期刊文献+

铁路上承式拱桥上无缝线路断缝影响因素 被引量:6

Influencing factors of rail broken gap of continuous welded rail on railway deck arch bridge
下载PDF
导出
摘要 运用梁轨相互作用原理,建立上承式拱桥上无缝线路断缝计算力学模型。以一座单线铁路上承式拱桥为例,分析桥梁结构、墩台刚度及股道数等因素对钢轨断缝的影响。结果表明:拱肋温差越大,钢轨断缝越大,断缝与拱肋温差近似呈线性关系;拱肋截面刚度越小、立柱墩刚度越大,钢轨断缝较大;断轨在桥上不同位置的钢轨断缝差别较大,在拱桥跨中附近断轨时,钢轨断缝达到最小;此外,小阻力扣件的铺设和桥上股道数均对断缝有不同程度的影响;采用公式法会低估钢轨断缝,建议采用梁轨相互作用法计算上承式拱桥上钢轨断缝。 Based on the theory of interaction between girder and rail,the calculation model of rail broken gap of CWR(continuous welded rail) on deck arch bridge was established.Taking a single-line railway deck arch bridge as an example,influences of bridge structure,pier stiffness and railway lines on rail broken gaps were analyzed.The results show that the higher arch ring temperature is,the larger rail broken gap is,and there is a approximate linear relationship between them.Structure with smaller arch ring stiffness and column pier stiffness has bigger rail broken gap.Rail brokens of different places on the bridge have greatly different gaps.When the rail broken is near mid-span of arch bridge,the gap gets to be minimum.In addition,small resistance fasteners laying and railway lines on the bridge both have varying degrees of impact on rail broken gap.Formula method will underestimate the rail broken gap,so it is suggested that the theory of interaction between girder and rail be used to calculate rail broken gap of deck arch bridge.
出处 《中南大学学报(自然科学版)》 EI CAS CSCD 北大核心 2013年第7期3053-3060,共8页 Journal of Central South University:Science and Technology
基金 国家自然科学基金资助项目(51008256 51078320) 西南交通大学博士创新基金(2012)
关键词 上承式拱桥 无缝线路 断缝 ABCWR软件 deck arch bridge continuous welded rail rail broken gap ABCWR software
  • 相关文献

参考文献6

二级参考文献31

  • 1SONG M K,NOH H C,CHOI C K.A New Three-di-mensional Finite Element Analysis Model of High-speedTrain-bridge Interactions[J].Engineering Structures,2003,25(13):1611-1626.
  • 2RUGE P,BIRK C.Longitudinal Track-bridge Interactiondue to Sudden Change of Coupling Interface[J].Comput-ers&Structures,2007,85(7-8):458-475.
  • 3BATTINI J M,MAHIR U K.A Simple Finite Element toConsider the Non-linear Influence of the Ballast on Vibra-tions of Railway Bridges[J].Engineering Structures,2011,33(9):2597-2602.
  • 4ERNST J H.Der E-Medul von Seilen unter Berücksich Ti-gungdes Durchhanges[J].Der Bauingenieur,1965,40(2):52-55.
  • 5中华人民共和国铁道部.铁建设函[2003]205新建铁路桥上无缝线路设计暂行规定[S].北京:中国铁道出版社,2003.
  • 6FREIRE A M S,NEGRAO J H O,LOPESB A V.Geo-metrical Nonlinearities on the Static Analysis of HighlyFlexible Steel Cable-stayed Bridges[J].Computers&Structures,2006,84(31-32):2128-2140.
  • 7Bridge Research Institute of Railway Bridge Authority.DS899/59 Special procedures on railway Shinkansenbridge[S].Bridge Research Institute of Railway BridgeAuthority,1991.
  • 8中铁第四勘察设计院集团有限公司,中铁二院工程集团有限责任公司,中国铁道科学研究院.铁路无缝线路设计规范(送审稿)[S].北京:铁道部经济规划研究院,2008.
  • 9LIM N H,PARK N H,KANG Y J.Stability of Contin-uous Welded Rail Track[J].Computers&Structures,2003,81(22-23):2219-2236.
  • 10Karsten G,Wolfgang G,Richard S.Zur Messwertgestutzten Ermittung der Verteilung der Brems-und Anfahrkrafte an der Eisenbahnhochbrucke Rendsburg[J].Stahlbau,2002,71 (10):735-747.

共引文献149

同被引文献51

引证文献6

二级引证文献34

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部