Generalized Batches Petri net: Hybrid model for high speed systems with variable delays

Discrete Event Dynamic Systems: Theory and Applications

Volumn 11, Issue 1-2, 2001, Pages 137-162

  Demongodin, I ^a  

^a ECOLE DES MINES DE NANTES   (France)

Author keywords

[No Author keywords available]

Indexed keywords

BENCHMARKING; COMPUTATIONAL METHODS; CONTROL SYSTEM ANALYSIS; CONTROL SYSTEM SYNTHESIS; DELAY CONTROL SYSTEMS; MATHEMATICAL MODELS; PETRI NETS; SCADA SYSTEMS;

HYBRID PETRI NETS;

DISCRETE TIME CONTROL SYSTEMS;

EID: 0035133957     PISSN: 09246703     EISSN: None     Source Type: Journal    
DOI: 10.1023/A:1008343317511     Document Type: Article

References (29)

1. Alla, H., and David, R. 1987. Continuous Petri nets. European Workshop on Application and Theory of Petri Nets Zaragoza, Spain, pp. 275-294.
2. Alla, H., and David, R. 1998. Continuous and hybrid Petri nets. Journal of Circuits, Systems, and Computers 8(1): 159-188.
3. Allam, M., and Alla, H. 1998. From Petri nets to hybrid automata. European Journal of Automation 32(9-10): 1165-1185.
4. Antsaklis, P. J., Koutsoukos, X. D., and Zaytoon, J. 1998. On hybrid control of complex systems: a survey. European Journal of Automation 32(9-10): 1023-1045.
5. Audry, N., and Prunet, F. 1994. Controlled batches Petri nets. International Conference on Systems, Man and Cybernetics, IEEE/SMC Vancouver, Canada, pp. 1849-1854.
6. Audry, N., Demongodin, I., and Prunet, F. 1994. Modelling of high throughput production lines by using generic models described in Batches Petri nets. International Conference on Robotics and Automation, IEEE/RA San Diego, USA, pp. 807-812.
7. Audry, N., Ghabri, M. K., Demongodin, I., Prunet, F., and Ladet, P. 1994. Modelling and control of high throughput production lines. IFAC Workshop on New Trends in Design of Control Systems Smolenice, Slovakia, pp. 392-397.
8. Balduzzi, F., Di Febbraro, A., Giua, A., and Sacone, S. 1999. Control of hybrid Petri nets using Max-plus algebra.CSCC'99 IEEE/IMACS Athens, Greece, pp. 2651-2656.
9. Balduzzi, F., Giua, A., and Menga, G. 1998. Hybrid stochastic Petri nets: firing speed computation and FMS modelling. Workshop on Discrete Event Systems Cagliari, Italy, pp. 432-438.
10. Brinkman, P. L., and Blaauboer, W. A. 1990. Timed continuous Petri net: A tool for analysis and simulation of discrete event systems. European Simulation Symposium Ghent, Belgium, pp. 164-168.
11. Caradec, M., and Prunet, F. 1998. Modelling of hybrid flexible production systems by coloured batches Petri nets. European Journal of Automation 32(9-10): 1255-1269.
12. Däne, B., Mölders, A., Melber, A., and Fengler, W. 1997. Modeling an industrial transportation facility with colored Petri nets. Workshop on Manufacturing and Petri Nets Toulouse, France, pp. 104-116.
13. David, R., and Caramihai, S. I., 2000. Modeling of delays on continuous flows thanks to extended hybrid Petri nets. Conference on Automation of Mixed Processes: Hybrid Dynamic Systems Dortmund, Germany, pp. 343-350.
14. David, R. 1997. Modeling of hybrid systems by continuous and hybrid Petri nets. International Workshop on Petri Nets and Performance Models Saint Malo, France, pp. 47-58.
15. David, R., and Alla, H. 1992. Petri Nets and Grafcet. London: Prentice Hall Int.
16. David, R., and Alla, H. 1994. Petri nets for modeling of dynamic systems - a survey. Automatica 30(2): 175-202.
17. Demongodin, I., and Prunet, F. 1992. Extensions of hybrid Petri nets to accumulation systems. IMACS International Symposium on Mathematical Modelling and Scientific Computing Bangalore, India, pp. 558-568.
18. Demongodin, I., and Prunet, F. 1993. Simulation modelling for accumulation conveyors in transient behaviour. COMPEURO 7th. Annual Computer Conference IEEE Paris, France, pp. 29-37.
19. Demongodin, I., and Prunet, F. 1997. The modeling of production lines by discrete events and continuous time aspect in Petri nets. IFAC/IFIP Conference on Management and Control of Production and Logistics Campinas, Brasil, pp. 235-243.
20. Demongodin, I. Mostefaoui, M., and Sauer, N. 1999. Liveness of neutral hybrid marked graphs. International Workshop on Formal Methods and Manufacturing Zaragoza, Spain, pp. 49-64.
21. Demongodin, I. 1999. Extended structures of batches Petri nets. International Conference on Systems, Man and Cybernetics, IEEE/SMC Tokyo, Japan, pp. 182-187.
22. Demongodin, I., Audry, N., and Prunet, F. 1993. Batches Petri nets. International Conference on Systems, Man and Cybernetics, IEEE/SMC Le Touquet, France, pp. 607-617.
23. Demongodin, I., Caradec, M., and Prunet, F. 1998. Fundamental concepts of analysis of batches Petri nets. International Conference on Systems, Man and Cybernetics, IEEE/SMC San Diego, USA, pp. 845-850.
24. Dubois, E., and Alla, H. 1993. Hybrid Petri nets with a stochastic discrete part. European Conference Control Groningen, NL, pp. 144-149.
25. Lebail, J. Alla, H., and David, R. 1991. Hybrid Petri nets. European Control Conference, ECC'91 Grenoble, France, pp. 1472-1477.
26. Murata, T. 1989. Petri nets: properties, analysis and applications. Proceeding of the IEEE, pp. 541-579.
27. Silva, M., and Teruel, E. 1997. Petri nets for the design and operation of manufacturing systems. European Journal of Control 3: 182-199.
28. Trivedi and Kulkani. 1993. FSPNs: Fluid stochastic Petri nets. International Conference on Application and Theory of Petri Nets Chicago, USA, pp. 24-31.
29. Valette, R. 1997. Some issues about Petri net application to manufacturing and process supervisory control. International Conference on Application and Theory of Petri Nets Toulouse, France, pp. 23-41.