Timed Colored Petri Nets Based

نویسندگان

  • Xinmin Tang
  • Shisheng Zhong
چکیده

Abstract: Aero-engines maintenance procedure can be treated as a typical discrete event dynamic system. A theory that synthesized timed colored Petri net is proposed. The theory adopts a bottom-up approach by merging all sub modules, and each one characterizes the critical resource contention among processes. Nevertheless Petri net seems inapplicable to dynamic scheduling modelling because of its structural rigidity. Shared composition method of Petri net is introduced, which makes its structure adjustable dynamically. Given a set of preemptive dispatching rules, the makespan can be analyzed using linear state equation in the sense of max-plus algebra. To minimize makespan of each aero-engine, genetic algorithm is adopted to arrange the firing sequence of transitions. Dynamic scheduling strategy uses rolling horizon composed by colors is presented. According to the simulation result, the module is verified to be effective and robust. [Nature and Science. 2006;4(2):46-51].

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تاریخ انتشار 2006