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Investigation of modal identification and modal identifiability of a cable-stayed bridge with Bayesian framework

机译:贝叶斯框架斜拉桥的模态识别与模态可识别性研究

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摘要

In this study, the Bayesian probabilistic framework is investigated for modal identification and modal identifiability based on the field measurements provided in the structural health monitoring benchmark problem of an instrumented cable-stayed bridge named Ting Kau Bridge (TKB). The comprehensive structural health monitoring system on the cable-stayed TKB has been operated for more than ten years and it is recognized as one of the best test-beds with readily available field measurements. The benchmark problem of the cable-stayed bridge is established to stimulate investigations on modal identifiability and the present paper addresses this benchmark problem from the Bayesian prospective. In contrast to deterministic approaches, an appealing feature of the Bayesian approach is that not only the optimal values of the modal parameters can be obtained but also the associated estimation uncertainty can be quantified in the form of probability distribution. The uncertainty quantification provides necessary information to evaluate the reliability of parametric identification results as well as modal identifiability. Herein, the Bayesian spectral density approach is conducted for output-only modal identification and the Bayesian model class selection approach is used to evaluate the significance of different modes in modal identification. Detailed analysis on the modal identification and modal identifiability based on the measurements of the bridge will be presented. Moreover, the advantages and potentials of Bayesian probabilistic framework on structural health monitoring will be discussed.
机译:在这项研究中,贝叶斯概率框架针对模态斜拉桥汀九桥(TKB)的结构健康监测基准问题中提供的现场测量结果进行了模态识别和模态可识别性研究。斜拉式TKB上的综合结构健康监测系统已经运行了十多年,它被公认为是最佳的试验台之一,具有随时可用的现场测量功能。建立斜拉桥的基准问题是为了激发人们对模态可识别性的研究,本论文从贝叶斯角度探讨了该基准问题。与确定性方法相反,贝叶斯方法的一个吸引人的特征是不仅可以获取模态参数的最佳值,而且可以以概率分布的形式量化相关的估计不确定性。不确定性量化提供必要的信息,以评估参数识别结果的可靠性以及模态可识别性。在此,对仅输出的模式识别进行贝叶斯频谱密度方法,并且使用贝叶斯模型类别选择方法来评估不同模式在模式识别中的重要性。将给出基于桥梁测量值的模态识别和模态可识别性的详细分析。此外,将讨论贝叶斯概率框架在结构健康监测中的优势和潜力。

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