灵敏度(控制系统)
独立性(概率论)
可识别性
可观测性
桁架桥
结构健康监测
数学优化
情态动词
亲密度
计算机科学
桥(图论)
桁架
算法
控制理论(社会学)
数学
工程类
结构工程
人工智能
机器学习
统计
应用数学
内科学
数学分析
化学
高分子化学
控制(管理)
电子工程
医学
作者
Wenhao Chai,Yaxun Yang,Haibo Yu,Fuli Yang,Zhikui Yang
摘要
Abstract Taking the optimal sensor placement problem in bridge structural health monitoring as the study object and relying on the engineering example of a simply supported steel truss bridge, the improved optimal sensor placement method based on sensitivity‐effective independence method was proposed. Using the sensitivity coefficient reflecting structural damage, the proposed method could modify the effective independence method reflecting the maximum linear independence. The proposed method further optimizes the sensor placement method. A method for selecting the number of models based on modal closeness was proposed and makes the selection of the number of modes more objective. The example analysis shows that evaluations using this method are effective for multiple evaluation criteria. The method ensures observability of the mode vector and identifiability of structural damage. It is an effective optimal sensor placement algorithm for the bridge structure.
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