Modeling Reusable Concurrent Passive Entity Objects in Colored Petri Nets

For this thesis, a colored Petri net N is defined as N = (P, T, A, C, V, a) where: (P, T, A) is a Petri-net structure; C is a set of attributes called colors; V is a set of

In timed nets [65], [70], [83], firing times are associated with transitions, and transition firings are real–time events, i.e., tokens are removed from input places at the beginning

Fig.19 shows one of possible Petri net models for such a tool with a dual–blade robot; the double use of chamber 2 in each cycle is represented by two unload/load transitions (t 2a

THROUGHPUT IN TIMED COLORED NETS Intuitively, throughput of a place color (p, c) in a timed net T is equal to the average number of (colored) tokens entering (or leaving) the place p

To verify the reachability of the previously given marking (h1 + 2 + 2i.Send), the backward reacha- bility analysis is performed using the inverse CPN, illustrated in Fig.8.. Those

- Level 3 provides a complete solution for train localization (calculated onboard using Eurobalises also and transmitted by radio to trackside equipments) transmission of move-

In this paper we present mcc, a tool designed for the single task of un- folding the models of High-Level Petri nets, given in the PNML syntax, into equivalent Place/Transition

ABSTRACT: This paper deals with a formal method for the study of the backward reachability analysis applied on Colored Petri Nets (CPN). The proposed method proceeds in two steps :