1. Signature extraction from the dynamic responses of a bridge subjected to a moving vehicle using complete ensemble empirical mode decomposition
- Author
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Feng Xiao, J. Leroy Hulsey, Gang S. Chen, and Wael Zatar
- Subjects
Acoustics and Ultrasonics ,Computer science ,Noise (signal processing) ,Mechanical Engineering ,lcsh:Control engineering systems. Automatic machinery (General) ,lcsh:QC221-246 ,020101 civil engineering ,02 engineering and technology ,Building and Construction ,Hilbert–Huang transform ,Bridge (nautical) ,Signature (logic) ,0201 civil engineering ,lcsh:TJ212-225 ,020303 mechanical engineering & transports ,Geophysics ,0203 mechanical engineering ,Mechanics of Materials ,Control theory ,lcsh:Acoustics. Sound ,Extraction (military) ,Structural health monitoring ,Moving vehicle ,Civil and Structural Engineering - Abstract
Technology that measures bridge responses when a vehicle is crossing over it for structural health monitoring has been under development for approximately a decade. Most of the proposed methods are based on identification of the dynamic characteristics of a bridge such as the natural frequency, the mode shapes, and the damping. Specifically, many time–frequency domain approaches have been used to extract complex spectrum signatures from the complicated vibrations of a bridge due to the interactions of a vehicle with the bridge, which usually involves nonlinear, nonstationary, stochastic, and impact vibrations. In this paper, a method known as complete ensemble empirical mode decomposition with adaptive noise is applied for the first time to analyze the acceleration response of a bridge to a moving vehicle, and the purpose is to extract the spectrum signature of the vehicle–bridge response for structural health monitoring. The time–frequency Hilbert-Huang transform (HHT) spectrum of the decomposed mode from complete ensemble empirical mode decomposition with adaptive noise is presented. The results are well-correlated with finite element analysis. The advantages of the complete ensemble empirical mode decomposition with adaptive noise method are demonstrated in comparing the data from conventional methods, including power spectra, spectrograms, scalograms, and empirical mode decomposition.
- Published
- 2019
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