大跨度钢箱梁斜拉桥顶推施工中的关键技术研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
顶推法施工越来越多地应用于钢箱梁桥的架设之中,但是目前钢箱梁顶推法施工中存在着诸多尚待解决的问题。本文以宁波市福明桥为工程背景,对钢箱梁斜拉桥顶推过程中的部分关键问题进行研究,以期为今后同类桥梁的设计和施工提供参考。
     本文首先介绍了顶推施工工艺,分析了顶推施工中钢箱梁产生累积制造误差的原因,并给出了制造误差引起的主梁次内力的计算方法。在此基础上,以减小累积制造误差为目的,对临时墩的位置进行了优化,得到了满足主梁累积制造误差最小的临时墩位置。然后,通过建立顶推施工的杆系有限元模型,分析了梁体在顶推过程中的反力、内力和变形的变化规律,找出了主梁的最不利受力工况。基于该模型,对施工过程中梁体横截面温差引起的梁体反力、内力和变形的变化规律进行了探讨。最后,采用ANSYS软件中的混合梁-壳单元法,对前述主梁的最不利受力工况进行精细有限元分析,得到了支承点附近各板件的应力状态。进一步地,讨论了底板、腹板、横隔板、支承点处横肋和纵肋等板件厚度等对梁体局部受力性能的影响,并给出了改进方案。
Incremental launching method is increasingly used in the constrution of steel box girder bridge, whereas there are several pressing issues. Fuming bridge, a cable-stayed bridge with steel box girder in Ningbo City, is taken as an example in this thesis. Some key technologies in the incremental lauching construction of it are discussed and studied, which provides a reference for the design and construction of similar bridge type.
     Firstly, this thesis describes the technologies of incremental launching construction. The reasons of the cumulative manufacturing errors of steel box girder are analyzed, and then the caculation method of secondary interal force caused by manufacturing errors is proposed. On this basis, the location of the temporary pier is optimized in a simplimied model to reduce the cumulative manufacturing errors.
     Secondly, a bar system FEM model is established to investigate the variation trend of the reaction force, internal force and deformation of the steel box girder during the incremental launching process, and the mose unfavorable loading state is identified. Based on the same model, the reaction force, internal force and deformation of the steel box girder caused by its cross-section temperature difference are studied.
     Finally, based on the mixed beam and shell elements method of ANSYS software, a precise analysis of the most unfavourable loading state of the steel box girder is carried out, and the stress distribution of each panel near the supporting point is obtained. Furthmore, the thickness of bottom, webs, diaphragms, transverse ribs and longitudinal ribs of the steel box girder which have great influences on its local stress state are discussed and several improving suggestions are put forwad.
引文
[1]李亚东,桥梁工程概论[M],成都:西南交通大学出版社,2006
    [2]Gimsing N.J.Cable Supported Bridge,Concept and Design[M],New York,John Wiley and Sons,1983
    [3]项海帆,高等桥梁结构理论[M],北京:人民交通出版社,2001
    [4]林元培,斜拉桥[M],北京:人民交通出版社,2004
    [5]陈明宪,斜拉桥的发展与展望[J],中外公路,2006年第4期
    [6]艾国柱,斜拉桥通鉴[M],成都:西南交通大学出版社,2011
    [7]严国敏,现代斜拉桥[M],成都:西南交通大学出版社,1996
    [8]范立础,桥梁工程(上册)[M],北京:人民交通出版社,2001
    [9]罗建华,付润生,桥梁施工技术[M],成都:西南交通大学出版社,2009.08
    [10]小西一郎,钢桥[M],北京:中国铁道出版社,1980
    [11]Michel VirlogeuxClaude Servant, Jean-Marie,et al.Millau Viaduct,France[J],Structral Engineering International,2005,(1):4-7
    [12]Sue Armstrong,The Millau Viaduct:A Steel Deck[J],New Sletter,2004,(4):16-17
    [13]杨辉,钢箱梁步履式平移顶推受力特性与施工技术[D],南昌大学硕士论文,2010.12
    [14]赵如东,连续梁顶推技术的新发展[J],水运工程,2004.03
    [15]涂满明,洪山庙大桥钢桥顶推技术[J],铁道建筑,2003.06
