A flexibility-based continuum damage identification approach

Journal of Sound and Vibration

Volumn 279, Issue 3-5, 2005, Pages 641-667

  Stutz, L T ^a   Castello, D A ^a   Rochinha, F A ^a  

^a FEDERAL UNIVERSITY OF RIO DE JANEIRO   (Brazil)

Author keywords

[No Author keywords available]

Indexed keywords

ACOUSTIC NOISE; ALGORITHMS; EIGENVALUES AND EIGENFUNCTIONS; ERROR ANALYSIS; FINITE ELEMENT METHOD; MATHEMATICAL MODELS; SPECTRUM ANALYSIS; STIFFNESS;

DAMAGE ANALYSIS; DEGREES OF FREEDOM (DOF); EIGENSYSTEM REALIZATION ALGORITHM (ERA); FINITE ELEMENT (FE);

FLEXIBLE COUPLINGS;

EID: 9644252951     PISSN: 0022460X     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jsv.2003.11.043     Document Type: Article

References (35)

1. S.W. Doebling, C.R. Farrar, M.B. Prime, D.W. Sheritz, 1996 Los Alamos National Lab., Rept. LA-13070-MS, Los Alamos. Damage Identification and Health Monitoring of Structural and Mechanical Systems from Changes in their Vibration Characteristics: A Literature Review.
2. J.E. Mottershead, M.I. Friswell, Model updating in structural dynamics, Journal of Sound and Vibration 167 (2) (1993) 347-375.
3. Y. Zou, G.P. Steven, Vibration-based model-dependent damage (delamination) identification and health monitoring for composite structures - a review, Journal of Sound and Vibration 230 (2) (2000) 357-378.
4. J.H. Chou, J. Ghaboussi, Genetic algorithm in structural damage detection, Computers & Structures 79 (14) (2001) 1335-1353.
5. N. Hu, X. Wang, H. Fukunaga, Z.H. Yao, H.X. Zhang, Z.S. Wu, Damage assessment of structures using modal test data, International Journal of Solids and Structures 38 (18) (2001) 3111-3126.
6. M. Kaouk, D.C. Zimmerman, Structural damage assessment using a generalized minimum rank perturbation theory, AIAA Journal 32 (4) (1994) 836-842.
7. H.T. Banks, D.J. Inman, D.J. Leo, Y. Wang, An experimentally validated damage detection theory in smart structures, Journal of Sound and Vibration 191 (5) (1996) 859-880.
8. D. A. Castello, L.T. Stutz, F. A. Rochinha, A time domain technique for defect identification based on a continuum damage model, Proceedings of the 2002 ASME International Mechanical Engineering Congress & Exposition, November 17-22, New Orleans, Louisiana, USA, 2002.
9. A. Pandey, M. Biswas, Damage detection in structures using changes in flexibility, Journal of Sound Vibration 169 (1) (1994) 3-17.
10. M. Baruch, Optimal correction of mass and stiffiness matrices using measured modes, AIAA Journal 10 (11) (1982) 1623-1626.
11. A.M. Kabe, Stiffness matrix adjustment using mode data, AIAA Journal 23 (9) (1985) 1431-1436.
12. C. Farhat, F.M. Hemez, Updating finite element dynamic models using an element-by-element sensitivity methodology, AIAA Journal 31 (9) (1993) 1702-1711.
13. D.A. Castello, L.T. Stutz, F.A. Rochinha, A structural defect identification based on a continuum damage model, Computers & Structures 80 (5-6) (2002) 417-436.
14. T.W. Lim, T.A.-L. Kashangaki, Structural damage detection of space truss structures using best achievable eigenvector, AIAA Journal 32 (5) (1994) 1049-1057.
15. D.C. Zimmerman, W. Widengren, Correcting finite-element models using a symmetrical eigenstructure assignment technique, AIAA Journal 28 (9) (1990) 1670-1676.
16. S.M. Pires-Domingues, H.S.C. Mattos, F.A. Rochinha, Modelling of nonlinear damage on elastic brittle materials, Mechanics Research Communications 25 (2) (1998) 147-153.
17. L.T. Stutz, Damage identification approach via flexibility matrix adjustment based on a continuum damage model, M.Sc. Dissertation, Federal University of Rio de Janeiro, Brasil, 1999 (in Portuguese).
18. K.K. Denoyer, L.D. Peterson, Model update using modal contribution to static flexibility error, AIAA Journal 35 (11) (1997) 1739-1745.
19. S.W. Doebling, L.D. Peterson, K.F. Alvin, Estimation of reciprocal residual flexibility from experimental modal data, AIAA Journal 34 (8) (1996) 1678-1685.
20. B. Titurus, M.I. Friswell, J.E. Mottershead, Damage detection using general elements: Part II. damage detection, Computers & Structures 81 (2003) 2287-2299.
21. B. Titurus, M.I. Friswell, J.E. Mottershead, Damage diagnosis using time series analyis of vibration signals, Smart Materials and Structures 10 (2001) 1-6.
22. F.M. Hemez, S.W. Doebling, Review and assessment of model updating for non-linear, transient dynamics, Mechanical Systems and Signal Processing 15 (1) (2001) 45-74.
23. H. Ahmadian, J.E. Mottershead, M.I. Friswell, Regularisation methods for finite element model updating, Mechanical Systems and Signal Processing 12 (1) (1998) 47-64.
24. H.W. Park, S. Shin, H.S. Lee, Determination of an optimal regularization factor in system identification with tikhonov regularization for linear elastic continua, International Journal for Numerical Methods in Engineering 51 (10) (2001) 1211-1230.
25. K.F. Alvin, L.D. Peterson, K.C. Park, Method for determining minimum-order mass and stiffness matrices from modal test data, AIAA Journal 33 (1) (1995) 128-135.
26. R.J. Guyan, Reduction of stiffness and mass matrices, AIAA Journal 3 (2) (1965) 380.
27. J. Skrzypek, A. Ganczarski, Modeling of Material Damage and Failure of Structures: Theory and Applications, Springer, Berlin, 1999.
28. H.S.C. Mattos, R. Sampaio, Analysis of the fracture of brittle elastic materials using a continuum damage model, Structural Engineering and Mechanics 3 (5) (1995) 411-427.
29. J.M. Ricles, J.B. Kosmatka, Damage detection in elastic structures using vibratory residual forces and weighted sensitivity, AIAA Journal 30 (9) (1992) 2310-2316.
30. J.N. Juang, R.S. Pappa, An eigensystem realization algorithm for modal parameter identification and model reduction, Journal of Guidance, Control and Dynamics 8 (5) (1985) 620-627.
31. K.F. Alvin, K.C. Park, A second order structure identification procedure via state space-based system identification, AIAA Journal 32 (2) (1994) 397-406.
32. H. Grafe, Model updating of large structural dynamics models using measured response functions, 1998 Ph.D. Thesis, Imperial College of Science, Technology and Medicine University of London, 1998.
33. S.F. Bastos, L. Borges, F.A. Rochinha, Numerical and experimental approach for identifying elastic parameters in sandwich plates, Shock and Vibration 9 (4-5) (2002) 193-201.
34. D.A. Castello, F.A. Rochinha, An experimental assessment of transverse adaptive filters as applied to vibrating structures identification, Shock and Vibration in July, 2003, submitted.
35. R.R.F.O. Pereira, D.A. Castello, F.A. Rochinha, A time domain based mechanical system identification, 17th International Congress of Mechanical Engineering (COBEM 2003), São Paulo, S.P., Brazil, November 10-14, 2003.