Damage detection in Euler-Bernoulli beams via spatial wavelet analysis

Structural Control and Health Monitoring

Volumn 13, Issue 1, 2006, Pages 472-487

  Spanos, Pol D ^a   Failla, Giuseppe ^b   Santini, Adolfo ^b   Pappatico, Massimiliano ^b  

^a Rice University   (United States)

^b UNIVERSITY MEDITERRANEA OF REGGIO CALABRIA   (Italy)

Author keywords

Damage detection; Static displacement response; Wavelet analysis

Indexed keywords

CRACKS; DATA REDUCTION; INTERPOLATION; OPTIMIZATION; STIFFNESS;

DAMAGE DETECTION; MULTI-CRACK BEAMS; STATIC DISPLACEMENT RESPONSE; WAVELET ANALYSIS;

WAVELET TRANSFORMS;

EID: 33144455170     PISSN: 15452255     EISSN: None     Source Type: Journal    
DOI: 10.1002/stc.118     Document Type: Article

References (24)

1. Goupillaud P, Grossmann A, Morlet J. Cycle-octave and related transforms in seismic signal analysis. Geoexploration 1984; 23:85-102.
2. Grossmann A, Morlet J. Decomposition of Hardy functions into square integrable wavelets of constant shape. SIAM Journal on Mathematical Analysis 1984; 15:723-736.
3. Spanos PD, Failla G. Wavelets: theoretical concepts and vibrations related applications. Shock and Vibration Digest 2005, 37(5):359-375.
4. Wang WJ, McFadden PD. Application of orthogonal wavelets to early gear damage detection. Mechanical Systems and Signal Processing 1995; 9:497-507.
5. Staszewski WJ, Tomlinson GR. Application of the wavelet transform to fault detection in a spur gear. Mechanical Systems and Signal Processing 1994; 8:289-307.
6. Zhang LX, Li Z, Su XY. Crack detection in beams by wavelet analysis. Proceedings of SPIE 2001; 4537:229-232.
7. Tian J, Li Z, Su X. Crack detection in beams by wavelet analysis of transient flexural waves. Journal of Sound and Vibration 2003; 261:715-727.
8. Yam LH, Yan YJ, Jiang JS. Vibration-based damage detection for composite structures using wavelet transform and neural network identification. Composite Structures 2003; 60:403-412.
9. Sung D-U, Kim C-G, Hong C-S. Monitoring of impact damages in composite laminates using wavelet transform. Composites B 2002; 33:35-43.
10. Paget CA, Grondel S, Levin K, Delebarre C. Damage assessment in composites by Lamb waves and wavelet coefficients. Smart Materials and Structures 2003; 12:393-402.
11. Liew KM, Wang Q. Application of wavelet theory for crack identification in structures. Journal of Engineering Mechanics 1998; 124:152-157.
12. Okafor AC, Dutta A. Structural damage detection in beams by wavelet transform. Smart Materials and Structures 2000; 9:906-917.
13. Hong JC, Kim YY, Lee HC, Lee YW. Damage detection using the Lipschitz exponent estimated by the wavelet transform: applications to vibration modes of a beam. International Journal of Solids and Structures 2002; 39: 1803-1816.
14. Mallat S, Hwang WL. Singularity detection and processing with wavelets. IEEE Transactions on Information Theory 1992; 38:617-643.
15. Douka E, Loutridis S, Trochidis A. Crack identification in beams using wavelet analysis. International Journal of Solids and Structures 2003; 40:3557-3569.
16. Haase M, Widjajakusuma J. Damage identification based on ridges and maxima lines of the wavelet transform. International Journal of Engineering Science 2003; 41:1423-1443.
17. Chang C-C, Chen L-W. Detection of the location and size of cracks in the multiple cracked beam by spatial wavelet based approach. Mechanical Systems and Signal Processing 2005; 19:139-155.
18. Gentile A, Messina A. On the continuous wavelet transforms applied to discrete vibrational data for detecting open cracks in damaged beams. International Journal of Solids and Structures 2003; 40:295-315.
19. Wang Q, Deng X. Damage detection with spatial wavelets. International Journal of Solids and Structures 1999; 36:3443-3468.
20. Quek ST, Wang Q, Zhang L, Ang KK. Sensitivity analysis of crack detection in beams by wavelet technique. International Journal of Mechanical Sciences 2001; 43:2899-2910.
21. Buda G, Caddemi S. Identification of concentrated damages in Euler-Bernoulli beams under static loads. Journal of Engineering Mechanics 2005, submitted.
22. Di Paola M, Bilello C. An integral equation for damage identification of Euler-Bernoulli beams under static loads. Journal of Engineering Mechanics 2004; 130:225-234.
23. Vestroni F, Capecchi D. Damage detection in beam structures based on frequency measurements. Journal of Engineering Mechanics 2000; 126:761-768.
24. Pai PF, Young LG. Damage detection of beams using operational deflection shapes. International Journal of Solids and Structures 2001; 38:3161-3192.