    [16]王俊,大跨度变曲率竖曲线钢箱梁顶推施工仿真优化[D],长沙理工大学硕士论文,2009.04
    [17]苏魁,钢箱梁斜拉桥顶推施工关键问题研究[D],同济大学硕士论文,2006.03
    [18]宋延旭,顶推施工阶段钢箱梁受力性能分析[D],北京交通大学硕士论文,2010.12
    [19]汤俊生,PC梁顶推技术的回顾与展望[J],桥梁建设,1996, (1),11-14
    [20]张晓东,桥梁顶推施工技术[J],公路,2003.09
    [21]许克宾,桥梁施工[M],北京:中国建筑工业出版社,2005.01
    [22]N J Beaney,J M.Martin,Design and construction of Dornoch Firth Bridge,Construction Proceedings of Institution Civil Engineering[J],Transportation,Aug 1993
    [23]James. A Skeet,W B Lester, and Calvin T McClar,Incremental Launch The Stoney Trail Bridge [J],Concrete International,Feb 1998
    [24]赵志平,桥梁顶推施工的精度探讨[J],桥梁建设,1994.02
    [25]王卫锋,林俊峰,马文田,顶推施工中临时墩位置对梁体制造误差的影响[J],华南理工大学学报,2006.09
    [26]杜正国,结构力学教程[M],成都:西南交通大学出版社,2004
    [27]刘士林,梁智涛,候金龙,等,斜拉桥[M],北京:人民交通出版社,2002
    [28]雷俊卿,郑明珠,徐恭义,悬索桥设计[M],北京:人民交通出版社,2002
    [29]邢中凯,钢箱梁正交异性桥面板受力特性及计算方法分析研究[D],同济大学硕士论文,2003
    [30]辛济平,万国朝,张文,等,美国公路桥梁设计规范[M],北京:人民交通出版社,1998
    [31]日本道路协会,道路桥示方书(同解说)[M],东京:丸善株式会社,2001
    [32]苏庆田,吴冲,董冰,斜拉桥扁平钢箱梁的有限混合单元法分析[J],同济大学学报,2005.06
    [33]王勖成,邵敏,有限单元法基本原理和数值方法[M],北京:清华大学出版社,1997
    [34]王新敏,ANSYS工程结构数值分析[M],北京:人民交通出版社,2007
    [35]张立明,Algor、Ansys在桥梁工程中的应用方法与实例[M],北京:人民交通出版社,2003
    [36]李立峰,正交异性钢箱梁局部稳定分析理论及模型试验研究[D],湖南大学博士论文,2005
    [37]Smith K.Environmental Hazads:Assessing Risk and Reducing Disaster[M],Lond on:Ro-utledge,1996
    [38]MJ.Pennock,YY.Haimes.Principles and guidelines for project risk management[J].Syst-ems engineering,2002,(5),56-58
    [39]M.Rosignoli,Prestressing Schemes for Incremental Launched Bridges [J] Journal of Bri-dge Engineering,1999,4(2):107-115
    [40]M.Rosignoli,Misplacement of Launching Bearing in PC Launched Bridges [J], Journal of Bridge Engineering,1998,3(4):170-176
    [41]赵利平,尹超欲,肖剑,张建球,武汉二七长江大桥钢槽梁顶推中局部应力监测与分析[J],交通科学与工程,2012.03
    [42]徐化轩,一座采用多项新技术、新工艺的顶推梁桥的设计与施工[J],公路,2002.05
    [43]Juan A Sobrino.Moving at the Speed of Steel [J],Civil Engineering,ASCE,2008, (4):6-9
    [44]陈炳坤,法国旺塔布朗高速铁路桥[J],国外桥梁,2000年第1期
    [45]彭刚,韩雪冬,温俊魁,大跨径钢桁架梁整体顶推施工仿真计算分析及与平面分析对比[J],四川建筑科学研究,2012年第2期
    [46]Montagnon M. Le Viaduc de Verrieres:Un Facteur Important de Desendavement du Massif Central[J],Chantiers de France,1999,(325):7-14
    [47]Bouchon E, Gillet G, Bouvy B,e t al, Les Etudes du Viaduc de Verrieres[J], Ouvrages d'Art,2001,(6):3-13
    [48]陈鸣,罗承斌,吴启和,张永涛,游新鹏,苏通大桥主桥中跨顶推辅助合龙技术[J],中国工程科学,2009年第3期
    [49]张治成,匡勇江,韩晗,汪劲丰,顶推法槽形钢梁在局部荷载作用下的极限承载力[J],结构工程师,2011年第6期
    [50]Roberts T M, Newark A B, Strength of Webs Subjected to Compressive Edge Loading [J],Journal of Structural Engineering,1997,123(2):176-783
    [51]Graciano Carlos,Strength of Longitudinally Stiffened Weds Subjected to Concentrated Loading[J],Journal of Structural Engineering,2005,131(2),268-278
    [52]Uwe S,Cable-stayed Bridge Concept for Longer Spans[J], Journal of Bridge Engineeri-ng(ASCE),1996,1(3):99-103
    [53]Mounir E M,Kassim M T,Finite-element Analysis of Steel Girder Highway Bridges[J], Journal of Bridge Engineering(ASCE),1997,2(3):83-87
    [54]Shu H S,Wang Y C,Stability Analysis of Box-girder Cable-Stayed[J], Journal of Bridge Engineering(ASCE),2001,6(1):63-68