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System identification of highway bridges from ambientvibration using subspace stochastic realization theories

机译:基于子空间随机实现理论的环境振动对公路桥梁的系统识别

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In this study, the subspace stochastic realization theories (SSR model I and SSR model II)have been applied to a real bridge for estimating its dynamic characteristics (natural frequencies, dampingconstants, and vibration modes) under ambient vibration. A numerical simulation is carried out for anarch-type steel truss bridge using a white noise excitation. The estimates obtained from this simulation arecompared with those obtained from the Finite Element (FE) analysis, demonstrating good agreement andclarifying the excellent performance of this method in estimating the structural dynamic characteristics.Subsequently, these methods are applied to the vibration induced by both strong and weak winds asobtained by remote monitoring of the Kabashima bridge (an arch-type steel truss bridge of length 136 m,and situated in Nagasaki city). The results obtained with this experimental data reveal that more accurateestimates are obtained when strong wind vibration data is used. In contrast, the vibration data obtainedfrom weak wind provides accurate estimates at lower frequencies, and inaccurate accuracy for highermodes of vibration that do not get excited by the wind of lower intensity. On the basis of the identifiedresults obtained using both simulated data and monitored data from a real bridge, it is determined that theSSR model II realizes more accurate results than the SSR model I. In general, the approach investigatedin this study is found to provide acceptable estimates of the dynamic characteristics of highway bridges aswell as for the vibration monitoring of bridges.
机译:在这项研究中,将子空间随机实现理论(SSR模型I和SSR模型II)应用于实际桥梁,以估算其在环境振动下的动态特性(固有频率,阻尼常数和振动模式)。利用白噪声激励对无拱型钢桁架桥进行了数值模拟。通过此模拟获得的估算值与通过有限元(FE)分析获得的估算值相比较,证明了该方法在估算结构动力特性方面具有良好的一致性,并证明了该方法的出色性能。通过对鹿岛桥(长崎市的长136 m的拱形钢桁架桥)进行远程监测获得了弱风。从该实验数据获得的结果表明,当使用强风振动数据时,可以获得更准确的估计。相反,从弱风获得的振动数据在较低的频率下提供了准确的估计,而对于较高的振动模式却没有被较低强度的风激发的不准确的准确性。根据使用真实桥梁的模拟数据和监视数据获得的确定结果,可以确定SSR模型II实现的结果比SSR模型I更准确。通常,本研究中研究的方法可提供可接受的估计值公路桥梁的动力特性以及桥梁振动监测

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