PRIORITY RULE BASED SIMULATION APPROACH TO HIERARCHICAL TIMED COLORED PETRI NETS FOR FLEXIBLE MANUFACTURING CELLS
Abstract
This paper is focused on modeling and simulation of a flexible manufacturing cell implementing hierarchical techniques based on Colored Timed Petri Nets. In this flexible cell we process different types of parts according to decisions proposed on transition to analyze the processing time based on priority rules. The model is based on a cell from Faculty of Managerial and Technological Engineering, University of Oradea. In this work, we evaluate the overall performance of the cell which can be used to assist decisions for production planning.
Key words: flexible manufacturing cell, hierarchy, color timed Petri Nets, priority rules, simulation.
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P. Huber, K. Jensen and R.M. Shapiro, “Hierarchies in coloured petri nets”. In: Rozenberg G. (eds) Advances in Petri Nets 1990. ICATPN1989. Lecture Notes in Computer Science, vol. 483, Springer, Berlin, Heidelberg, 1991.
M.C.Zhou, K. McDermott, P.A. Patel, “Petri net synthesis and analysis of a flexible manufacturing system cell”. IEEE Transactions on Systems, Man, and Cybernetics, vol. 23, issue 2, pp.523–531, 1993.
Z. Ye, T. Wang and P. Sun, “A petri net based approach for flexible manufacturing system modeling” International Conference on Automatic Control and Artificial Intelligence, ISBN: 978-1-84919-537-9, pp. 252 –254, 3-5 march, Publisher: IET, 2012.
L. C. Wang and S. Y. Wu, “Modeling with colored timed object-oriented Petri nets for automated manufacturing systems”. Computers and Industrial Engineering, vol. 34, issue2, pp.463-480, 1998.
J. Chen, F.F. Chen, “Performance modelling and evaluation of dynamic tool allocation in flexible manufacturing systems using Coloured Petri nets: an object-oriented approach”. International Journal of Advanced Manufacturing Technology, vol. 21, issue 2, pp.98–109, 2003.
H. Van Brussel, Y. Peng, P. Valckenaers, “Modelling Flexible Manufacturing Systems Based on Petri Nets” CIRP Annals - Manufacturing Technology Vol. 42, Issue 1, pp.479–484,1993.
E. R. R. Kato, O. Morandin Jr., M. Sgavioli “A Conflict Solution Manufacturing System Modeling using Fuzzy Coloured Petri Net” Systems Man and Cybernetics (SMC), IEEE International Conference on Istanbul, pp.3983 – 3988, 2010.
K. Abd, K. Abhary, R. Marian, “A Methodology for fuzzy multiple criteria decision making approach for scheduling problems in robotic flexible assembly cells” IEEE International Conference on Industrial Engineering and Engineering Management, pp.374 – 378, 2014.
S. T. F. Chan, B. Rajat, C. K. Hing, “The effect of responsiveness of control-decision system to the performance of FMS”, Computer and Industrial Engineering, vol. 72, pp.32-42, 2014.
F. Blaga, I. Stanasel, A. Pop, V. Hule and T. Buidos, “Consideration on flexible manufacturing cell modeling with timed coloured petri nets” ANNALS OF THE ORADEA UNIVERSITY, Fascicle of Management and Technological Engineering , Issue #1, May 2014, pp 299- 302, http://www.imtuoradea.ro/auo.fmte.
M.G. Abou-Ali, M.A. Shouman, “Effect of dynamic and static dispatching strategies on dynamically planned and unplanned FMS” Journal of Materials Processing Technology, vol. 148, pp.132–138, 2004.
F. B. Reis, V. F. Carida, O. Morandin, R. L. Castro, C. CM. Tuma “A Colaborative Fuzzy CPN System for Conflict Solution of Flexible Manufacturing System” Industrial Electronics Society, IECON 2013 - 39th Annual Conference of the IEEE , pp.3216 – 3221, ISBN-978-1-4799-0223-1, Vienna , 10-13 Nov, 2013.
A. Zimmermann; G. Hommel, “Modelling and Evaluation of Manufacturing Systems Using Dedicated Petri Nets”. Int. Journal of Advanced Manufacturing Technology; Special Issue on Petri Nets Applications, Band 1/15/1900, pp. 132-137, Springer- Verlag, Berlin, 1999.
N. Viswanadham and Y. Narahari, “Coloured petri net models for automated manufacturing systems” Proc. IEEE Int. Conf. Robot. Automat, vol.4, pp.1985-1990, 1987.
K. P. Valavanis, “On the hierarchical modeling analysis and simulation of flexible manufacturing systems with extended Petri nets”. IEEE Transactions on Systems, Man, and Cybernetics, vol.20, issue1, pp.94–110, 1990.
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