融合多源信息的桥梁结构分层贝叶斯模型更新方法

Lanxin Luo, Mingming Song, Yixian Li, Limin Sun
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引用次数: 0

摘要

不断扩展的桥梁结构健康监测(SHM)系统为有限元模型更新(FEMU)提供了丰富的多源数据。桥梁上的 SHM 系统通常包括监控摄像头、振动传感器(如加速度计、应变计和位移传感器),有时还包括运动中的重量 (WIM) 系统。目前,大多数 FEMU 研究都侧重于从振动数据中确定模态参数,而忽略了在更新过程中纳入视频和 WIM 数据,这妨碍了对相关结构参数的不确定性进行彻底量化。因此,本文提出了一种分层贝叶斯 FEMU 框架,以全面整合各种信息源,包括视频、WIM 和振动数据。数据特征包括桥梁在交通荷载下的静态挠度和通过加速度测量确定的模态参数。利用局部加权回归和平滑散点图法,从原始位移数据中提取测得的静态挠度。利用计算机视觉技术精确定位桥梁上的车辆荷载位置,然后将其集成到有限元模型中,预测车辆荷载引起的静态挠度。提出了一种两阶段马尔可夫链蒙特卡罗抽样方法,以有效评估高维后验分布。在实验室三跨桥梁模型上演示了所提方法的有效性。结果表明,分层贝叶斯 FEMU 可以对结构刚度和质量参数进行精确估计和不确定性量化。更新后的模型能准确预测静态挠度和模态参数,其模型预测的变化与观测到的和未观测到的响应的识别值非常接近。值得注意的是,即使是在更新过程中未包括的未知加载条件下,情况也是如此。这些观察结果验证了所提出的方法在多源数据融合和实际桥梁结构运行条件下的不确定性量化方面的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A hierarchical Bayesian model updating method for bridge structures by fusing multi-source information
The expanding structural health monitoring (SHM) systems on bridge structures have provided an abundance of multi-source data for finite element model updating (FEMU). The SHM systems on bridges usually include surveillance cameras, vibration sensors (e.g., accelerometers, strain gauges, and displacement sensors), and sometimes a weight-in-motion (WIM) system. Currently, the majority of FEMU studies focus on identified modal parameters derived from vibration data, neglecting the incorporation of video and WIM data in the updating process, which impedes a thorough quantification of uncertainty associated with the structural parameters of interest. Therefore, this paper proposes a hierarchical Bayesian FEMU framework to comprehensively integrate a variety of information sources, including videos, WIM, and vibration data. The data features comprise the static deflections of the bridge under traffic load and modal parameters identified from acceleration measurements. The measured static deflections are extracted from raw displacement data using the locally weighted regression and smoothing scatterplots method. Computer vision-based technology is employed to pinpoint the location of vehicle load on the bridge, which is then integrated into a FEM to predict vehicle-load-induced static deflection. A two-stage Markov Chain Monte Carlo sampling approach is proposed to evaluate the high-dimensional posterior distribution efficiently. The effectiveness of the proposed method is demonstrated on a laboratory three-span bridge model. The results show that the hierarchical Bayesian FEMU can provide accurate estimation and uncertainty quantification on structural stiffness and mass parameters. The updated model accurately predicts both static deflection and modal parameters, exhibiting model-predicted variability in close alignment with the identified values for observed and unobserved responses. Remarkably, this holds true even for unseen loading conditions which are not included in the updating process. These observations validate the capability of the proposed method for multi-source data fusion and uncertainty quantification of real-world bridge structures under operational conditions.
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