Vibration based stiffness reconstruction of beams and frames by observing their rotations under harmonic excitations - Numerical analysis

Engineering Structures

Volumn 31, Issue 7, 2009, Pages 1581-1588

  Kokot, Seweryn ^a   Zembaty, Zbigniew ^a  

^a OPOLE UNIVERSITY OF TECHNOLOGY   (Poland)

Author keywords

Beams; Frames; Rotations; Stiffness loss; Stiffness reconstruction; Vibration based damage detection; Vibrations

Indexed keywords

BEAMS; FRAMES; STIFFNESS LOSS; VIBRATION BASED DAMAGE DETECTION; VIBRATIONS;

CIVIL ENGINEERING; HARMONIC ANALYSIS; REPAIR; ROTATION; STIFFNESS; STRUCTURAL FRAMES; STRUCTURAL HEALTH MONITORING; TECHNOLOGY TRANSFER; VIBRATION MEASUREMENT;

DAMAGE DETECTION;

DATA ACQUISITION; DETECTION METHOD; FINITE ELEMENT METHOD; GENETIC ALGORITHM; HARMONIC ANALYSIS; NUMERICAL MODEL; RECONSTRUCTION; STIFFNESS; STRUCTURAL COMPONENT; VIBRATION;

EID: 68649112565     PISSN: 01410296     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.engstruct.2009.02.032     Document Type: Article

References (41)

