连续钢管混凝土组合梁拱桥冲击系数研究

Pub Date : 2023-01-06 DOI:10.3233/brs-220200
Jie Li, H. Cui, Ziwei Ma, Haikuan Liu, Yuanhong Hu
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引用次数: 1

摘要

冲击系数是车辆产生的垂直动力效应的放大系数。它是桥梁设计的主要参数,也是评价动荷载效应的重要指标。为了研究结构和激励因素对公路桥梁影响因素的影响,进而获得连续梁拱组合桥的真实影响因素,以一座由钢管混凝土连续组合梁制成的三跨拱桥为例,考虑到车桥耦合振动效应,利用ANSYS建立了该桥的空间梁单元模型和三轴半车模型。分析了主梁不同部位的影响因素以及桥面表面粗糙度、车速和车辆数量对主梁不同响应的影响。以车速和桥面粗糙度为自变量,得到了影响因素的二元回归公式。最后,通过两座基频相近的桥梁的实测数据对该公式进行了验证。结果表明,对于结构复杂、频率相对较低的桥梁结构,如钢管混凝土连续组合梁拱桥,现行规范计算的影响系数一般较小。桥面粗糙度对冲击系数的影响最大。当桥面粗糙度达到B级以上时,冲击系数超过规范值,最大冲击系数可达规范值的5.42倍。对于主梁,不同外部激励、不同响应、不同部位的影响因素并不相同,有些影响因素超过规范值。给出的冲击系数回归公式可用于估算类似结构主梁的冲击系数。
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Study of impact factor of arch bridge made with continuous composite concrete filled steel tube beams
Impact factor is amplification factor of vertical dynamic effect produced by vehicles. It is a main parameter of bridge design and an important index of dynamic load effect evaluation. In order to study the influence of structure and excitation factors on the impact factor of highway bridges, and then obtain the real impact factor of the continuous beam arch composite bridge, taking a three-span arch bridge made with continuous composite concrete filled steel tube beams as an example, considering the vehicle-bridge coupling vibration effect, the spatial beam element model of the bridge and the half vehicle model with the three-axis are established by using ANSYS. The impact factor of different parts of the main beam and different responses affected by the deck surface roughness, the vehicle speed and the number of vehicles are analyzed. The binary regression formula of impact factor is obtained by taking the vehicle speed and the roughness of bridge deck as independent variables. Finally, the formula is verified by the measured data of two bridges with similar fundamental frequencies. The results show that the impact factor calculated by the current code is generally small for the bridge structure with complex structure and relatively low frequency, such as arch bridge made with continuous composite concrete filled steel tube beams. The impact factor is most affected by the roughness of bridge deck. When the roughness of bridge deck reaches grade B or above, the impact factor exceeds the specification value, and the maximum impact factor can reach 5.42 times of the specification value. For the main beam, the impact factors of different external excitation, different responses and different parts are not the same, and some impact factors exceed the specification value. The regression formula of impact factor given can be used to estimate the impact factor of main beams of similar structures.
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