Impact localization in composite structures of arbitrary cross section

Structural Health Monitoring

Volumn 11, Issue 6, 2012, Pages 643-655

  Ciampa, Francesco ^a   Meo, Michele ^a   Barbieri, Ettore ^b  

^a University of Bath   (United Kingdom)

^b UNIVERSITY OF OXFORD   (United Kingdom)

Author keywords

composite structures; continuous wavelet transform; Impact location identification; Lamb waves

Indexed keywords

ARBITRARY CROSS SECTION; COMPUTATIONAL TIME; CONTINUOUS WAVELET TRANSFORM; GROUP SPEED; IMPACT LOCATION IDENTIFICATION; LAMB MODES; LEAD ZIRCONATE TITANATE; LINE SEARCHES; LOCALIZATION ALGORITHM; MAXIMUM ERROR; OPTIMIZATION ALGORITHMS; PLASTIC PANELS; PRIORI KNOWLEDGE; SANDWICH PANEL; SANDWICH PLATES; SOURCE LOCATION; SPECTRAL FINITE ELEMENT METHOD; STRESS WAVE; STRUCTURAL HEALTH; TIME FREQUENCY ANALYSIS; TIME OF ARRIVAL; VELOCITY PATTERNS; WAVE FORMS;

ALGORITHMS; CARBON FIBERS; COMPOSITE STRUCTURES; FIBER REINFORCED PLASTICS; ITERATIVE METHODS; MECHANICAL PROPERTIES; SEMICONDUCTING LEAD COMPOUNDS; STRUCTURAL HEALTH MONITORING; STRUCTURE (COMPOSITION); SURFACE WAVES; ULTRASONIC WAVES; WAVELET TRANSFORMS;

ACOUSTICS;

EID: 84868705228     PISSN: 14759217     EISSN: 17413168     Source Type: Journal    
DOI: 10.1177/1475921712451951     Document Type: Article

References (24)

1. Gaul L,Hurlebaus S,Jacobs LJ.Localization of a "synthetic" acoustic emission source on the surface of a fatigue specimen.Res Nondestruct Eval. 2001;13:105-117.
2. Jeong H,Jang Y-S.Fracture source location in thin plates using the wavelet transform of dispersive waves.IEEE T Ultrason Ferr. 2000;47:612-619.
3. Tobias A.Acoustic emission source location in two dimensions by an array of three sensors.Non-Destruct Test. 1976;9:9-12.
4. White PH.Cross correlation in structural systems: dispersion and nondispersion waves.J Acoust Soc Am. 1969;45 (5): 1118-1128.
5. Ziola SM,Gorman MR.Source location in thin plates using cross-correlation.J Acoust Soc Am. 1991;90 (5): 2551-2556.
6. Ciampa F,Meo M.Impact detection in anisotropic materials using a time reversal approach.Struct Health Monitor. 2012;11 (1): 43-49.
7. Ciampa F,Meo M.Acoustic emission localization in complex dissipative anisotropic structures using a one-channel reciprocal time reversal method.J Acoust Soc Am. 2011;130 (1): 168-175.
8. Seydel R,Chang FK.Impact identification on stiffened composite panels: system development.Smart Mater Struct. 2001;10:354-369.
9. Meo M,Zumpano G,Pigott M, et al.Impact identification on a sandwich plate from wave propagation responses.Compos Struct. 2005;71:302-306.
10. Paget CA,Atherton K,O'Brien E.Triangulation algorithm for damage location in aeronautical composite structures. Proceeding of the 4th international workshop on structural health monitoring; Stanford, CA;. 363.
11. Kurokawa Y,Mizutani Y,Mayozumi M.Real-time executing source location system applicable to anisotropic thin structures.J Acoust Emiss. 2005;23:224-232.
12. Kundu T,Das S,Kumar VJ.Detection of the point of impact on a stiffened plate by the acoustic emission technique.Smart Mater Struct. 2009;18:1-9.
13. Huang W,Ziola SM,Dorighi JF.Stiffness measurement and defect detection in laminated composites by dry-coupled plate waves. SPIE symposium on nondestructive evaluation techniques for aging infrastructure for manufacturing; San Antonio, TX;.
14. Ciampa F,Meo M.Acoustic emission source localization and velocity determination of the fundamental mode A0 using wavelet analysis and Newton-based optimization technique.Smart Mater Struct. 2010;19:1-14.
15. Ciampa F,Meo M.A new algorithm for acoustic emission localization and flexural group velocity determination in anisotropic structures.Compos. 2010;41:1777-1786.
16. Teolis A.Computational signal processing with wavelets. Boston, MA: Birkhauser; 1998:.
17. Mallat S.A wavelet tour of signal processing. London: Academic Press; 1998:.
18. Bernard A,Lowe MJS,Deschamps M.Guided waves energy velocity in absorbing and non-absorbing plates.J Acoust Soc Am. 2000;110:186-196.
19. Haase M,Widjajakusuma J.Damage identification based on ridges and maxima lines of the wavelet transform.Int J Eng Sci. 2003;41:1423-1443.
20. Dennis JE,Schnabel RBNumerical methods for unconstrained optimization and non linear equations. Englewood Cliffs, NJ: Prentice Hall; 1983:.
21. Nocedal J,Wright SJNumerical optimization. Springer series in operations research. New York: Springer; 1999:.
22. Tzou H-S.Piezoelectric shells: distributed sensing and control of continua. Boston, MA/Dordrecht: Kluwer Academic Publishers; 2003:.
23. Barbieri E,Cammarano A,De Rosa S, et al.Waveguides of a composite plate by using the spectral finite element approach.J Vib Control. 2009;15 (3): 347-367.
24. Finnveden S.Evaluation of modal density and group velocity by a finite element method.J Sound Vib. 2004;273 (1): 51-75.