斜拉桥参数优化及基于正交试验法的参数影响性分析
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U448.36

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    摘要:

    为研究斜拉桥结构设计参数的优化,基于某斜拉桥工程实例,选取斜拉桥的主塔高度,拉索面积,主塔刚度为分析参数。定义局部结构安全系数R以及全桥换算安全度E。同时选取了主塔最大应力,主塔塔顶位移,斜拉索最大应力,主塔根部弯矩,主梁最大应力,主梁最大挠度这些能反应斜拉桥结构内力性能的指标作为目标函数。首先使用基于控制变量法的参数优化分析,得到单个设计参数有利于斜拉桥力学状态的最佳取值。其次使用了基于正交试验法得出了主塔高度为84.52m,拉索面积增加20%,主塔刚度选取原刚度时是最佳的组合方案。同时得到全桥换算安全度影响最大的是主塔高度,其次是拉索面积,最后是主塔刚度。斜拉桥设计及参数优化的过程中,应重点考虑主塔高度和拉索面积。

    Abstract:

    In order to study the optimization of structural design parameters of cable-stayed bridge, the main tower height, cable area and tower stiffness of the cable-stayed bridge are selected as the analysis parameters based on an engineering example of a cable-stayed bridge. Define local structural safety factor R and equivalent safety factor E . The maximum stress of the main tower, the displacement of the top of the main tower, the maximum stress of the stay cable, the bending moment at the base of the main tower, the maximum stress of the main beam and the maximum deflection of the main beam, which can reflect the internal force performance of the cable-stayed bridge, are selected as the objective functions. Firstly, parameter optimization analysis based on control variables method is used to obtain the optimal value of a single design parameter of cable-stayed bridge. Secondly, based on the orthogonal test method, the height of the main tower is 84.52m, the cable area is increased by 20%, and the original stiffness of the main tower are the best combination scheme. At the same time, the rank about influence degree of parameters is: the main tower height, the second is the cable area, and the last is the stiffness of the main tower. The main tower height and cable area should be considered in the design and parameter optimization of cable-stayed bridge.

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王军伟.斜拉桥参数优化及基于正交试验法的参数影响性分析[J].城市道桥与防洪,2022,(7):173-177.

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  • 收稿日期:2021-12-07
  • 最后修改日期:2022-02-11
  • 录用日期:2022-02-12
  • 在线发布日期: 2022-07-21
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