Introductory Chapter: Petri Nets in Science and Engineering

R. Campos-Rodriguez, M. Alcaraz-Mejia
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Abstract

The Petri nets are one of the most widely used methods for the study of the dynamics that falls within the category of Discrete Event Systems (DES) [1]. The DES is a class of systems that are guided by the occurrence of events asynchronous in time, which are becoming more and more relevant nowadays. The Petri nets are graphically represented as a directed graph, with two classes of nodes, called places and transitions. The places allow capturing the state of a system. They also represent the conditions required by the events to occur, or to execute, in the DES.
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导论章:科学与工程中的Petri网
Petri网是研究离散事件系统(DES)中最广泛使用的动力学方法之一[1]。DES是一类以事件在时间上的异步发生为指导的系统,在当今已变得越来越重要。Petri网被图形地表示为一个有向图,有两类节点,称为位置和过渡。这些位置允许捕获系统的状态。它们还表示事件在DES中发生或执行所需的条件。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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