Abstract

Continuous Scanning Laser Doppler Vibrometry (CSLDV) methods first appeared in the literature in the early 1990s and over the past three decades they have undergone an evolution in terms of procedures and applications which constitute a new state-of-the-art now described in this review paper. The advances in vibration measurement performed by Scanning Laser Doppler Vibrometers augmented the capability of measuring vibration data from a grid of a few hundred measurement points to a single scan which traverses and measures at many thousands of points on the same structure. The deflection shapes of vibration modes can be created by assembling two pieces of information from a scanning measurement - temporal and spatial - and the more measurement ‘points’, the better the spatial density and resolution of the deflection shape(s). The introduction of Continuous Scanning techniques challenged the traditional principle that the number of measurement points defines the spatial definition of the deflection shape. Thereafter, high definition deflection shapes could be achieved by measuring a single time series from a continuously sweeping trajectory covering the same surface area that would traditionally be covered by a set of fixed-point measurements, each of which spans a range of frequencies. The CSLDV approach compresses both the temporal oscillation and the spatial distribution of the deflection shape into one LDV output-modulated signal, whereby the harmonic oscillation and the spatial distribution across a swept area were now defined by a central response harmonic and its sidebands. This change of perspective in vibration measurements from the conventional stepped-scan method to the continuous-scan approach allowed several researchers to exploit and expand the potential of the scanning vibrometer further than its initial design specifications. This paper starts with the raison d’être, with a brief historical account of how vibration measurements have developed over the past decades, and then moves to the theoretical background and applications of the CSLDV approach. Finally, the paper presents a philosophical and technical account of the research work carried out by several colleagues over the past thirty years and aims to provide a chronological order to the various advancements that CSLDV techniques offer in engineering structural dynamics.

Highlights

  • Continuous Scanning Laser Doppler Vibrometry (CSLDV) methods first appeared in the literature in the early 1990s and over the past three decades they have undergone an evolution in terms of procedures and applications which constitute a new state-of-the-art described in this review paper

  • A new modal parameter estimation method using free response measured by a CSLDV system is proposed in [76] to estimate modal parameters of a structure, including natural frequencies, modal damping ratios, and mode shapes based on the concept of free response shapes

  • It should be borne in mind that any type of non-contact sensor could possibly be used in Continuous Scanning mode for retrieving responses which are not limited to vibration analyses but can be extended to thermal, acoustic and fluid response analyses

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Summary

The final advantage

Mode shapes from ODSs In the previous paragraph, we have just talked of measuring an ODS. This is not a mode shape because the actual deflection shape, we have observed includes contributions from the mode whose natural frequency is just close to the excitation frequency, and from neighbouring modes. The true mode shape can be obtained by performing a modal analysis on the set of measured ODS deflection shapes (or shapes, because these need to be measured at 3–5 frequencies near each resonance) at each of the measured DOFs. in the CSLDV case, we only need to perform the modal analysis on the 120 significant spectral coefficients and not all 10,000 individual measurement DOFs. Once again, the CSLDV method has a distinct advantage of efficiency as well as elegance in delivering the vibration information required by the user in a uniquely effective way

CSLDV methods and applications
Theoretical background
Short scan method
Long scan method
Polynomial method
In cosðx nXÞt þ
Demodulation
R ðtÞsinxtcosxt þ
Lifting method
Inverse method
Applications of CSLDV methods
Modal testing and analysis
Model updating
Diagnostics and health monitoring
Rotating machinery dynamic characterization
Dynamic characterization of arbitrarily moving structures
Bio-engineering
Land mines detection
Practical guidelines and limitations of CSLDV methods
Conclusions
Full Text
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