Deformation Reconstruction and Sensor Optimal Layout of Large-Span Spatial Structures Based on the Kalman Filter Method

With the continuous breakthroughs in modern construction technology, large-span spatial structures hold promise for urban construction. However, the great responsibility borne by such buildings makes their structural health crucial. Therefore, it is necessary to carry out the structural health condition monitoring of large-span spatial structures. First, this study proposes a structural response reconstruction technique for reconstructing key response information using a small amount of measurement information. Considering the model and measurement errors, the structural response reconstruction technique is investigated, and a reconstruction measurement theory with multiple types of sensors is proposed for practical engineering to meet the requirements of deformation monitoring. Through several simulation experiments, the results show that the reconstruction method proposed in this study achieves a better result in reconstruction accuracy than the traditional reconstruction method. In addition, the optimal layout of sensors is also a key issue for health monitoring, and this article proposes optimizing the layout of strain sensors and accelerometers using an improved genetic algorithm. The results of simulation experiments show that the number of strain sensors and accelerometers is reduced by half by this optimization method, which greatly reduces the cost and has a certain guiding significance for practical engineering.

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Publication Details

Journal
IEEE Sensors Journal
Published
2024-08-30
DOI
https://doi.org/10.1109/jsen.2024.3442959
Citations
1
Primary Topic
Geodetic Measurements and Engineering Structures
Type
article
Field-Weighted Citation Impact
0.26

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article

Deformation Reconstruction and Sensor Optimal Layout of Large-Span Spatial Structures Based on the Kalman Filter Method

Congsi Wang, Zongfang Ma, Yuefei Yan, Zhaoyang Xing et al.
1 citations
IEEE Sensors Journal
Geodetic Measurements and Engineering Structures
0.26
article

Deformation Reconstruction and Sensor Optimal Layout of Large-Span Spatial Structures Based on the Kalman Filter Method

Congsi Wang, Zongfang Ma, Yuefei Yan, Zhaoyang Xing, Yan Wang, Meng Wang, Yang Xu, Gang Wang, Weixing Yan, Qinglei Qiu
article en
1 citations

Abstract

With the continuous breakthroughs in modern construction technology, large-span spatial structures hold promise for urban construction. However, the great responsibility borne by such buildings makes their structural health crucial. Therefore, it is necessary to carry out the structural health condition monitoring of large-span spatial structures. First, this study proposes a structural response reconstruction technique for reconstructing key response information using a small amount of measurement information. Considering the model and measurement errors, the structural response reconstruction technique is investigated, and a reconstruction measurement theory with multiple types of sensors is proposed for practical engineering to meet the requirements of deformation monitoring. Through several simulation experiments, the results show that the reconstruction method proposed in this study achieves a better result in reconstruction accuracy than the traditional reconstruction method. In addition, the optimal layout of sensors is also a key issue for health monitoring, and this article proposes optimizing the layout of strain sensors and accelerometers using an improved genetic algorithm. The results of simulation experiments show that the number of strain sensors and accelerometers is reduced by half by this optimization method, which greatly reduces the cost and has a certain guiding significance for practical engineering.

IEEE Sensors JournalVol. 24(20)
Xi'an University of Architecture and Technology (CN), Xidian University (CN)
National Natural Science Foundation of China, National Key Research and Development Program of China
Sustainable cities and communities
Openalex Percentile: Top 45%
Geodetic Measurements and Engineering Structures
0.26
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