Abstract
To solve the problem of excessive tensile stress of the cross-section during the cantilever casting process of high piers with inclined legs, a determination method of tensile force based on the linear programming theory and unstressed state control was proposed. Based on the internal force equilibrium method and the principle of influence matrix, the method optimized the tensile force with “stress control as the primary and alignment control as the auxiliary”. The unstressed state control method was adopted for forward iteration, and the effect of tangential displacement between segments was considered to verify the alignment of the inclined legs. Finally, a calculation process for the tensile force of buckling cables and tie rods that can simultaneously meet the stress and alignment requirements of the V-shaped pier was provided. Taking the main pier construction of a large-span continuous rigid frame bridge with V-shaped piers as the engineering application background, the linear programming theory combined with the unstressed state method was adopted to solve the tensile force for the cable-stayed buckling construction of the V-shaped pier. The variation law of the tensile force of buckling cables/tie rods during construction was analyzed, and the stress and displacement of key cross-sections were analyzed. The results show that the calculated tensile force can effectively ensure that the construction stress and alignment of the inclined legs meet the limit requirements, realizing the dual control of stress and alignment.
Publication Date
6-27-2026
DOI
10.14048/j.issn.1671-2579.2026.03.014
First Page
123
Last Page
132
Submission Date
June 2026
Recommended Citation
Xiaolu, ZHAO; Guang, YANG; Junle, LIU; Zhiwei, QIU; Lingxin, MENG; and Weibing, PENG
(2026)
"Calculation of Tensile Force for Cable-Stayed Buckling Bracket Combined with Temporary Tie Rod Structure of V-Shaped Pier,"
Journal of China & Foreign Highway: Vol. 46:
Iss.
3, Article 14.
DOI: 10.14048/j.issn.1671-2579.2026.03.014
Available at:
https://zwgl1980.csust.edu.cn/journal/vol46/iss3/14
Reference
[1]王春,邱建军,李伟平.南翔桥 V形墩施工方案关键技术研究 [J].中外公路,2014,34(6):171-173.WANG Chun,QIU Jianjun,LI Weiping.Research on key technology of V-shaped pier construction scheme of Nanxiang Bridge [J].Journal of China & Foreign Highway,2014,34(6):171-173.
[2]吴东升.临沂南京路沂河大桥主桥设计 [J].世界桥梁,2020,48(1):6-10.WU Dongsheng.Design of main bridge of Yihe River bridge on Nanjing Road in Linyi [J].World Bridges,2020,48(1):6-10.
[3]徐爱敏,王东妹,张杰.V型墩刚构桥自平衡组合支护体系设计与施工 [J].世界桥梁,2024,52(5):24-29.XU Aimin,WANG Dongmei,ZHANG Jie.Design and construction of a self-balancing composite shoring system for rigid-frame bridge with V-shaped piers [J].World Bridges,2024,52(5):24-29.
[4]季自刚,谭存茂.樟林大桥主桥蝶形拱桥施工技术 [J].中外公路,2011,31(5):149-152.JI Zigang,TAN Cunmao.Construction technology of butterfly arch bridge of main bridge of Zhanglin bridge [J].Journal of China & Foreign Highway,2011,31(5):149-152.
[5]黄坤全,彭旭民.空腹式连续刚构桥施工过程受力特性分析 [J].桥梁建设,2011,41(3):40-43.HUANG Kunquan,PENG Xumin.Analysis of mechanical behavior of a presressed concrete open-web continuous rigid-frame bridge in construction process [J].Bridge Construction,2011,41(3):40-43.
[6]郑和晖,李宁,陈少林.援马尔代夫中马友谊大桥主桥 V形墩施工关键技术 [J].世界桥梁,2020,48(6):27-32.ZHENG Hehui,LI Ning,CHEN Shaolin.Key construction techniques for V-shaped piers of main bridge of China-Maldives friendship bridge [J].World Bridges,2020,48(6):27-32.
