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Volume 25 Issue 5
May  2003
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Wu Weilin, Zhu Ning . The application of complexity measure analysis to fault prediction in power electronic circuit[J]. Journal of Electronics & Information Technology, 2003, 25(5): 677-682.
Citation: Wu Weilin, Zhu Ning . The application of complexity measure analysis to fault prediction in power electronic circuit[J]. Journal of Electronics & Information Technology, 2003, 25(5): 677-682.

The application of complexity measure analysis to fault prediction in power electronic circuit

  • Received Date: 2001-11-19
  • Rev Recd Date: 2002-07-24
  • Publish Date: 2003-05-19
  • In the condition of high-voltage, heavy-current and high-frequency electric circuit, there is a certain difficult to inspect and supervise the electric circuit. On introducing a new method of complexity measure analysis, the authors manage to inspect the circuit fault status by analyzing synthetic signal. Compared with the traditional method, the present method has the advantages of high speed, easy operation, less expenses, safety, no destruction, etc. and can be used as a reliability predicting measure for electric circuit system.
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  • R. Wackerbauer, et al., A comparative classification of complexity measures, Chaos.[J]. Solitons Fractals.1994,4(1):133-[2]徐京华,童勤业,大脑皮层信息结构和精神分裂症,生物物理学报,1996,12(1),103-108. [3]M. di Bernardo, Franco Garofalo, Luigi Glielmo, Switchings, bifurcations, and chaos in dc-dc converters, IEEE Trans. on Circuits Syst. I, 1998, 45(2), 133-141.[3]E. Fossas, G. Olivar, Study of chaos in the buck converter, IEEE Trans. on Circuits Syst. I, 1996,43(1), 13-25.[4]J.H.B. Deane, D. C. Hamill, Analysis, simulation and experimental study of chaos in the Buck converter, Proc. IEEE. PESC, San Autonio, Texas, 1990, 491-498.[5]J.H.B. Deane, D. C. Hamill, Chaotic behavior in current-mode controlled dc-dc converter,Electron. Lett., 1991, 27(13), 1172-1173.[6]D.C. Hamill, J. H. B. Deane, Modeling of chaotic DC-DC converters by iterated nonlinear mappings, IEEE Trans. on Power Electron., 1992, 7(1), 25-36 .[7]C.J. Budd, A. G. Lee, Double impact orbits of a single-degree-of-freedom impact oscillators subject to periodic forcing of odd frequency, Proc. Royal Soc. of London Ser. A-Mathematical,Physical and Engineering Science, 1996, 452(1955), 2719-2750.[8]A. Lempel, J. Ziv, On the complexity of finite sequences, IEEE Trans. on Information Theory,1976, IT-22(1), 75-81.[9]F. Kaspar, H. G. Schuster, Easily calculable measure for the complexity of spatiotemporal patterns, Phsy. Rev. A, 1987, 36(2), 842-848.
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