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Bayesian structural damage detection of steel towers using measured modal parameters

机译:使用测得的模态参数检测钢塔的贝叶斯结构损伤

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摘要

Structural Health Monitoring (SHM) of steel towers has become a hot research topic. From the literature, it is impractical and impossible to develop a "general" method that can detect all kinds of damages for all types of structures. A practical method should make use of the characteristics of the type of structures and the kind of damages. This paper reports a feasibility study on the use of measured modal parameters for the detection of damaged braces of tower structures following the Bayesian probabilistic approach. A substructure-based structural model-updating scheme, which groups different parts of the target structure systematically and is specially designed for tower structures, is developed to identify the stiffness distributions of the target structure under the undamaged and possibly damaged conditions. By comparing the identified stiffness distributions, the damage locations and the corresponding damage extents can be detected. By following the Bayesian theory, the probability model of the uncertain parameters is derived. The most probable model of the steel tower can be obtained by maximizing the probability density function (PDF) of the model parameters. Experimental case studies were employed to verify the proposed method. The contributions of this paper are not only on the proposal of the substructure-based Bayesian model updating method but also on the verification of the proposed methodology through measured data from a scale model of transmission tower under laboratory conditions.
机译:钢塔结构健康监测(SHM)已成为研究的热点。根据文献,开发一种“通用”方法来检测所有类型结构的各种损坏是不切实际且不可能的。实用的方法应利用结构类型和损坏类型的特征。本文报道了一种利用贝叶斯概率方法,使用测得的模态参数来检测塔结构受损支撑的可行性研究。开发了一种基于子结构的结构模型更新方案,该方案将目标结构的不同部分进行了系统地分组,并且是专为塔式结构设计的,用于识别在未损坏和可能损坏的条件下目标结构的刚度分布。通过比较识别出的刚度分布,可以检测出损坏位置和相应的损坏程度。根据贝叶斯理论,推导出不确定参数的概率模型。通过最大化模型参数的概率密度函数(PDF),可以获得钢塔的最可能模型。实验案例研究被用来验证所提出的方法。本文的贡献不仅在于基于子结构的贝叶斯模型更新方法的建议,而且在于通过实验室条件下输电塔比例模型的实测数据对所提出方法的验证。

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