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Optimization Method for Solving the Reasonable Arch Axis of Long-Span CFST Arch Bridges

机译:求解长跨度CFST拱桥合理拱轴的优化方法

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摘要

With the continuous construction of 500 m concrete-filled steel-tube (CFST) arch bridges such as the Bosideng Yangtze River Bridge and the Hejiang Changjiang Highway Bridge, the deviation between the dead pressure line and the arch axis produced by extant arch axis optimization methods increases. Therefore, an arch axis optimization method for long-span CFST arch bridges with a truss section must be designed. Following the optimization of the truss arch axis, this study develops the minimum section eccentricity method that aims to optimize the arch axis of long-span CFST arch bridges. To minimize the main tube eccentricity of the truss arch, the bending moment of the main tubes is reduced by applying the main tube eccentricity method iteratively in a finite element model. Afterward, a smooth and reasonable arch axis is fitted by applying a cubic spline interpolation function in MATLAB. The entire optimization procedure is performed using the Bosideng Yangtze River Bridge as an example. Compared with that of optimal arch axis line types (e.g., parabola and catenary) and other traditional arch axes, the bending moment of main tubes optimized by the proposed method is substantially lower and more uniformly distributed along the arch axis span. The mechanical properties of the finished bridge, including its strength, stiffness, and stability, are all improved, thereby verifying the feasibility of using the proposed method to optimize the arch axis of CFST arch bridges with a truss section.
机译:随着500米混凝土钢管(CFST)拱桥等连续建设,如波司登长江桥和河江长江公路桥,死压线与拱轴之间的偏远拱轴优化方法增加。因此,必须设计具有带桁架部分的长跨度CFST拱桥的拱轴优化方法。在优化桁架拱轴之后,该研究开发了最小部分偏心率方法,旨在优化长跨度CFST拱桥的拱形轴。为了最小化桁架拱的主管偏心,通过在有限元模型中迭代地施加主管偏心方法,减小主管的弯矩。之后,通过在MATLAB中应用立方样条插值函数来安装平滑合理的拱轴。整个优化程序是使用Bosideng YangtzeRi桥作为示例进行的。与最佳拱轴线类型(例如,抛物线,抛物线和裂缝)和其他传统拱形轴相比,由所提出的方法优化的主管的弯矩基本上沿着拱形轴跨度均匀地均匀地分布。成品桥的机械性能,包括其强度,刚度和稳定性,都得到了改善,从而验证了使用所提出的方法优化CFST拱桥的拱轴与桁架部分的可行性。

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  • 来源
    《Advances in civil engineering 》 |2019年第11期| 7235656.1-7235656.13| 共13页
  • 作者单位

    Chongqing Jiaotong Univ Sch Civil Engn Chongqing 400074 Peoples R China;

    Chongqing Jiaotong Univ Sch Civil Engn Chongqing 400074 Peoples R China;

    Chongqing Jiaotong Univ Sch Civil Engn Chongqing 400074 Peoples R China;

    Chongqing Jiaotong Univ Sch Civil Engn Chongqing 400074 Peoples R China;

    Ningbo Commun Planning Inst Co Ltd Ningbo 315192 Zhejiang Peoples R China;

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