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On-line Access: 2024-08-27
Received: 2023-10-17
Revision Accepted: 2024-05-08
Crosschecked: 2022-11-28
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Dong-mei ZHANG, Xiang-hong BU, Jian PANG, Wen-ding ZHOU, Yan JIANG, Kai JIA, Guang-hua YANG. Soil effect on the bearing capacity of a double-lining structure under internal water pressure[J]. Journal of Zhejiang University Science A,in press.Frontiers of Information Technology & Electronic Engineering,in press.https://doi.org/10.1631/jzus.A2200215 @article{title="Soil effect on the bearing capacity of a double-lining structure under internal water pressure", %0 Journal Article TY - JOUR
围岩-双层衬砌联合承载能力研究机构:1同济大学,地下建筑与工程系,中国上海,200092;2同济大学,岩土及地下工程教育部重点实验室,中国上海,200092;3国网天津电力公司建设分公司,中国天津,300143;4广东省水利水电科学研究院,中国广东,510610;5郑州大学,水利科学与工程学院,中国郑州,450001 目的:盾构隧道双层衬砌广泛应用于输水隧道,然而围岩的承载作用一直被忽略。本文通过模型试验揭示围岩-双层衬砌的共同承载特性,为高内水压输水隧道的围岩-双层衬砌共同承载设计方法提供支撑。 创新点:1.揭示围岩条件对围岩-双层衬砌联合承载能力的影响规律;2.建立围岩-双层衬砌联合承载理论解析方法。 方法:1.通过模型实验,分析不同围岩条件下(砂性土、强风化泥质粉砂岩)双层衬砌内水压受力变形特性,并确定围岩和双层衬砌内水压承载比例以及围岩对双层衬砌承载能力的影响(图1和2);2.通过解析方法,揭示围岩承载比例随围岩弹性模量的变化规律(图22和23),并提出承载比例的内衬厚度优化设计方法。 结论:1.内水压作用下,围岩承载能力与围岩弹性模量和衬砌变形状态有关;双层衬砌未开裂时,砂性土围岩承担3.7%的内水压,而围岩为强风化岩石时,其贡献上升至10.4%;双层衬砌开裂后,围岩在承受内水压方面起着更重要作用,即砂性土和强风化岩石的分担比分别为10.5%和27.8%。2.隧道设计中应考虑围岩承载内水压能力的影响。 关键词组: Darkslateblue:Affiliate; Royal Blue:Author; Turquoise:Article
Reference[1]CEB (Comité Euro-International du Beton), 1985. CEB Design Manual on Cracking and Deformation. Bulletin d’information No. 158, Paris, France. ![]() [2]ChenQJ, WangJC, HuangWM, et al., 2020. Analytical solution for a jointed shield tunnel lining reinforced by secondary linings. International Journal of Mechanical Sciences, 185:105813. ![]() [3]GuoCX, HanKH, ShiLL, et al., 2019. Superiority analysis of composite structure of initial lining segment and secondary lining molded concrete. Journal of Coastal Research, 83(S1):300-304. ![]() [4]GuoR, ZhangMY, XieHM, et al., 2019. Model test study of the mechanical characteristics of the lining structure for an urban deep drainage shield tunnel. Tunnelling and Underground Space Technology, 91:103014. ![]() [5]HuangX, LiuW, ZhangZX, et al., 2019. Exploring the three-dimensional response of a water storage and sewage tunnel based on full-scale loading tests. Tunnelling and Underground Space Technology, 88:156-168. ![]() [6]HuangX, LiuW, ZhangZX, et al., 2020. Structural behavior of segmental tunnel linings for a large stormwater storage tunnel: insight from full-scale loading tests. Tunnelling and Underground Space Technology, 99:103376. ![]() [7]HuangZK, ZhangDM, PitilakisK, et al., 2022a. Resilience assessment of tunnels: framework and application for tunnels in alluvial deposits exposed to seismic hazard. Soil Dynamics and Earthquake Engineering, 162:107456. ![]() [8]HuangZK, ArgyroudisS, ZhangDM, et al., 2022b. Time-dependent fragility functions for circular tunnels in soft soils. ASCE-ASME Journal of Risk and Uncertainty in Engineering Systems, Part A: Civil Engineering, 8(3):04022030. ![]() [9]LiSH, ZhangMJ, LiPF, 2021. Analytical solutions to ground settlement induced by ground loss and construction loadings during curved shield tunneling. Journal of Zhejiang University-SCIENCE A (Applied Physics & Engineering), 22(4):296-313. ![]() [10]LiuDJ, WangF, ZhangDM, et al., 2019. Interfacial stresses of shield tunnel strengthened by a thin plate at inner surface. Tunnelling and Underground Space