Section: Application Domains
Vibrations-based monitoring
Detecting and localizing damages for monitoring the integrity of structural
and mechanical systems is a topic of growing interest, due to the aging
of many engineering constructions and machines and to increased safety norms.
Many current approaches still rely on visual inspections or local
non destructive evaluations performed manually.
This includes acoustic, ultrasonic, radiographic or eddy-current methods;
magnet or thermal field techniques,
A common feature of the structures to be monitored (e.g. civil engineering
structures subject to hurricanes or earthquakes, but also swell, wind and rain;
aircrafts subject to strength and turbulences,
Classical modal analysis and vibration monitoring methods basically process data registered either on test beds or under specific excitation or rotation speed conditions. However there is a need for vibration monitoring algorithms devoted to the processing of data recorded in-operation, namely during the actual functioning of the considered structure or machine, without artificial excitation, speeding down or stopping.
Health monitoring techniques based on processing vibration measurements basically handle two types of characteristics: the structural parameters (mass, stiffness, flexibility, damping) and the modal parameters (modal frequencies, and associated damping values and mode-shapes); see [35] and references therein. A central question for monitoring is to compute changes in those characteristics and to assess their significance. For the frequencies, crucial issues are then: how to compute the changes, to assess that the changes are significant, to handle correlations among individual changes. A related issue is how to compare the changes in the frequencies obtained from experimental data with the sensitivity of modal parameters obtained from an analytical model. Furthermore, it has been widely acknowledged that, whereas changes in frequencies bear useful information for damage detection, information on changes in (the curvature of) mode-shapes is mandatory for performing damage localization. Then, similar issues arise for the computation and the significance of the changes. In particular, assessing the significance of (usually small) changes in the mode-shapes, and handling the (usually high) correlations among individual mode-shape changes are still considered as open questions [35] , [31] .
Controlling the computational complexity of the processing of the collected data is another standard monitoring requirement, which includes a limited use of an analytical model of the structure. Moreover, the reduction from the analytical model to the experimental model (truncated modal space) is known to play a key role in the success of model-based damage detection and localization.
The approach which we have been developing, based on the foundations in modules 3.2 – 3.5 , aims at addressing all the issues and overcoming the limitations above.