4.7 Article

Value of information from vibration-based structural health monitoring extracted via Bayesian model updating

Journal

MECHANICAL SYSTEMS AND SIGNAL PROCESSING
Volume 166, Issue -, Pages -

Publisher

ACADEMIC PRESS LTD- ELSEVIER SCIENCE LTD
DOI: 10.1016/j.ymssp.2021.108465

Keywords

Bayesian model updating; Value of information; Structural health monitoring; Optimal maintenance decisions; Structural reliability

Funding

  1. TUM Institute for Advanced Study, Germany through the Hans Fischer Fellowship

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The paper introduces a method of quantifying the value of information extracted from a structural health monitoring system based on the Bayesian decision analysis framework. By modeling in detail the entire process from data generation to processing, model updating, and reliability calculation, the framework is shown to provide quantitative measures on the optimality of an SHM system in a specific decision context.
Quantifying the value of the information extracted from a structural health monitoring (SHM) system is an important step towards convincing decision makers to implement these systems. We quantify this value by adaptation of the Bayesian decision analysis framework. In contrast to previous works, we model in detail the entire process of data generation to processing, model updating and reliability calculation, and investigate it on a deteriorating bridge system. The framework assumes that dynamic response data are obtained in a sequential fashion from deployed accelerometers, subsequently processed by an output-only operational modal analysis scheme for identifying the system's modal characteristics. We employ a classical Bayesian model updating methodology to sequentially learn the deterioration and estimate the structural damage evolution over time. This leads to sequential updating of the structural reliability, which constitutes the basis for a preposterior Bayesian decision analysis. Alternative actions are defined and a heuristic-based approach is employed for the life-cycle optimization. By solving the preposterior Bayesian decision analysis, one is able to quantify the benefit of the availability of long-term SHM vibrational data. Numerical investigations show that this framework can provide quantitative measures on the optimality of an SHM system in a specific decision context.

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