Optimal Sensor Placement in Reduced-Order Models Using Modal Constraint Conditions

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초록

Sensor measurements of civil structures provide basic information on their performance. However, it is impossible to install sensors at every location owing to the limited number of sensors available. Therefore, in this study, we propose an optimal sensor placement (OSP) algorithm while reducing the system order by using the constraint condition between the master and slave modes from the target modes. The existing OSP methods are modified in this study, and an OSP approach using a constrained dynamic equation is presented. The validity and comparison of the proposed methods are illustrated by utilizing a numerical example that predicts the OSPs of the truss structure. It is observed that the proposed methods lead to different sensor layouts depending on the algorithm criteria. Thus, it can be concluded that the OSP algorithm meets the measurement requirements for various methods, such as structural damage detection, system identification, and vibration control.

키워드

optimal sensor placement; constraint; Fisher information matrix; efficient independence; slave mode; master mode; target mode; IDENTIFICATION; CRITERION
제목
Optimal Sensor Placement in Reduced-Order Models Using Modal Constraint Conditions
저자
Lee, Eun-Taik; Eun, Hee-Chang
DOI
10.3390/s22020589
발행일
2022-01
유형
Article
저널명
Sensors
권
22
호
2