Reliability modeling of an industrial system with Petri nets

Proceedings of the European Safety and Reliability Conference 2007, ESREL 2007 - Risk, Reliability and Societal Safety

Volumn 2, Issue , 2007, Pages 1087-1094

  Sachdeva, Anish ^a   Kumar, Dinesh ^a   Kumar, Pradeep ^a  

^a INDIAN INSTITUTE OF TECHNOLOGY ROORKEE   (India)

Author keywords

[No Author keywords available]

Indexed keywords

GRAPH THEORY; MAINTAINABILITY; MAINTENANCE; MARINE BIOLOGY; MONTE CARLO METHODS; PAPER COATING; PETRI NETS; REPAIR; STOCHASTIC MODELS;

FEEDING SYSTEMS; INDUSTRIAL SYSTEMS; MONTE CARLO SIMULATIONS; PAPER INDUSTRIES; PLANNING SCHEDULING; RELIABILITY MODELING; RELIABILITY PARAMETERS; REPAIR FACILITIES; STOCHASTIC REWARD NETS; SYSTEM PERFORMANCES;

RELIABILITY;

EID: 56149106568     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (23)

1. Adamayan, A. & He, D. 2004. System failure analysis through counters of petri nets. Quality and Reliability International. 20: 317-335.
2. Arora, N. & Kumar, D. 1997. Availability analysis of steam and power generation systems in the thermal power plant. Microelectronic Reliability. 37(5): 795-799.
3. Balakrishnan, M. & Trivedi, K. 1996. Stochastic petri nets for the reliability analysis of communication network applications with alternate routing. Reliability Engineering and System Safety. 52: 243-259.
4. Buzacott, J.A. 1970. Markov approach to finding failure times of repairable systems. IEEE Transactions on Reliability. 19: 128-34.
5. Cafaro, G., Corsi, F. & Vacca, F. 1986. Multi state markov models and structural properties of the transition rate matrix. IEEE Transactions on Reliability. 35: 192-200.
6. Cordier, C., Fayot, M., Leroy, A. & Petit, A. 1997. Integration of process simulation in availability studies. Reliability Engineering and System Safety, 55: 105-116.
7. Durait, Y., Chatelet, E., Signoret, J. & Thomas, P. 1997. Dependability modeling and evaluation by using stochastic petri nets: application to two test cases. Reliability Engineering and System Safety. 55: 117-124.
8. Florin, G., Fraize, C. & Natkin, S. 1991. Stochastic petri nets: properties, applications and tools. Microelectronic Reliability. 31(4): 669-697.
9. Gupta, P., Lal, A., Sharma, R. & Singh, J. 2005. Numerical analysis of reliability and availability of the series processes in butter oil processing plant. International Journal of Quality And Reliability Management. 22(3): 303-316.
10. Henley, E.J. & Gandhi, S.L. 1975. Process reliability analysis. AIChE Journal. 21: 677-686.
11. Jin, Q. & Sugawa, Y. 1995. Representation and analysis of behavior for multiprocess system using stochastic petri nets. Mathl. Compt. Modeling. 22: 109-118.
12. Kumar, D., Singh, J. & Pandey, P.C. 1989. Maintenance planning for pulping system in the paper industry. Reliability Engineering and System Safety. 25: 293-302.
13. Marsan, M., Balbo, G., Conte, G., Donatelli, S. & Franceschinis 1994. Modeling with Generalized Stochastic Petri Nets. New York : John Wiley publisher.
14. Murata, T. 1989. Petri nets: properties, analysis and applications. Proceedings of IEEE. 77(4): 541-580.
15. Raje, D., Olaniya, R., Wakhare, P. & Deshpande, A. 2000. Availability assessment of a two-unit stand-by pumping system. Reliability Engineering and System Safety. 68: 269-274.
16. Ramesh, A., Twigg, D., Sandadi, U. & Sharma, T. 2002. Reliability analysis of systems with operation time management. IEEE Transaction on Reliability, 51(1): 39-48.
17. Rauzy, A. 2002. Mode automata and their compilation into fault trees. Reliability Engineering and System Safety. 78: 1-12.
18. Reactor safety study 1975. An assessment of accident risks in US commercial nuclear power plants. WASH-1400, Washington : US Nuclear Regulatory Commission.
19. Schneeweiss, W. 2001. Tutorial: Petri nets as a graphical description medium for many reliability scenarios. IEEE Transactions on Reliability. 50(2): 159-164.
20. Singh, J. 1989. Reliability analysis of a biogas plant having two dissimilar units. Microelectronic Reliability. 29: 779-781.
21. Song, J.S. and Lee, T.E. 1998. Petri net modeling and scheduling for cyclic job shops with blocking. Computers & Industrial Engineering. 34 (2): 281-295.
22. Trivedi, K.S. 1999. Stochastic Petri Net Package (SPNP). CACC, Department of Electrical and Computer Engineering, Duke University, Durham, USA.
23. Yan, H.S., Wang, N.S., Zhang, J.G. & Cui, X.Y. 1998. Modeling, scheduling and simulation of flexible manufacturing systems using extended stochastic high-level evaluation Petri nets. Robotics and Computer-Integrated Manufacturing. 4(2): 121-40.