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利用局部离群点校正和 Savitzky-Golay 卷积平滑分离桥梁长期监测数据中的温度响应。

Separation of Temperature-Induced Response for Bridge Long-Term Monitoring Data Using Local Outlier Correction and Savitzky-Golay Convolution Smoothing.

机构信息

School of Civil Engineering and Architecture, Wuhan Institute of Technology, Wuhan 430073, China.

Hubei Provincial Engineering Research Center for Green Civil Engineering Materials and Structures, Wuhan 430073, China.

出版信息

Sensors (Basel). 2023 Feb 27;23(5):2632. doi: 10.3390/s23052632.

DOI:10.3390/s23052632
PMID:36904835
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC10007573/
Abstract

This study proposed a separation method to identify the temperature-induced response from the long-term monitoring data with noise and other action-induced effects. In the proposed method, the original measured data are transformed using the local outlier factor (LOF), and the threshold of the LOF is determined by minimizing the variance of the modified data. The Savitzky-Golay convolution smoothing is also utilized to filter the noise of the modified data. Furthermore, this study proposes an optimization algorithm, namely the AOHHO, which hybridizes the Aquila Optimizer (AO) and the Harris Hawks Optimization (HHO) to identify the optimal value of the threshold of the LOF. The AOHHO employs the exploration ability of the AO and the exploitation ability of the HHO. Four benchmark functions illustrate that the proposed AOHHO owns a stronger search ability than the other four metaheuristic algorithms. A numerical example and in situ measured data are utilized to evaluate the performances of the proposed separation method. The results show that the separation accuracy of the proposed method is better than the wavelet-based method and is based on machine learning methods in different time windows. The maximum separation errors of the two methods are about 2.2 times and 5.1 times that of the proposed method, respectively.

摘要

本研究提出了一种分离方法,以识别带有噪声和其他作用引起的效应的长期监测数据中的温度引起的响应。在所提出的方法中,使用局部异常因子(LOF)对原始测量数据进行转换,并且通过最小化修改后的数据的方差来确定 LOF 的阈值。Savitzky-Golay 卷积平滑也用于过滤修改后的数据的噪声。此外,本研究提出了一种优化算法,即 AOHHO,它混合了 Aquila Optimizer(AO)和 Harris Hawks Optimization(HHO)来识别 LOF 阈值的最佳值。AOHHO 利用了 AO 的探索能力和 HHO 的开发能力。四个基准函数表明,所提出的 AOHHO 比其他四个元启发式算法具有更强的搜索能力。一个数值实例和原位测量数据被用来评估所提出的分离方法的性能。结果表明,所提出的方法的分离精度优于基于小波的方法,并在不同的时间窗口中基于机器学习方法。这两种方法的最大分离误差分别约为所提出的方法的 2.2 倍和 5.1 倍。

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