A condition-based preventive maintenance arrangement for thermal power plants

Electric Power Systems Research

Volumn 72, Issue 1, 2004, Pages 49-62

  Yang, S K ^a  

^a NATIONAL CHIN YI UNIVERSITY OF TECHNOLOGY   (Taiwan)

Author keywords

ASIC; Failure prediction; Petri nets; Preventive maintenance; Thermal power plant

Indexed keywords

APPLICATION-SPECIFIC INTEGRATED CIRCUIT (ASIC); CORRECTED MAINTENANCE (CM); FAILURE PREDICTION; THERMAL POWER PLANT;

COST EFFECTIVENESS; ELECTRIC POWER PLANTS; FAULT TREE ANALYSIS; INTEGRATED CIRCUITS; PARAMETER ESTIMATION; PETRI NETS; PREVENTIVE MAINTENANCE;

ELECTRIC POWER SYSTEMS;

EID: 4344634324     PISSN: 03787796     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.epsr.2004.03.007     Document Type: Article

References (33)

1. E.A. Elsayed, Reliability Engineering, Addison Wesley Longman, Taipei, 1996.
2. J.D. Patton Jr., Preventive Maintenance, Instrument Society of America, New York, 1983.
3. S.S. Rao, Reliability-Based Design, McGraw-Hill, New York, 1992.
4. Yang S.K., Liu T.S. A Petri net approach to early failure detection and isolation for preventive maintenance. Quality Reliability Eng. Int. 14(3):1998;319-330.
5. Isermann R. Process fault detection based on modeling and estimation methods - a survey. Automatica. 20(4):1984;387-404.
6. Willsky A.S. A survey of design methods for failure detection in dynamic systems. Automatica. 12:1976;601-611.
7. Ogunyemi O.T., Nelson P.I. Prediction of Gamma failure times. IEEE Trans. Reliability. 46(3):1997;400-405.
8. Nelson W. Weibull prediction of a future number of failures. Quality Reliability Eng. Int. 16(1):2000;23-26.
9. Rietman E.A., Beachy M. A study on failure prediction in a plasma reactor. IEEE Trans. Semicond. Manufacturing. 11(4):1998;670-680.
10. Kher S.N., Bubel G.M. Predicting system-failure risk from unanticipated fiber-breaks in manufacturing. IEEE Trans. Reliability. 47(2):1998;126-130.
11. Duthie J.C., Robertson M.I., Clayton A.M., Lidbury D.P.G. Risk-based approaches to ageing and maintenance management. Nuclear Eng. Design. 184(1):1998;27-38.
12. L.J. Perryman, N.A.S. Foster, D.R. Nicholls, Using PRA in support of maintenance optimisation, Int. J. Pressure Vessels Piping 61 (2-3) (1995).
13. Garrick B.J., Christie R.F. Probabilistic risk assessment practice in the USA for nuclear power plants. Safety Sci. 40(1-4):2002;177-201.
14. Niehaus F. Use of Probabilistic Safety Assessment (PSA) for nuclear installations. Safety Sci. 40(1-4):2002;153-176.
15. Brewer H.D., Canady K.S. Probabilistic safety assessment support for the maintenance rule at Duke Power Compant. Reliability Eng. Syst. Safety. 63(3):1999;243-249.
16. Pate-Cornell E., Dillon R. Probabilistic risk analysis for NASA space shuttle: a brief history and current work. Reliability Eng. Syst. Safety. 74(3):2001;345-352.
17. Khan F.I., Iqbal A., Ramesh N., Abbasi S.A. SCAP: a new methodology or safety management based on feedback from credible accident-probabilistic fault tree analysis system. J. Hazard. Mater. 87(1-3):2001;23-56.
18. Cepin M., Mavko B. A dynamic fault tree. Reliability Eng. Syst. Safety. 75(1):2002;83-91.
19. J.M. Koren, J. Caertner, CAFTA: a fault tree analysis tool designed for PSA, in: Proceedings of Probabilistic Assessment and Risk Management: PSA'87, vol. 2, Zurich, Switzerland, May 1987, pp. 588-592.
20. Degen G., Mertens J., Reer S.B. ESAP, an easy-to use expert system for the systematic analysis of operator actions within the scope of probabilistic risk assessment. Nuclear Eng. Design. 159(2-3):1995;259-264.
21. T. Kumamaru, T. Utsunomiya, Y. Yamada, A fault diagnosis system for district heating and cooling facilities, in: Proceedings of the IECON'91 International Conference on Industrial Electronics, Control, and Instrumentation, vol. 1, Kobe, Japan, 28 October-l November 1991, pp. 131-136.
22. Baccigalupi A., Bernieri A., Pietrosanto A. A digital-signal-processor-based measurement system for on-line fault detection. IEEE Trans. Instrum. Measurement. 46(3):1997;731-736.
23. Rausand M., Oien K. The basic concept of failure analysis. Reliability Eng. Syst Safety. 53(2):1996;73-83.
24. David R., Alia H. Petri nets for modeling of dynamic systems-a survey. Automatica. 30(2):1994;175-202.
25. Hura G.S., Atwood J.W. The use of Petri nets to analyze coherent fault trees. IEEE Trans. Reliability. 37(5):1988;469-474.
26. W.G. Schneeweiss, Petri net for reliability modeling, Lilole-Verlag, Hagen, 1999.
27. Yang S.K., Liu T.S. Failure analysis for an airbag inflator by Petri nets. Quality Reliability Eng. Int. 13(2):1997;139-151.
28. G. Ciardo, J. Muppala, K. Trivedi, SPNP: stochastic petri net package, in: Proceedings of the 3rd International Workshop on Petri Nets and Performance Models, Kyoto, Japan, December 1989, pp. 142-151.
29. A.W. Shaw, Logic Circuit Design, Saunder College Publishing, Fort Worth, 1993.
30. Xilinx, Foundation Series Quick Start Guide Version F1.4, The Programmable Logic Company, San Jose, 1998.
31. Xilinx, XACTLibraries Guide, The Programmable Logic Company, San Jose, 1994.
32. Xilinx, Hardware User Guide, The Programmable Logic Company, San Jose, 1998.
33. CIC, Training Course 12, Chip Implementation Center of Nation Science Council, Republic of China, 1998.