[7]周水兴,孙峰,段佳旺.长阳天池口清江特大桥主拱圈悬臂浇筑斜拉扣挂系统设计 [J].世界桥梁,2024,52(3):61-67.ZHOU Shuixing,SUN Feng,DUAN Jiawang.Design of cable-stayed cantilever casting system for arch of Tianchikou Qingjiang River bridge in Changyang county[J].World Bridges,2024,52(3):61-67.
[8]张晓珂.大跨度铁路中承式钢管混凝土拱桥施工阶段结构与支架受力特性分析 [D].成都:西南交通大学,2018.ZHANG Xiaoke.Analysis of mechanical characteristics of structure and support of half-through concrete filled steel tubular arch bridge in long-span railway during construction [D].Chengdu:Southwest Jiaotong University,2018.
[9]周水兴,江礼忠,曾忠,等.拱桥节段施工斜拉扣挂索力仿真计算研究 [J].重庆交通学院学报,2000,19(3):8-12.ZHOU Shuixing,JIANG Lizhong,ZENG Zhong,et al.Simulate calculation study of cable-stayed force for arch bridge segmental construction [J].Journal of Chongqing Jiaotong Institute,2000,19(3):8-12.
[10]肖汝诚,项海帆.斜拉桥索力优化的影响矩阵法 [J].同济大学学报 (自然科学版 ),1998,26(3):235-240.XIAO Rucheng,XIANG Haifan.Influence matrix method of cable tension optimization for cablo-stayed bridges [J].Journal of Tongji University (Natural Science ),1998,26(3):235-240.
[11]余玉洁,罗永琪,周文,等.基于零位移与无应力状态控制的斜拉扣挂施工扣索力确定方法 [J].工程科学与技术,2024,56(3):83-89.YU Yujie,LUO Yongqi,ZHOU Wen,et al.Combined algorithm for the fastening stay force determinations in cantilever construction by synthesizing the zero-displacement and zero-stress state control methods [J].Advanced Engineering Sciences,2024,56(3):83-89.
[12]王胜杰.全胶拼高速铁路 3×56 m连续梁施工控制技术[J].铁道建筑,2022,62(6):99-103.WANG Shengjie.Construction control technologies of 3 × 56 m fully glued continuous girder in high seed railway[J].Railway Engineering,2022,62(6):99-103.
[13]胡大琳,陈定市,赵小由,等.大跨径钢筋混凝土拱桥悬臂浇筑施工控制 [J].交通运输工程学报,2016,16(1):25-36.HU Dalin,CHEN Dingshi,ZHAO Xiaoyou,et al.Construction control of cantilever casting of long span reinforced concrete arch bridge [J].Journal of Traffic and Transportation Engineering,2016,16(1):25-36.
[14]朱连伟,邓年春,于孟生,等.600 m级拱桥斜拉扣挂施工扣索索力的正装迭代优化算法 [J].铁道建筑,2020,60(12):18-21.ZHU Lianwei,DENG Nianchun,YU Mengsheng,et al.Research on formal iterative optimization algorithm for buckle cable force in 600 m class arch bridge construction by cable-stayed buckling method [J].Railway Engineering,2020,60(12):18-21.
[15]LONETTI P,PASCUZZO A.Optimum design analysis of hybrid cable-stayed suspension bridges [J].Advances in Engineering Software,2014,73:53-66.
[16]陈梦腾,邬晓光,魏辉,等.空间 Y形拱桥斜拉扣挂法扣索索力的优化算法 [J].南京工业大学学报 (自然科学版 ),2023,45(1):86-92,102.CHEN Mengteng,WU Xiaoguang,WEI Hui,et al.Optimal algorithm for buckle cable force of cable-stayed buckling method spatial Y-shaped arch bridge [J].Journal of Nanjing Tech University (Natural Science Edition ),2023,45(1):86-92,102.
