Evaluating pavement cracks with bidimensional empirical mode decomposition

Eurasip Journal on Advances in Signal Processing

Volumn 2008, Issue , 2008, Pages

  Attoh Okine, Nii ^a   Ayenu Prah, Albert ^a  

^a UNIVERSITY OF DELAWARE   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

ACOUSTIC SIGNAL PROCESSING; ARTIFICIAL INTELLIGENCE; CARBON FIBER REINFORCED PLASTICS; COMPUTER NETWORKS; CRACKS; DETECTORS; EDGE DETECTION; FUNCTIONS; FUZZY NEURAL NETWORKS; FUZZY SETS; IMAGE ANALYSIS; IMAGE ENHANCEMENT; IMAGING SYSTEMS; IMAGING TECHNIQUES; METROPOLITAN AREA NETWORKS; NETWORK PROTOCOLS; NEURAL NETWORKS; NUMERICAL METHODS; PAVEMENTS; REAL TIME SYSTEMS; ROADS AND STREETS; SET THEORY; SINGULAR VALUE DECOMPOSITION; TWO DIMENSIONAL;

(E ,3E) PROCESS; (MIN ,MAX ,+) FUNCTIONS; BASIS FUNCTIONS; BASIS SETS; BIDIMENSIONAL EMPIRICAL MODE DECOMPOSITION (BEMD); CANNY EDGE DETECTORS; CONVOLUTION PROCESSES; CRACK EVALUATION; DATA DRIVEN (DD); DIGITAL IMAGING; EDGE DETECTORS; EMPIRICAL MODE DECOMPOSITION (EMD); FUZZY SET THEORY (FST); GAUSSIAN FILTERING; IMAGE ANALYSIS METHOD; IMAGE SMOOTHING; INSTANTANEOUS FREQUENCY (IF); INTRINSIC MODE FUNCTIONS (IMFS); NON STATIONARY SIGNALS; NON-PARAMETRIC; PAVEMENT CRACK DETECTION; PAVEMENT CRACKS; RESIDUAL IMAGES; SOBEL METHOD; TWO-DIMENSIONAL (2D);

CRACK DETECTION;

EID: 45749090135     PISSN: 16876172     EISSN: 16876180     Source Type: Journal    
DOI: 10.1155/2008/861701     Document Type: Article

References (17)

1. Cheng H. D., Chen J.-R., Glazier C., Hu Y. G., Novel approach to pavement cracking detection based on fuzzy set theory Journal of Computing in Civil Engineering 1999 13 4 270 280
2. Lee B. J., Lee H. D.
3. Delagnes P., Barba D., A markov random field for rectilinear structure extraction in pavement distress image analysis 1 Proceedings of IEEE International Conference on Image Processing (ICIP 95) October 1995 Washington, DC, USA 446 449
4. Chandan C., Sivakumar K., Masad E.
5. Brzezicki J. M., Kasperkiewicz J., Automatic image analysis in evaluation of aggregate shape Journal of Computing in Civil Engineering 1999 13 2 123 128
6. Wang L.
7. Huang N. E., Shen Z., Long S. R., The empirical mode decomposition and the Hilbert spectrum for nonlinear and non-stationary time series analysis Proceedings of the Royal Society A 1998 454 1971 903 995
8. Huang N. E.
9. Linderhed A., 2-D empirical mode decompositions in the spirit of image compression 4738 Wavelet and Independent Component Analysis Applications IX April 2002 Orlando, Fla, USA 1 8 Proceedings of SPIE
10. Linderhed A., Variable sampling of the empirical mode decomposition of two-dimensional signals International Journal of Wavelets, Multiresolution and Information Processing 2005 3 3 435 452
11. Nunes J. C.
12. Nunes J. C.
13. Linderhed A., Image compression based on empirical mode decomposition Proceedings of the 3rd International Conference on Image and Graphics December 2004 Hong Kong 430 443
14. Sinclair S.
15. Ding L., Goshtasby A.
16. Flandrin P.
17. Wu Z.