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Damage Localization and State Space Identification Based on Noisy Observations, H-infinity Estimation Theory and Subspace Methods during Lifetime of Non-Stationary, Mechanical Structures using Ambient Excitation

Subject Area Applied Mechanics, Statics and Dynamics
Mechanics
Term from 2017 to 2025
Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 350257805
 
Final Report Year 2025

Final Report Abstract

Modeling technical structures is an important component throughout the entire life cycle of a mechanical structure (planning, construction, use, and dismantling) and a tool for engineers to make sound analyses and decisions. Finite element methods of structural mechanics are traditionally used here. For measurement-data-driven identification methods, the inherent high parameter diversity of FEM often leads to unfavorable mathematical problems. This research demonstrates that, during the maintenance phase, the identification of ambiently excited mechanical structures as a black-box model, due to its low model order, can be used very advantageously for automated and real-time condition identification and damage localization. Many methods have been developed for damage detection, but damage localization, given the mandatory consideration of environmental and operational influences, is an important, current, and internationally unsolved field of research. Therefore, this problem is the focus of this work. Using numerical algebraic optimization methods from estimation theory, which were still unknown in structural mechanics, a fundamentally new methodology for damage identification was theoretically prepared in the research work and experimentally verified on a pilot plant as well as on a real mechanical structure under operating conditions from the field of infrastructure.

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