A first-order hybrid Petri net model for supply chain management (original) (raw)
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Abstract This paper presents a supply chain (SC) model at the operational level based on first order hybrid Petri nets (PNs), ie, PNs that make use of first order fluid approximation. The model addresses the issue of the management strategies that control the material flow and the inventory stocks in the SC. In particular, we apply the standard make-to-stock and make-to-order policies to a SC case study. Suitable inventory control rules manage the logistics, while optimal production rates are chosen according to a given objective function.
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Petri Nets (PNs) are a discrete event model firstly proposed by CA Petri in his Ph. D. thesis in the early 1960s (Petri, 1962). The main feature of a (discrete) PN is that its state is a vector of non-negative integers. This is a major advantage with respect to other formalisms such as automata, where the state space is a symbolic unstructured set, and has been exploited to develop many analysis techniques that do not require to enumerate the state space (structural analysis)(Silva et al., 1996).
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Abstract–Supply Chains (SC) are distributed manufacturing systems integrating international logistics and information technologies with production. Analytical SC models include discrete event models, that are particularly suitable for the verification of manufacturing systems. This paper presents a discrete event model for SC operational analysis based on timed Petri nets. A case study proposed in the related literature is modeled by way of the presented technique.
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In this paper, we investigated a dynamic modelling technique for analysing supply chain networks using generalised stochastic Petri nets (GSPNs). The customer order arrival process is assumed to be Poisson and the service processes at the various facilities of the supply chain are assumed to be exponential. Our model takes into account both the procurement process and delivery logistics that exist between any two members of the supply chain. We compare the performance of two production planning and control policies, the make-to-stock and the assemble-to-order systems in terms of total cost which is the sum of inventory carrying cost and cost incurred due to delayed deliveries. We formulate and solve the decoupling point location problem in supply chains as a total relevant cost (sum of inventory carrying cost and the delay costs) minimisation problem. We use the framework of integrated GSPN-queuing network modellingÐ with the GSPN at the higher level and a generalised queuing network at the lower levelÐto solve the decoupling point location problem.
Performance analysis of supply chain networks using Petri nets
Proceedings of the 38th IEEE Conference on Decision and Control (Cat. No.99CH36304), 1999
In this paper, we investigate dynamic modeling tcchniques for analyzing supply chain networks using generalized stochastic Petri nets (GSPN). The customer order arrival process is assumed to be Poisson and the service processes at the various facilities of the supply chain are assumed to be exponential. Our modeling method accounts for both the logistics process as well as the interface processes that exist between any two members of the supply chain. We compare two production planning and control policies, the make-tostock and the assemble-to-order systems and discuss their merits. Locating the decoupling point in the supply chain is a crucial decision. We formulate the problem as a total cost minimization problem with the total cost comprising the inventory carrying cost and delay costs. We use the framework of integrated GSPN-queueing network modeling, with the GSPN at the higher level and a generalized queueing network at the lower level.