某中承式钢管混凝土桁式拱肋节点疲劳开裂分析

STUDY ON FATIGUE CRACKING OF JOINT IN A HALF-THROUGH CFST TRUSS ARCH RIB JOINT

  • 摘要: 为了分析某中承式钢管混凝土桁式拱肋节点疲劳开裂的原因,运用有限元软件MIDAS/CIVIL建立全桥模型进行有限元分析。分别研究了不同车辆荷载和不同拱肋节点几何参数情况下拱肋节点应力幅的变化,进而分析了车辆超载和车辆中、偏载布置对拱肋节点应力幅的影响,并讨论了拱肋节点几何参数变化对拱肋节点应力幅的影响。研究表明,当车辆荷载超载30%、50%、100%和150%时拱肋节点应力幅基本呈线性增大,应力幅最大值达155 MPa。BS5400疲劳车辆荷载作用下拱肋节点应力幅最大,中国550 kN车辆荷载偏载作用下拱肋节点应力幅为中载1.2倍。超载和偏载分别是造成该钢管混凝土桁式拱桥拱肋节点出现疲劳开裂和疲劳裂缝分布不对称的主要原因。节点应力幅随弦杆和腹杆间壁厚比的增大而减小,而随弦杆和腹杆间管径比、弦杆径厚比和腹杆径厚比的增大表现为先增大后减小的趋势。

     

    Abstract: To analyze the reason why fatigue cracking appeared on the rib joint of a half-through concrete filled steel tubular (CFST) truss arch, finite element (FE) analysis is carried out by establishing the full-bridge FE model using the software of MIDAS/CIVIL. By studying the variation of the stress amplitude of the arch rib joint under different vehicle loads and geometric parameters of the arch rib joint respectively, the influence of overloading, medium loading and unbalanced loading on the stress amplitude is analyzed. Furthermore, the influence of geometric parameters of the arch rib joint on the stress amplitude is also discussed. It is found that the stress amplitude of the arch rib joint linearly increases with the variation of overloading percent, including 30%, 50%, 100% and 150%, respectively, and the maximum value of the stress amplitude reaches 155 MPa. Besides, the stress amplitude caused by a BS5400 fatigue vehicle model is the maximum comparing with others. However, the value of the stress amplitude caused by unbalanced loading is 1.2 times as that caused by medium loading under a China 550 kN-vehicle model. Thus, overloading and unbalanced loading lead to fatigue cracking and the unsymmetrical distribution of fatigue cracks on the arch rib joint of a CFST truss bridge respectively. The stress amplitude of the joint decreases with the increase of the ratio of brace thickness to chord thickness, but with the increase of the ratio of brace diameter to chord diameter, chord diameter to thickness and brace diameter to thickness, the stress amplitude increases first and then decreases.

     

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