Analysis of Load-Bearing and Reinforcement of Long Span Steel Truss Bridge with Inclined Cable
-
摘要: 随着世界经济的快速发展,各地的交通量增大,荷载等级不断提高,部分大跨度钢桁梁桥由于原设计荷载等级较低,无法满足现有的交通荷载,在现有荷载等级作用下出现了过大的下挠和应力,承载力不能满足当前的使用需求,需要通过加固来提高其承载能力,延长结构使用寿命。对钢桁梁桥的加固,可以通过增设斜拉索法、增设悬索法以及体外预应力法来对桥梁进行提载加固,在以上三种方法中又以增设斜拉索法效果最好。
针对这种现象,以位于埃塞俄比亚奥莫河上一座128 m的钢桁梁桥为研究对象,拟采用增设斜拉索法进行提载加固。考虑到钢桁梁桥的跨径,拟选取16 m的矮塔和26、30 m的常规塔高,采用分析桥梁受力时常用的有限元方法建立大跨度钢桁梁桥模型。在三种荷载工况下,分别从刚度、承载能力以及稳定性三个方面来分析对比不同的索塔高度对加固效果的影响。在工况1(活载作用)下,分析钢桁梁桥加固前和不同塔高加固后的挠度变化;在工况2(正常使用极限状态标准荷载组合1.0恒载+1.0活载)下,分析三种塔高下斜拉索加固后桥梁的整体稳定性,即进行屈曲分析;在工况3(承载能力极限状态基本组合1.25恒载+1.75活载)下,分析加固前后上弦杆应力分布、下弦杆应力分布以及斜杆的应力分布。节点板是钢桁梁中的关键部位,其构造复杂,并且受力时存在应力分布不均匀的现象。针对这种情况,同样采用有限元方法,对钢桁梁桥受力复杂的节点建立实体模型,根据节点各构件力的传递主要通过焊接连接和摩擦型高强螺栓提供的摩擦力的特点,选择加固前、后内力最大的节点板进行模拟,将各杆件的轴力和面内、外弯矩加到相应的杆件上,对加固前、后的内外侧节点板应力、内外侧斜杆螺栓应力以及内外侧连接板螺栓应力进行分析,了解其应力分布特点。
综合考虑以上分析得出结论:单独考虑加固效果时,26 m塔高斜拉索加固后的加固效果最好;16 m塔高斜拉索加固后效果较26 m塔高斜拉索加固效果稍次之;30 m塔高斜拉索加固效果最差。结合工程经济效益考虑后,建议将16 m塔高斜拉索加固作为奥莫河大桥的加固方案。Abstract: With the rapid development of the world economy, the traffic volume and load levels continue to increase. The bearing capacity of some large-span steel truss girder bridges can not meet the current needs and have experienced excessive deflection and stress under the effect of the existing load levels due to the low load level of the original design. To improve the bearing capacity and extend the service life, the structure need to be strengthened. After knowing about it, steel truss girder bridges can be strengthened by adding stay cable method, adding suspension cable method and external prestressing reinforcement method. Above those three methods, the stay cable method is the most effective.
Focusing this phenomenon, in this paper, a 128m steel truss bridge on the OMO River in Ethiopia is proposed to be reinforced by adding stay cable method. After looking up relevant information and considering the span of the steel truss bridge, plan to choose a 16m short tower and a 26m and a 30m conventional tower height. And establish the long-span steel truss bridge model by using the finite element method often used in bridge analysis and analyzes the influence of different tower heights on the reinforcement effect of the bridge under three load conditions from three aspects of stiffness, bearing capacity and stability respectively. Under the action of the first working condition, i.e. under the action of live road, analyze the deflection changes of steel truss bridge before and after the reinforcement of different tower heights; Under the second working condition, that is, under the standard load combination 1.0 constant load+1.0 live load in normal use limit state, the overall stability of the bridge after the reinforcement of the three towers with high stayed cables is analyzed, that is, the buckling analysis is conducted. Under the third working conditions, that is, the stress distribution of the upper chord, the lower chord and the inclined chord before and after the reinforcement is analyzed under the basis combination of 1.25 constant load and 1.75 live load in the ultimate bearing capacity state. The nodal plate is a key part of the steel truss girder with complex structure and uneven distribution of stress. In view of this situation, a solid model is established for the complex joints of steel truss bridge also by the finite element method. Components according to the node force transfer mainly through welding and friction type high strength bolt connection with the characteristics of the friction of the choice before and after reinforcement, to simulate the internal forc-e of the largest node plate axial force of each bar and internal and external bending moment on the corresponding bar, inside and outside nodes before and after the reinforcement plate stress, inside and outside helical rod bolt stress and inside and outside connection plate bolt stress analysis, understand the stress distribution characteristics.
After comprehen-sive consideration of the above analysis, the conclusion is drawn:when considering the reinforcement effect alone, the reinforcement effect brought by the 26 m tower high stay cable is the best, the reinforcement effect of the 16m tower high stay cable is slightly inferior to that of the 26m tower high stay cable, and the reinforcement effect of the 30m tower high stay cable is the worst. Considering the economic benefit of the project, it is suggested that the 16m tower stay cable should be used as the reinforcement scheme of the Omo River Bridge.-
Key words:
- long-span steel truss bridge /
- load reinforcement /
- add stay cable /
- tower heigh
-
徐刚年,王有志,王世民,等.东明黄河大桥主梁加固关键施工技术[J].桥梁建设,2017,45(5):88-92. 龚志刚.采用斜拉索体系加固普特桑德预应力混凝土悬臂梁桥[J].世界桥梁, 2003(3):57-59. 盛兴旺,郑纬奇,戴劲. 考虑整体节点刚域模拟影响的钢桁梁力学效应分析[J].桥梁建设,2016, 46(6):78-82. Units C U S, Edition T. AASHTO LRFD bridge design specifications[S]. Washington, DC:LRFD-8, 2017. 徐刚年.斜拉体系加固变截面连续梁桥力学性能研究[D].济南:山东大学,2019. 刘迪,李睿,王宗琴,等.埃塞俄比亚奥莫河大跨度钢桁梁桥提载加固研究[J].世界桥梁,2019, 47(1):87-91. 李雁.矮塔斜拉桥的结构优化[D].长春:吉林建筑工程学院,2011. 闫晨.矮塔斜拉桥最优塔跨比的分析与研究[D].西安:长安大学,2011. 曾永雄.单索面斜拉体系在大跨度连续刚构桥加固中的应用研究[D]. 广州:华南理工大学,2015. 中华人民共和国建设部. 公路斜拉桥设计细则:JTG D65-01-2007[S]. 北京:人民交通出版社,2007. 陈惟珍.钢桁梁桥评定与加固:理论、方法和实践[M].北京:科学出版社,2012. 中华人民共和国住房和城乡建设部.公路钢结构桥梁设计规范:JTG D64-2015[S].北京:人民交通出版社,2015. 林一宁.大跨度地锚式斜拉桥综合维护关键技术[J].桥梁建设,2020, 50(2):98-103. 颜海,陈亮,邵长宇,等.公铁两用钢桁架桥原位拓宽改建设计关键技术[J].桥梁建设,2019, 49(3):91-96. 刘明虎,孟凡超,李国亮,等.斜拉桥施工期取代临时墩的拉索平衡结构体系研究[J].桥梁建设,2020, 50(1):26-31.
点击查看大图
计量
- 文章访问数: 209
- HTML全文浏览量: 60
- PDF下载量: 18
- 被引次数: 0