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Original Articles

Hierarchical crack identification from electric potential measurements using pattern recognition approach and optimization techniqueFootnote*

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Pages 43-63 | Received 11 Mar 1997, Published online: 24 Oct 2007

References

  • Kubo , Sh. , Sakagami , T. and Ohji , K. 1991 . “ The electric potential CT methods for measuring two and three-dimensional cracks ” . In Current Japanese Material Research , Vol. 8 , 235 – 258 . Elsevier : Fracture Mechanics .
  • Kubo , Sh. , Ohji , K. and Sakagami , T. A. 1991 . A simple scheme for identification of a semi-elliptical crack from D. C. potential readings . International Journal of Applied Electromagnetics in Materials , 2 : 81 – 90 .
  • Sakagami , T. , Kubo , Sh and Ohji , K. 1990 . A hierarchical inversion scheme for reconstructing a three-dimensional internal crack from an electric potential distribution . Int. J. Pres. Ves. and Piping , 44 : 35 – 47 .
  • Kubo , Sh. , Sarasinpitak , J. and Ohji , K. 1996 . Identification of an interface crack in bonded dissimilar materials from electric potential distribution . Mat. Sci. Res. Int. , 2 ( 1 ) : 26 – 32 .
  • Kubo , Sh. 1988 . Inverse problems related to the mechanics and fracture of solids and structures . JSME Int. J. Series I , 31 ( 2 ) : 157 – 166 .
  • Kubo , Sh. 1991 . “ Computational inversion schemes for various categories of inverse problems ” . In Inverse Problems , Edited by: Kubo , Sh. 36 – 50 . Atlanta, GA : Atlanta Tech. Publ. . 30357
  • Aronson , G. H. and Ritchie , R. O. 1979 . Optimization of the electrical potential technique for crack growth monitoring in compact test pieces using finite element analysis . J. of Testing and Evaluation , 7 ( 4 ) : 208 – 215 .
  • Hicks , M. A. and Pickard , A. C. 1982 . A comparison of theoretical and experimental methods of calibrating the electrical potential drop technique for crack length determination . Int. J. of Fracture , 20 : 208 – 215 .
  • Gangloff , R. P. 1981 . Electrical potential monitoring of crack formation and subcritical growth from small cracks . Fatigue of Engineering Materials and Structures , 4 ( 1 ) : 15 – 33 .
  • Wei , R. P. and Brazil , R. L. 1981 . An assessment of A-C and D-C potential systems for monitoring fatigue crack growth . Fatigue Crack Growth Measurements and Data Analysis , 738 : 103 – 119 . ASTM STP
  • Wilkowski , G. M. and Maxey , W. A. 1983 . Review and applications of the electric potential method for measuring crack growth in specimens, flawed pipes, and pressure vessels . Fracture Mechanics: Fourteenth Symposium –Vol. II: Testing and Applications , 791 : II-266 – II-294 . ASTM STP
  • Orazem , M. E. and Wolfgang , Ruch . 1986 . An improved analysis of the potential drop method for measuring crack lengths is compact specimens . Int. J. of Fracture , 31 : 245 – 258 .
  • Coffin , L. F. 1986 . Damage evaluation and life extension of structural components . Trans, ASME, J. of Vibration, Acoustics, Stress and Reliability in Design , 108 ( 3 ) : 241 – 248 .
  • Pulle , D. W. J. 1986 . Crack length measurement: Analysis of the electro-potential method using a finite element method . J. of Strain Analysis , 21 ( 3 ) : 127 – 134 .
  • Read , D. T. and Pfuff , M. 1991 . Potential drop in the center-cracked panel with asymmetric crack extension . Int. J. of Fracture , 48 : 219 – 229 .
  • Iwamura , Y. and Miya , K. 1991 . Inverse analysis of defect shapes by the Φ–Ψ method . Nuclear Engineering and Design , 128 : 91 – 101 .
  • Yoshimura , Sh. , Saito , Y. and Yagawa , G. 1996 . Identification of two dissimilar surface cracks hidden in solid using neural networks and computational mechanics . Computer Modeling and Simulation in Engineering , 1 : 477 – 491 .
  • Yagawa , G. S. , Yoshimura , J. , Moshizuki , T. and Oishsi , T. 1991 . “ Identification of crack shape hidden in solids by means of neural networks and computational mechanics ” . In Inverse Problems , Edited by: Kubo , Sh. 213 – 221 . Atlanta, GA : Atlanta Tech. Publ. . 30357
  • Oishi , A. K. , Yamada , S. , Yoshimura , S. and Yagawa , G. 1995 . Quantitative nondestructive evaluation with ultrasonic method using meural networks and computational mechanics . Comp. Mechanics , 15 : 521 – 533 .
  • Trendafilova , I. 1990 . On the problem of mechanical system constitutive modeling using the theory of pattern recognition . Systems, Analysis, Modeling and Simulation , 7 ( 1 ) : 71 – 74 . Academie Verl.
  • Trendafilova , I. 1992 . On a method for mechanical-mathematical models identification, using a stochastic pattern recognition approach . European Journal of Mechanics A/Solids , 11 ( 6 ) : 767 – 779 .
  • Trendafilova , I. , Odeen , S. and Lundberg , B. 1994 . Identification of viscoelastic material models from two-point electro-optical displacement measurements on an impacted rod specimen . European Journal of Mechanics A/Solids , 13 ( 6 ) : 793 – 802 .
  • Tou , J. and Gonzales , R. 1974 . Pattern Recognition Principles , Addison-Wesley Publ. Company .
  • Eykhoff . 1974 . System Identification , J. Wiley and Sons .
  • Wolfe , M. A. 1978 . Numerical Methods for Unconstrained Optimization . Van Nosrand Reinh. Comp. ,

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