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Analytical and experimental modal analyses of a highway bridge model

机译:公路桥梁模型的分析和实验模态分析

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摘要

In this study, analytical and experimental modal analyses of a scaled bridge model are carried out to extract the dynamic characteristics such as natural frequency, mode shapes and damping ratios. For this purpose, a scaled bridge model is constructed in laboratory conditions: Three dimensional finite element model of the bridge is constituted and dynamic characteristics are determined, analytically. To identify the dynamic characteristics experimentally; Experimental Modal Analyses (ambient and forced vibration tests) are conducted to the bridge model. In the ambient vibration tests, natural excitations are provided and the response of the bridge model is measured. Sensitivity accelerometers are placed to collect signals from the measurements. The signals collected from the tests are processed by Operational Modal Analysis; and the dynamic characteristics of the bridge model are estimated using Enhanced Frequency Domain Decomposition and Stochastic Subspace Identification methods, In the forced vibration tests, excitation of the bridge model is induced by an impact hammer and the frequency response functions are obtained. From the finite element analyses, a total of 8 natural frequencies are attained between 28.33 and 313.5 Hz. Considering the first eight mode shapes, these modes can be classified into longitudinal, transverse and vertical modes. It is seen that the dynamic characteristics obtained from the ambient and forced vibration tests are close to each other. It can be stated that the both of Enhanced Frequency Domain Decomposition and Stochastic Subspace Identification methods are very useful to identify the dynamic characteristics of the bridge model. The first eight natural frequencies are obtained from experimental measurements between 25.00-299.5 Hz. In addition, the dynamic characteristics obtained from the finite element analyses have a good correlation with experimental frequencies and mode shapes. The MAC values obtained between 90-100% and 80-100% using experimental results and experimental-analytical results, respectively.
机译:在这项研究中,对比例桥模型进行了分析和实验模态分析,以提取动态特性,例如固有频率,振型和阻尼比。为此,在实验室条件下构建了比例缩放的桥梁模型:构造桥梁的三维有限元模型,并通过分析确定动态特性。通过实验确定动态特性;对桥模型进行了实验模态分析(环境和强迫振动测试)。在环境振动测试中,提供了自然激励,并测量了桥梁模型的响应。放置灵敏度加速度计以收集来自测量的信号。通过操作模态分析处理从测试中收集的信号;并利用增强频域分解和随机子空间辨识方法对桥梁模型的动力特性进行了估算,在强迫振动试验中,用冲击锤对桥梁模型进行激励,得到了频率响应函数。根据有限元分析,在28.33和313.5 Hz之间获得了总共8个固有频率。考虑到前八个模式形状,可以将这些模式分为纵向,横向和垂直模式。可以看出,从环境和强制振动测试获得的动态特性彼此接近。可以说,增强频域分解和随机子空间识别方法对识别桥梁模型的动态特性都非常有用。前8个固有频率是从25.00-299.5 Hz之间的实验测量获得的。此外,从有限元分析获得的动态特性与实验频率和振型有很好的相关性。使用实验结果和实验分析结果分别获得介于90-100%和80-100%之间的MAC值。

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