Abstract
The introduction of Flexibility in Manufacturing is currently a great source of complexity in the design of production processes and, more precisely, in the design of the control of these flexible manufacturing systems (FMS). The methodology of design of FMS control is insufficiently developed and at present the approach is essentially empirical. The need to find efficient methodologies has led to the development of many different works over the last ten years. We propose here to consider 2 kinds of models generally used for the aided design FMS control:
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(i)
Models of control based on Petri nets (PN)
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(ii)
The use of A.I techniques of knowledge representation in Manufacturing.
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Bourey, J. P., Corbeel, D., Craye, J. P., Gentina, J. C., “Adaptive and coloured structured Petri Nets for description, analysis and synthesis of hierarchical control and reliability of flexible cells in manufacturing systems,” 1st European Workshop on Fault Diagnostics, Reliability and Related Knowledge-based Approaches, Ile de RHODES (GRECE), Vol. 1, pp. 281–295, D. Reidel Publ. Comp., September 1986.
Bourey, J. P., Corbeel, D., Craye, E., Gentina, J. C., “Utilisation des Réseaux de Petri structurés adaptatifs colorés dans l’analyse et la synthèse du contrôle hiérarchisé de processus discontinus. Partie A: Les modèles de description,” Revue RAIRO APII, Vol. 21, no. 4, pp. 343–362, 1987.
Bourey, J. P., Gentina, J. C., Kapusta, M., “Coloured Adaptive Structured Petri Nets: A tool for the automatic synthesis of hierarchical control of flexible manufacturing systems,” Revue Computer-Integrated Manufacturing Systems, Vol. 1, no 1, pp. 39–47, Butterworth & Co. (Publishers) Ltd., February 1988.
Brad, J. Cox, “Object oriented programming. An evolutionary approach,” Addison-Wesley Publishing Company, 1986.
Brams, G. W., “Réseaux de Petri: Théorie et pratique,” T.l Théorie et analyse, Editions MASSON, Paris, 1983.
Brams, G. W., “Réseaux de Petri: Théorie et pratique,” T.2 Modélisation et applications, Editions MASSON, Paris, 1983.
Castelain, E., Corbeel, D., Gentina, J. C., “Utilisation des Réseaux de Petri structurés adaptatifs colorés dans l’analyse et la synthèse du contrôle hiérarchisé de processus discontinus. Partie B: Apports de l’Intelligence Artificielle dans la réalisation d’un simulateur de Réseaux de Petri adaptatifs colorés: Application à la conception et à la validation de la commande des processus industriels,” Revue RAIRO APII, Vol. 2, pp. 363–375, 1987.
Castelain, E., Gentina, J. C., “Description of manufacturing processes by means of a type-frame language,” I MACS International Symposium on Artificial Intelligence, Expert Systems and lan guages in modelling and simulation, IMACS 1987, BARCELONE (SPAIN), Proc. pp. 179–183, 2/4 June, 1987.
Cointe, P., “Le modèle OBJV LISP une plate-forme pour l’expérimentation des formalismes objets.,” Vol. 2, INRIA AFCET, Grenoble 27–29/11/1985.
Corbeel, D., Vercauteur, C., Gentina, J. C., “Généralisation des réseaux de Petri,” A.I.83, Lille, Actes Vol. III, pp. 201–206.
Corbeel, D., Gentina, J. C., Vercauteur, C., “Adaptive Petri Nets for real time applications,” IMACS Digiteh’84, Patras (Grece), 1984.
Corbeel, D., Gentina, J. C., Vercauteur, C., “Application of an extension of Petri Nets to modelization of control and production processes,” 6th European workshop on application and theory of Petri Nets, Proc. pp. 53–74, ESPOO (Finland), 26–28 June, 1985.
Corbeel, D., Vercauteur, C., Gentina, J. C., “Modélisation homogène du graphe de contrôle d’un système de conduite de processus industriels,” AFCET, Congrès Automatique, Toulouse, pp. 517–533, 1987.
Craye, E., “De la modélisation à l’implantation automatisé de la commande hiérarchisée de cellules de production flexibles dans l’industrie manufacturière,” Ph.D. thesis, University of Science and Technology, Lille, 13 January, 1989.
Farreny, H., “Les systèmes experts: principes et exemples,” Cepadues Editions, 1985.
Genrich, H., Lautenbach, K., Thiagarajan, P., “Elements of General Net Theory,” Proc. of the Advanced Course on General Net theory of Processes and Systems, Hamburg (Germany), 1979.
Gentina, J. C., Corbeel, D., “Coloured adaptive structured petri Nets: a tool for the automatic synthesis of hierarchical control of flexible manufacturing systems,” IEEE International Conference on Robotics and Automatism, Proc. pp. 1166–1173, Raleigh (USA), 31 March–3 April, 1987.
Goldberg, A., Robson, D., “Smalltalk 80. The language and its implementation,” Addison-Wesley Publishing Company, 1983.
Hack, M., “Petri-Net Languages,” Computation Structures Group Memo 124, Project MAC, MIT, Cambridge (Mass.), June, 1975.
Hack, M., “Decision problem for Petri-Nets and vector addition systems,” Project MAC, TR59, MIT, Cambridge (Mass.), March, 1975.
Hewiit, C. E., Smith, B., “A plasma primer,” MIT Artificial Intelligence Laboratory, September 1975.
Lauriere, J. L., “Représentation et utilisation des connaissances,” TSI, Vol. 1, no 1, pp. 25–42, no 2, pp. 109–133, 1982.
Minsky, M., “A frame work for representing knowledge,” In: P. H. Winston, Editor, The psychology of Computer vision, McGrawHill Computer serie, New York, St. Louis, San Francisco, pp. 211–217, 1975.
Valk, R., “Self-modifying Nets,” Bericht 34, Fachbereich Informatik, Hamburg, 1977.
Valk, R., “Self-modifying Nets, a natural extension of Petri-Nets,” Lecture notes in Computer Science, Vol. 62, pp. 464–476, Springer Verlag, Berlin, 1978.
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Gentina, JC. (1993). Artificial Intelligence Concepts and Petri Nets for Modelling Simulation and Control of Flexible Manufacturing Systems. In: Tzafestas, S. (eds) Expert Systems in Engineering Applications. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-84048-7_17
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DOI: https://doi.org/10.1007/978-3-642-84048-7_17
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