Linking FMI-based components with discrete event systems

W. Müller, E. Widl
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引用次数: 14

Abstract

The simulation of cyber-physical systems involves modular heterogeneous systems. When embedding continuous subsystems in a discrete event system, in a classic approach the different subsystems use the same communication points and wait for each other. The approach presented in this paper uses predictions for every single continuous subsystem. That way the continuous subsystems can be used as discrete components in a discrete event system. This concept is implemented with FMUs (Functional Mock-up Units) generated with OpenModelica and the Discrete Event domain of Ptolemy II as a proof of concept. A model is implemented using this environment and compared to another implementation that uses only Ptolemy II. The results show the better scalability and shorter runtime of the presented approach compared to the pure Ptolemy II approach.
将基于fmi的组件与离散事件系统连接起来
网络物理系统的仿真涉及模块化异构系统。当在离散事件系统中嵌入连续子系统时,在经典方法中,不同的子系统使用相同的通信点并相互等待。本文提出的方法对每个单独的连续子系统进行预测。这样,连续子系统就可以作为离散事件系统中的离散组件使用。这个概念是用OpenModelica和托勒密二世的离散事件域生成的fmu(功能模型单元)来实现的,作为概念的证明。使用此环境实现模型,并将其与仅使用托勒密II的另一个实现进行比较。结果表明,与纯托勒密II方法相比,该方法具有更好的可扩展性和更短的运行时间。
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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