Journal of Engineering Mechanics · 2000 · 474 citations · 16 references
Damage MechanismEarthquake EngineeringEngineeringStructural VibrationSeismic ResponseCivil EngineeringDamage DetectionSeismic AnalysisStructural Health MonitoringHarmonic ExcitationStructural Damage DetectionStructural DynamicStructural MechanicsWavelet TheoryStructural EngineeringStructural Identification
The study proposes a wavelet‑based method for detecting structural damage and monitoring health. The method analyzes vibration signals from a simple spring‑mass model under harmonic excitation, examining wavelet‑transformed characteristics and assessing noise and damage severity through a detectability map. Wavelet decomposition accurately identifies the occurrence and timing of both abrupt and accumulative damages, with similar success on simulated data and real seismic recordings, indicating strong promise for structural health monitoring.
A wavelet-based approach is proposed for structural damage detection and health monitoring. Characteristics of representative vibration signals under the wavelet transformation are examined. The methodology is then applied to simulation data generated from a simple structural model subjected to a harmonic excitation. The model consists of multiple breakable springs, some of which may suffer irreversible damage when the response exceeds a threshold value or the number of cycles of motion is accumulated beyond their fatigue life. In cases of either abrupt or accumulative damages, occurrence of damage and the moment when it occurs can be clearly determined in the details of the wavelet decomposition of these data. Similar results are observed for the real acceleration data of the seismic response recorded on the roof of a building during the 1971 San Fernando earthquake. Effects of noise intensity and damage severity are investigated and presented by a detectability map. Results show the great promise of the wavelet approach for damage detection and structural health monitoring.
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<i>Wavelets: Mathematics and Applications</i>
John J. Benedetto, Michael Frazier, Bruno Torrésani · Physics Today · 1994 · 339 citations
A. Habibi · 2002 · 279 citations
Engineering, Spread Spectrum Communication, Transform Domain Excision +10