1. Cawley P., and Adams R.D. The location of defects in structures from measurements of natural frequencies. J Strain Anal 14 2 (1979) 49-57
2. Kim J.-T., Ryu Y.-S., Cho H.-M., and Stubbs N. Damage identification in beam-type structures: Frequency-based method vs mode-shape-based method. Engrg Struct 25 (2003) 57-67
3. Kim H., and Melhem H. Damage detection of structures by wavelet analysis. Engrg Struct 26 (2004) 347-362
4. Hou Z., Noori M., and St Amand R. Wavelet-based approach for structural damage detection. J Engrg Mech ASCE 126 (2000) 677-683
5. Rucka M., and Wilde K. Crack identification using wavelets on experimental static deflection profiles. Engrg Struct 28 2 (2006) 279-288
6. Rucka M., and Wilde K. Application of continuous wavelet transform in vibration based damage detection method for beams and plates. J Sound Vibration 297 (2006) 536-550
7. Pandey A.K., and Biswas M. Damage detection in structures using changes in flexibility. J Sound Vibration 169 1 (1994) 3-17
8. Salawu OS, Williams C. Structural damage detection using experimental modal analysis-a comparison of some methods. In: Proceedings of 11th international modal analysis conference. 1993. p. 254-60
9. Zimmerman D.C., and Smith S.W. Model refinement and damage location for intelligent structures. In: Tzou H.S., and Anderson G.L. (Eds). Intelligent structural systems (1992), Kluwer Academic Publishers 403-452
10. Yan A., and Golinval J.-C. Structural damage localization by combining flexibility and stiffness methods. Engrg Struct 27 (2005) 1752-1761
11. Clarke T, Cawley P. Monitoring of complex structures using guided waves. In: Proceedings of 4th European workshop on structural health monitoring. 2008. p. 672-79
12. Chroscielewski J, Rucka M, Wilde K, Witkowski W. Elastic wave propagation in frame structure in the context of structural health monitoring. In: Proceedings of 4th European workshop on structural health monitoring. 2008. p. 473-9
13. Doebling SW, Farrar CR, Prime MB, Shevitz DW. Damage identification and health monitoring of structural and mechanical systems from changes in their vibration characteristics: A literature review. Los Alamos national laboratory report LA-13070-MS, 1996. 1996
14. Sohn H, Farrar CF, Hemez FM, Shunk DD, Stinemates DW, Nadler BR. et al. A review of structural health monitoring literature: 1996-2001. Report, LA-13976-MS. Los Alamos (USA): Los Alamos National Laboratory; 2003
15. Salawu O.S. Detection of structural damage through changes in frequency: A critical review. Engrg Struct 9 9 (1997) 718-723
16. Liu G.R., Lee J.H., Patera A.T., Yang Z.L., and Lam K.Y. Inverse identification of thermal parameters using reduced-basis method. Comput Methods Appl Mech Engrg 194 27-29 (2005) 3090-3107
17. Liu G.R., Khin Z., and Wang Y.Y. Rapid inverse parameter estimation using reduced-basis approximation with asymptotic error estimation. Comput Methods Appl Mech Engrg 197 (2008) 3898-3910
18. Liu G.R., Khin Z., Wang Y.Y., and Deng B. A novel reduced-basis method with upper and lower bounds for real-time computation of solids mechanics problem. Comput Methods Appl Mech Engrg (2008) 10.1016/j.cma.2008.07.011
19. Liu G.R., and Chen S.C. Computational inverse techniques in nondestructive evaluation (2003), CRC Press
20. Pandey A.K., Biswas M., and Samman M.M. Damage detection from changes in curvature mode shapes. J Sound Vibration 145 2 (1991) 321-332
21. Salawu OS, Williams C. Damage location using vibration mode shapes. In: Proceedings of 12th international modal analysis conference. 1994. p.933-9
22. Maeck J., and De Roeck G. Dynamic bending and torsional stiffness derivation from modal curvatures and torsion rates. J Sound Vibration 225 1 (1999) 153-170
23. Ndambi J.-M., Vantomme J., and Harri K. Damage assessment in reinforced concrete beams using eigenfrequencies and mode shape derivatives. Engrg Struct 24 (2002) 501-515
24. Meydan. Recent trends in linear and angular accelerometers. Sensors Actuators A 59 (1997) 43-50
25. Abdo M.A.-B., and Hori M. A numerical study of structural damage detection using changes in the rotation of mode shapes. J Sound Vibration 251 (2002) 227-239
26. Kim Y.Y., and Kang J.H. Strain-based rotational mode measurement in a beam. J Sound Vibration 222 2 (1999) 225-237
27. Yang Z.L., Liu G.R., and Lam K.Y. An inverse procedure for crack detection using integral strain measured by optical fibers. Smart Mater Struct 11 1 (2002) 72-78
28. Mottershead J.E., Kyprianou A., and Ouyang H. Structural modification. Part 1: Rotational receptances. J Sound Vibration 284 249-265 (2005)
29. Hillstrog L., and Lundberg B. Analysis of elastic flexural waves in non-uniform beams based on measurement of strains and accelerations. J Sound Vibration 247 (2001) 227-242
30. Gicev V, Trifunac MD. Rotations in a shear-beam model of a seven-story building caused by nonlinear waves during earthquake excitation. Struct Control Health Monit 2008; doi:10.1002/stc.264
31. Kokot S., and Zembaty Z. Damage reconstruction of 3d frames using genetic algorithms with Levenberg-Marquardt local search. Soil Dyn Earthq Eng 29 2 (2009) 311-323
32. De Stefano. Structural identification and health monitoring on the historical architectural heritage. Key Eng Mater 347 (2007) 37-54
33. Zembaty Z., Kowalski M., and Pospisil S. Dynamic identification of a reinforced concrete frame in progressive states of damage. Engrg Struct 28 5 (2006) 668-681
34. Castellani A. Concrete toughness after 20 years. J Struct Engrg ASCE 118 (1992) 1402-1412
35. Friswell M.I., and Mottershead J.E. Finite element model updating in structural dynamics (1995), Kluwer, Dordrecht
36. Liu G.R., and Chen S.C. A novel technique for inverse identification of distributed stiffness factor in structures. J Sound Vibration 254 (2002) 823-835
37. Swiercz A., Kołakowski P., and Holnicki-Szulc J. Structural damage identification using low frequency non-resonance harmonic excitation. Key Eng Mater 374 (2007) 427-432
38. Goldberg D.E. Genetic algorithms in search, optimization and machine learning (1989), Addison-Wesley
39. Nocedal J., and Wright S.J. Numerical optimization (1999), Springer, New York
40. Graizer V.M. Effect of tilt on strong motion data processing. Soil Dyn Earthq Eng 25 (2005) 197-204
41. Lee WHK, Celebi M, Igel H, Todorovska M. (editors). Special issue on rotational seismology and engineering applications. Bull Seismol Soc Amer 2009;99(2B)