4.7 Article

Planning low-error SHM strategy by constrained observability method

期刊

AUTOMATION IN CONSTRUCTION
卷 127, 期 -, 页码 -

出版社

ELSEVIER
DOI: 10.1016/j.autcon.2021.103707

关键词

Dynamic analysis; Observability method; Structural system identification; Structural health monitoring; Decision tree

资金

  1. Chinese Scholarship Council [201808390083]
  2. Spanish Ministry of Economy and Competitiveness [BIA2013-47290-R, BIA2017-86811-C2-1-R]
  3. Secretaria d' Universitats i Recerca de la Generalitat de Catalunya [2017 SGR 1481]
  4. FEDER funds

向作者/读者索取更多资源

This paper highlights the importance of reducing estimation errors in Structural Health Monitoring (SHM) strategy and Structural System Identification (SSI) analysis, introducing a new method based on the constrained observability method and decision trees. The effectiveness of this method is validated using numerical models and a real bridge case, indicating the significant insights it provides for decision-making in optimal SHM + SSI strategy.
Structural identification using dynamical parameters (such as the natural vibration frequencies and mode shapes) is an important issue, especially in bridges or high-rise buildings. However, incorrect decisions could happen on the Structural Health Monitoring (SHM) strategy and the Structural System Identification (SSI) analysis that makes the sometimes expensive and time-consuming process useless due to the large uncertainty of the resulting estimations. This paper discusses the role of the SHM strategy and the SSI analysis based on the constrained observability method (COM) and decision trees (DT) in reducing the estimation error. Here, the COM uses subsets of natural frequencies and/or modal-shapes to deal with the nonlinearity of the SSI derived from the operational aspects of the methods, and combines the unknown items including frequencies and mode shapes into an optimization process. Next, a decision-support tool based on decision trees is applied to help engineers to establish the best SHM + SSI strategy yielding the most accurate estimations. The principle and steps of this new method, the combination of constrained observability m,ethod and decision trees, are presented for the first time. After that, a numerical model of a bridge case is used to show how to choose the optimal strategy, when factors such as the structure layout, span length, measurement set, and parameters of the COM are included as decision variables. The importance ranking of these four factors is the layout, measurement set, parameters of the COM, and length through the sensitivity analysis of the COM estimated. Last, a real bridge is used to validate this methodology under the undamaged and damaged scenarios by comparing an Error Index, which shows the optimal SHM + SSI strategy works well no matter the bridge is damaged or not. The presented analysis leads to significant insights that can help the decision-making of the optimal SHM + SSI strategy, avoiding erroneous decisions if this tool is not used beforehand.

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