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AÇIK KESİTLİ BİR KİRİŞTE SÜREKLİ DALGACIK DÖNÜŞÜMÜYLE YAPISAL HASAR TEŞHİSİ

STRUCTURAL DAMAGE DETECTION IN AN OPEN CROSS SECTION BEAM USING CONTINUOUS WAVELET TRANSFORM

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Abstract (2. Language): 
This paper is concerned with the determination of the damage location and extent of an open cross section beam by continuous wavelet transform on its first mode shape. To extract the mode shape, the finite element method is used, and the damage is modeled by a local decrease in the Young modulus of a beam element. The classic modal analysis techniques based on changes in frequency or mode shape curvature are demonstrated to be insufficient for the damage conditions considered. The technique of wavelet analysis is shown to be more effective than the curvature change method especially in the case of noisy data. Since the beam cross section is not symmetric, the mode shape to be measured is essentially dependent on the location of displacement transducer on the beam width, resulting that the sensitivity of wavelet coefficients to damage will be different. Therefore, in this study, it is also explained where the correct measurement locations must be to obtain the wavelet coefficients more sensitive to damage.
Abstract (Original Language): 
Bu çalışmada açık kesitli bir kirişin temel mod şekli sürekli dalgacık dönüşümü ile analiz edilerek hasar yeri ve derecesi belirlenmiştir. Hasar elastisite modülündeki azalma olarak modellenmiş, hasarlı kirişin mod şeklini belirlemek için sonlu elemanlar metodu kullanılmıştır. Seçilen hasar durumlarında frekans veya eğrilik değişimlerine dayalı klasik modal analiz metotlarının yetersizliği vurgulanmıştır. Özellikle gürültülü veriyi işlemede dalgacık analizinin eğrilikten daha başarılı olduğu gösterilmiştir. Böyle bir kirişte kesit simetrik olmadığından ölçülecek mod şekli ölçme elemanının kiriş eni doğrultusundaki konumuna büyük ölçüde bağlıdır. Dolayısıyla elde edilecek dalgacık katsayılarının hasara duyarlılığı da farklı olur. Bu çalışmada hasara daha duyarlı katsayıları elde etmek için doğru ölçüm noktaları örnek bir kiriş üzerinde gösterilmiştir.
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REFERENCES

References: 

Addison, P. S. 2002. The Illustrated Wavelet Transform Handbook: Introductory Theory and Applications in Science, Engineering, Medicine and Finance, IOP Publishing Ltd, Bristol.
Alvandi, A. and Cremona, C. 2006. Assesment of Vibration-Based Damage Identification Techniques, Journal of Sound and Vibration 292, 179-202.
Castro, E., Garciâ-Hernandez, M.T. and Gallego, A. 2006. Damage Detection in Rods by Means of the Wavelet Analysis of Vibrations: Influence of The Mode Order. Journal of Sound and Vibration 296, 1028-1038.
Castro, E., Garciâ-Hernandez, M. T. and Gallego, A. 2006a. Defect Identification in Rods Subject to Forced Vibrations Using The Spatial Wavelet Transform. Applied Acoustics, doi: 0.1016/j. apacoust. 2006.04. 003.
Cecchini, A. 2005. Damage Detection and Identification in Sandwich Composites Using Neural Networks. MsC Thesis, University of Puerto Rico.
Chang, C. C. and Chen, L.W. 2003. Vibration Damage Detection of A Timoshenko Beam by Spatial Wavelet based approach. Applied Acoustics
64, 1217-1240.
Chang, C.C. and Chen, L.W. 2004. Damage
Detection of A Rectangular Plate by Spatial Wavelet Based Approach. Applied Acoustics 65, 819-832.
Chang, C.C. and Chen, L.W. 2004a. Damage
Detection of Cracked Thick Rotating Blades by A Spatial Wavelet Based Approach. Applied Acoustics
65, 1095-1111.
Chang, C. C. and Chen, L.W. 2005. Detection of
The Location and Size of Cracks in The Multiple Cracked Beam by Spatial Wavelet Based Approach. Mechanical Systems and Signal Processing 19,
139-155.
Douka, E., Loutridis, S. and Trochidis, A. 2003. Crack Identifications in Beams Using Wavelet Analysis. International Journal of Solids and
Structures 40, 3557-3569.
Douka, E., Loutridis, S. and Trochidis, A. 2004. Crack Identification in Plates Using Wavelet Analysis. Journal of Sound and Vibration 270, 279¬295.
Gentile, A. and Messina, A. 2003. On the Continuous Wavelet Transforms Applied to Discrete Vibrational Data for Detecting Open Cracks in Damaged Beams. International Journal of Solids and
Structures 40, 295-315.
Gökdağ,
H
. and Kopmaz, O. 2005. Coupled Bending and Torsional Vibration of A Beam With In-Span and Tip Attachments. Journal of Sound and Vibration 287, 591-610.
Hong, J.C., Kim, Y.Y., Lee, H.C. and Lee, Y.W.
2002. Damage Detection Using The Lipschitz Exponent Estimated by The Wavelet Transform: Applications to Vibration Modes of Beam. International Journal of Solids and Structures 39, 1803-1816.
Jun, L., Rongying, S., Hongxing, H. and Xianding, J. 2004. Coupled Bending and Torsional Vibration of Axially Loaded Bernoulli-Euler Beams Including Warping Effects, Applied Acoustics 65, 153-170.
Kim, J.T., Ryu, Y.S., Cho, H.M. and Stubbs, N.
2003. Damage Identification in Beam-Type Structures: Frequency-Based Method vs Mode-Shape-Based Method, Engineering Structures 25,
57-67.
Loutridis, S., Douka, E. and Trochidis, A. 2004. Crack Identification in Double-Cracked Beams Using Wavelet Analysis. Journal of Sound and
Vibration 277, 1025-1039.
Ovanesova, A.V. and Suârez, L.E. 2004. Aplications of Wavelet Transforms to Damage Detection in Frame Structures. Engineering Structures 26, 39-49.
Quek, S.T., Wang, Q., Zhang, L. and Ang, K.K. 2001. Sensitivity Analysis of Crack Detection in Beams by Wavelet Technique. International Journal of Mechanical Sciences 43, 2899-2910.
Rucka, M. and Wilde, K. 2006. Application of Continuous Wavelet Transform in Vibration Based Damage Detection Method for Beams and Plates. Journal of Sound and Vibration 297, 536-550.
Salawu, O.S. 1997. Detection of Structural Damage Through Changes in Frequency: A Review, Engineering Structures 19, 718-723.
Wang, Q. and Deng, X. 1999. Damage Detection With Spatial Wavelets. International Journal of Solids and Structures 36, 3443-3468.
Yan,
Y.J.
, Cheng, L., Wu, Z.Y. and Yam, L.H. 2006. Development in Vibration-Based Structural Damage Detection Technique. Mechanical Systems and Signal Processing, doi: 10.1016/j.ymssp.
2006.10.002.
Zhu, X.Q. and Law, S.S. 2006. Wavelet-Based
Crack Identification of Bridge Beam From Operational Deflection Time History. International Journal of Solids and Structures 43, 2299-2317.

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