Technology, 91:103021. ![]() [11]SchleissAJ, 1997. Design of reinforced concrete lining for pressure tunnels and shafts. International Journal on Hydropower and Dams, 4(3):88-94. ![]() [12]SimanjuntakTDYF, MarenceM, MynettAE, et al., 2014. Pressure tunnels in non-uniform in situ stress conditions. Tunnelling and Underground Space Technology, 42:227-236. ![]() [13]SongF, WangHN, JiangMJ, 2018. Analytical solutions for lined circular tunnels in viscoelastic rock considering various interface conditions. Applied Mathematical Modelling, 55:109-130. ![]() [14]StramandinoliRSB, La RovereHL, 2008. An efficient tension-stiffening model for nonlinear analysis of reinforced concrete members. Engineering Structures, 30(7):2069-2080. ![]() [15]SuJ, BloodworthA, 2016. Interface parameters of composite sprayed concrete linings in soft ground with spray-applied waterproofing. Tunnelling and Underground Space Technology, 59:170-182. ![]() [16]TakamatsuN, MurakamiH, KoizumiA, 1992. A study on the bending behaviour in the longitudinal direction of shield tunnels with secondary linings. Proceedings of the International Congress Towards New Worlds in Tunnelling, p.277-285. ![]() [17]WangSM, JianYQ, LuXX, et al., 2019a. Study on load distribution characteristics of secondary lining of shield under different construction time. Tunnelling and Underground Space Technology, 89:25-37. ![]() [18]WangSM, RuanL, ShenXZ, et al., 2019b. Investigation of the mechanical properties of double lining structure of shield tunnel with different joint surface. Tunnelling and Underground Space Technology, 90:404-419. ![]() [19]Working Group No. 2, International Tunnelling Association, 2000. Guidelines for the design of shield tunnel lining. Tunnelling and Underground Space Technology, 15(3):303-331. ![]() [20]YanQX, YaoCF, YangWB, et al., 2015. An improved num ![]() [21]erical model of shield tunnel with double lining and its applications. Advance in Materials Science and Engineering, 2015:430879. ![]() [22]YangF, CaoSR, QinG, 2018. Mechanical behavior of two kinds of prestressed composite linings: a case study of the Yellow River crossing tunnel in China. Tunnelling and Underground Space Technology, 79:96-109. ![]() [23]ZhaiWZ, ChapmanD, ZhangDM, et al., 2020. Experimental study on the effectiveness of strengthening over-deformed segmental tunnel lining by steel plates. Tunnelling and Underground Space Technology, 104:103530. ![]() [24]ZhangHM, GuoC, LvGL, 2001a. Mechanical model for shield pressure tunnel with secondary linings. Journal of Hydraulic Engineering, 32(4):28-33 (in Chinese). ![]() [25]ZhangHM, CheFX, XiaMY, 2001b. Study on loads test of shied tunnel segment reinforced by double linings. Journal of Tongji University, 29(7):779-783 (in Chinese). ![]() [26]ZhangJZ, HuangHW, ZhangDM, et al., 2021. Effect of ground surface surcharge on deformational performance of tunnel in spatially variable soil. Computers and Geotechnics, 136:104229. ![]() [27]ZhangXD, WangJC, ChenQJ, et al., 2021. Analytical method for segmental tunnel linings reinforced by secondary lining considering interfacial slippage and detachment. International Journal of Geomechanics, 21(6):04021084. ![]() [28]ZhouYF, SuK, WuHG, 2015. Hydro-mechanical interaction analysis of high pressure hydraulic tunnel. Tunnelling and Underground Space Technology, 47:28-34. ![]() Journal of Zhejiang University-SCIENCE, 38 Zheda Road, Hangzhou
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