength σs (MPa)
bent bolt8.8 gradeideal elastic–plastic model78502000.30640
rebarsHRB400ideal elastic–plastic model78502000.30400
rebarsHPB300ideal elastic–plastic model78502000.30300
Tab.3  Parameters of bent bolt and rebar
parametersurface between adjacent segmentssurface between the screw and the bolt holesurface between the segmental lining and the surrounding ground
type of contactsurface-to-surfacesurface-to-surfacesurface-to-surface
sliding formulationfinite slidingsmall slidingfinite sliding
discretization methodsurface to surfacenode to surfacesurface to surface
tangential friction formulationpenaltypenaltypenalty
tangential friction coefficient0.50.10.8
ratio of allowable maximum elastic slip0.0050.0050.005
normal pressure-overclosure“hard” contact“hard” contact“hard” contact
allow separation after contactyesyesyes
Tab.4  Interaction parameters between the numerical model
Fig.5  Loading condition of numerical model: (a) upper loading; (b) upper excavation; (c) side excavation.
Fig.6  Schematic diagram of extracting joint opening in a numerical model.
Fig.7  Tunnel deformation: (a) upper loading; (b) upper excavation; (c) side excavation.
Fig.8  Relationship between joint opening and horizontal transverse deformation: (a) upper unloading; (b) upper excavation; (c) side excavation.
Fig.9  Model size of gasket and groove (unit: mm).
Fig.10  Coupled Eulerian–Lagrangian model of water seepage.
HA (Shore A)C10 (MPa)C01 (MPa)
600.4740.118
650.5860.147
700.7360.184
730.8000.200
Tab.5  Parameters of the rubber gasket
Fig.11  Contact stress along the contact surface between gaskets.
Fig.12  Average contact stress along the contact surface between gaskets.
Fig.13  Seepage process.
Fig.14  Stress distribution of contact path in seepage process: (a) Stage A; (b) Stage B; (c) Stage C; (d) Stage D.
Fig.15  Variation in the waterproof performance with different joint openings.
joint opening (mm)θ+ (° )
10.19
20.39
30.58
40.78
50.97
61.17
71.36
81.55
91.75
101.94
Tab.6  Relationship between joint opening and rotation angle
joint opening (mm)results without rotation (MPa)results with rotation (MPa)error (%)
41.631.704.3
61.401.325.7
81.151.204.4
100.850.9410.6
Tab.7  Comparison of waterproof capacity with and without rotation
Fig.16  Comparison of waterproof performance with and without rotation.
Fig.17  Curves of waterproof performance of different joints with transverse deformation and rubber hardness: (a) upper loading; (b) upper excavation; (c) side excavation.
location of jointsupper loadingupper excavationside excavation
?Dh (mm)Pw/Pw0?Dv (mm)Pw/Pw0?Dh (mm)Pw/Pw0
tunnel left crown9050%
14030%
20078%20010%20078%
tunnel right crown9050%
14030%
20078%20010%20099%
tunnel left shoulder6050%8050%
9030%12530%
1600%20072%2004%
tunnel right shoulder6050%4550%
9030%7030%
1600%20072%1200%
tunnel left springline14550%
18530%
20092%20023%20099%
tunnel right springline14550%
18530%
20092%20023%20099%
Tab.8  Summary of degradation of joint waterproof performance induced by adjacent construction
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