首页|城轨钢箱梁开口肋正交异性钢桥面板疲劳应力计算组合系数法

城轨钢箱梁开口肋正交异性钢桥面板疲劳应力计算组合系数法

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为简化城轨交通钢箱梁桥面板疲劳性能评估,基于轨下开口肋正交异性钢桥面板典型构造,采用有限元方法提出其疲劳应力计算组合系数法.首先,建立重庆嘉华轨道专用桥桥面构造有限元模型,确定车辆疲劳荷载纵、横向影响范围及最不利加载位置,并分析减震垫刚度、轨下纵梁刚度和轨枕板形式等关键参数对开口肋正交异性钢桥面板疲劳应力的影响.然后,根据工程实际,确定城轨交通桥正交异性钢桥面板基准结构及各设计参数变化范围,基于上述有限元模型对顶板厚度,板肋厚度和间距,横隔板间距、高度和厚度及开孔半径进行分析,得到各参数影响系数并提出轨下开口肋正交异性钢桥面板疲劳应力计算组合系数法.最后,用算例验证该方法的合理性和可靠性,计算误差在10%以内,可为疲劳设计提供参考.
The combinatorial coefficient method of fatigue stress calculations for open-ribbed orthotropic anisotropic steel bridge panels of urban rail transit steel box girders
To simplify the evaluation of fatigue in urban rail transit steel box girders with open-ribbed orthotropic steel decks(OSDs),a fatigue stress calculation combinatorial coefficient method is proposed using finite element analysis.Firstly,the finite element model of the Chongqing Jiahua rail transit bridge was utilized to determine the longitudinal and lateral extent of the influence zone for vehicle fatigue loading,along with identifying the position of maximum load intensity.The influence of the damping pad and the longitudinal stringer stiffness,along with the rail sleeper form on the fatigue stress of open-ribbed OSDs was also investigated.Subsequently,based on the realities of projects,the benchmark structure of orthotropic anisotropic steel bridge panels for urban rail transit bridges and the range of variation of each design parameter were determined.Then,by using the above finite element analysis,a parameter analysis was performed according to the ranges of deck thicknesses,rib thicknesses,and spacings,as well as transverse rib thicknesses,spacings,heights,and cutout radiuses.The influence coefficients of these parameters were determined and a combinatorial coefficient method of fatigue stress calculation for open-ribbed OSDs under rail transit loads was proposed.Finally,the rationality and reliability of the method were verified through numerical examples,with calculation errors within 10%,providing a reference for fatigue design.

railway bridgecombinatorial coefficient methodfinite element analysisorthotropic anisotropic steel bridge panelsopen-ribbedfatigue stress

段熹、马兴龙、叶华文、潘威洲、徐勋

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内江师范学院建筑工程学院,四川内江 641112

四川省公路院工程监理有限公司,四川成都 610000

西南交通大学土木工程学院,四川成都 610031

城市轨道交通 桥梁 组合系数法 有限元分析 正交异性钢桥面板 开口肋 疲劳应力

国家自然科学基金国家自然科学基金

5120843052278219

2024

现代城市轨道交通
中国铁道科学研究院

现代城市轨道交通

影响因子:0.301
ISSN:1672-7533
年,卷(期):2024.(4)
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