[17]徐郁峰,朱梦阳,陈斯,等.序列二次规划方法在斜拉桥索 力 调 整 中 的 应 用 研 究 [J].中 外 公 路,2024,44(4):148-155.XU Yufeng,ZHU Mengyang,CHEN Si,et al.Application of sequential quadratic programming method in cable force adjustment of cable-stayed bridges [J].Journal of China & Foreign Highway,2024,44(4):148-155.
[18]秦大燕,郑皆连,杜海龙,等.斜拉扣挂 1次张拉扣索索力优化计算方法及应用 [J].中国铁道科学,2020,41(6):52-60.QIN Dayan,ZHENG Jielian,DU Hailong,et al.Optimization calculation method for stayed-buckle cable force under one-time tension by fastening stay method and its application [J].China Railway Science,2020,41(6):52-60.
[19]孙鹏,肖军,李松.基于多目标优化的多塔特大斜拉桥索力优化研究 [J].中外公路,2021,41(3):78-82.SUN Peng,XIAO Jun,LI Song.Research on cable force optimization of multi-tower super large cable-stayed bridge based on multi-objective optimization [J].Journal of China & Foreign Highway,2021,41(3):78-82.
[20]严松,颜鹏飞.基于遗传算法的钢斜拉桥成桥索力优化[J].中外公路,2021,41(2):198-202.YAN Song,YAN Pengfei.Cable force optimization of steel box girder cable-stayed bridge in completed status based on genetic algorithm [J].Journal of China & Foreign Highway,2021,41(2):198-202.
[21]邓达,何博文,刘国坤.基于 RBFNN+ 改进粒子群算法的大跨度斜拉桥索力优化研究 [J].中外公路,2025,45(6):180-188.DENG Da,HE Bowen,LIU Guokun.Research on cable force optimization of long-span cable-stayed bridges based on RBFNN+improved particle swarm optimization algorithm [J].Journal of China & Foreign Highway,2025,45(6):180-188.
[22]邹德玉.基于 BP神经网络 -GA的顶推 PC箱梁临时墩拉索索力优化研究 [J].中外公路,2023,43(6):234-239.ZOU Deyu.Optimization of cable force on temporary pier during pushing PC box-girder based on BP neural networks-GA [J].Journal of China & Foreign Highway,2023,43(6):234-239.
[23]李晓斌.大跨度钢筋混凝土拱桥悬臂浇注施工控制与模型试验研究 [D].成都:西南交通大学,2008.LI Xiaobin.Study on cantilever pouring construction control and model test of long-span reinforced concrete arch bridge [D].Chengdu:Southwest Jiaotong University,2008.
[24]秦顺全.分阶段成形结构过程控制的无应力状态控制法[J].中国工程科学,2009,11(10):72-78.QIN Shunquan.Unstressed state control method for process control of structure formed by stages [J].Engineering Sciences,2009,11(10):72-78.
[25]秦竟熙,苑仁安,但启联.基于无应力状态量的桥梁成桥内力与成桥线形关系研究 [J].桥梁建设,2025,55(2):94-99.QIN Jingxi,YUAN Ren ’an,DAN Qilian.Study on Internal stress and shape control of bridge during final construction stage based on stress-free state theory [J].Bridge Construction,2025,55(2):94-99.
[26]常柱刚,魏标,王宁波,等.基于有限迭代的钢桁系杆拱桥主拱无应力状态空间位置精准计算方法 [J].桥梁建设,2025,55(2):139-145.CHANG Zhugang,WEI Biao,WANG Ningbo,et al.Accurate calculation of spatial geometry of steel truss tied arch bridge under stress-free state based on finite iteration[J].Bridge Construction,2025,55(2):139-145.
[27]徐郁峰,陈斯,谢云飞,等.斜拉桥由成桥状态求解施工初始索力方法研究 [J].中外公路,2024,44(5):201-209.XU Yufeng,CHEN Si,XIE Yunfei,et al.Method of solving initial construction cable force of completed cable-stayed bridge [J].Journal of China & Foreign Highway,2024,44(5):201-209.
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