Multi-faceted modelling of flexible manufacturing systems using a minimax algebraic Petri net representation

G. Bundell
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引用次数: 6

Abstract

The application of an algebraic representation for a restricted class of decision-free Petri nets to a typical flexible manufacturing system (FMS) problem is considered. A new mapping is introduced to the complex number field for the time-event information-states, which allows the algebraic representation to be readily manipulated numerically. The utility of this approach is illustrated with the MATLAB package and applied to an example. The application of the multi-faceted modeling approach to FMS type problems is demonstrated. A combination of Petri nets is used for high-level abstraction of the controlled processes. A minimax algebraic representation for restricted decision-free Petri nets is used as the modeling mechanism to combine both abstraction levels to produce a "multi-model" of the FMS. The model can then be used to analyze system performance.<>
用极大极小代数Petri网表示柔性制造系统的多面建模
研究了一类受限的无决策Petri网的代数表示在典型柔性制造系统问题中的应用。在时间-事件信息状态的复数域中引入了一种新的映射,使得代数表示可以很容易地进行数值处理。通过MATLAB软件包说明了该方法的实用性,并通过实例进行了应用。展示了多面建模方法在FMS类型问题中的应用。Petri网的组合用于被控制过程的高级抽象。使用限制无决策Petri网的极大极小代数表示作为建模机制,将两个抽象层次结合起来,产生FMS的“多模型”。该模型可用于分析系统性能。
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