TY  - JOUR
  - Pakrashi V, Basu B and O¿ Connor A
  - 2007
  - Unknown
  - Engineering Structures
  - Structural Damage Detection and Calibration using Wavelet-Kurtosis Technique¿. Engineering Structures
  - In Press
  - ()
  - 29
  - 9
  - 2097
  - 2108
  - Some key factors in the field of damage detection of structures are the efficient and consistent detection of the presence, location and the extent of damage. A detailed numerical study has been performed in this paper addressing these issues for a beam element with an open crack. The first natural modeshape of the beam with an open crack has been simulated using smeared, lumped and continuous crack models involving various degrees of complexity. The static deflected shape of the same beam has also been simulated under vertical static loading. Gaussian white noise of different intensities has been synthetically introduced to both the  simulated damaged modeshape and the static deflected shape. Wavelet analysis has been performed on the simulated modeshape and the static deflected shape for locating the damage. A new wavelet¿kurtosis based calibration of the extent of damage has been performed for different crack depth ratios and crack positions including the effects of varying signal to noise ratio. An experimental validation of this method has been carried out on a damaged aluminium beam with open cracks of different extent. The damaged shape has been estimated by using a novel video camera based pattern recognition technique. The study in this paper shows that wavelet analysis in conjunction with a kurtosis based damage calibration can be useful in the identification of damage to structures and is applicable underthe presence of measurement noise.
  - 0141-0296
  - http://www.sciencedirect.com/science?_ob=ArticleURL;_udi=B6V2Y-4MJS04H-2;_user=10;_coverDate=09/30/2007;_rdoc=1;_fmt=high;_orig=search;_origin=search;_sort=d;_docanchor=;view=c;_searchStrId=1478795807;_rerunOrigin=google;_acct=C000050221;_version=1;_urlVe
  - 10.1016/j.engstruct.2006.10.013
DA  - 2007/NaN
ER  - 

@article{V52679223,
   = {Pakrashi V, Basu B and O¿ Connor A},
   = {2007},
   = {Unknown},
   = {Engineering Structures},
   = {Structural Damage Detection and Calibration using Wavelet-Kurtosis Technique¿. Engineering Structures},
   = {In Press},
   = {()},
   = {29},
   = {9},
  pages = {2097--2108},
   = {{Some key factors in the field of damage detection of structures are the efficient and consistent detection of the presence, location and the extent of damage. A detailed numerical study has been performed in this paper addressing these issues for a beam element with an open crack. The first natural modeshape of the beam with an open crack has been simulated using smeared, lumped and continuous crack models involving various degrees of complexity. The static deflected shape of the same beam has also been simulated under vertical static loading. Gaussian white noise of different intensities has been synthetically introduced to both the  simulated damaged modeshape and the static deflected shape. Wavelet analysis has been performed on the simulated modeshape and the static deflected shape for locating the damage. A new wavelet¿kurtosis based calibration of the extent of damage has been performed for different crack depth ratios and crack positions including the effects of varying signal to noise ratio. An experimental validation of this method has been carried out on a damaged aluminium beam with open cracks of different extent. The damaged shape has been estimated by using a novel video camera based pattern recognition technique. The study in this paper shows that wavelet analysis in conjunction with a kurtosis based damage calibration can be useful in the identification of damage to structures and is applicable underthe presence of measurement noise.}},
  issn = {0141-0296},
   = {http://www.sciencedirect.com/science?_ob=ArticleURL;_udi=B6V2Y-4MJS04H-2;_user=10;_coverDate=09/30/2007;_rdoc=1;_fmt=high;_orig=search;_origin=search;_sort=d;_docanchor=;view=c;_searchStrId=1478795807;_rerunOrigin=google;_acct=C000050221;_version=1;_urlVe},
   = {10.1016/j.engstruct.2006.10.013},
  source = {IRIS}
}