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Optimal Control of Timed Event Graphs with Resource Sharing and Output-Reference Update ?

机译:具有资源共享和输出引用的定时事件图的最佳控制

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Discrete-event systems exhibiting synchronization and delay phenomena, but not conflict, can be modeled as timed event graphs (TEGs), which admit a linear representation in some idempotent semirings. For such linear systems, a control theory has been constructed. In this paper, we build onto this control framework by proposing a formal method to determine the optimal (just-in-time) control inputs in face of changes in the output-references for a number of TEGs that share one or more resources. The approach is based on a prespecified priority policy among the component subsystems. Simple examples are presented to illustrate the results.
机译:具有同步和延迟现象但不冲突的离散事件系统可以作为定时事件图(TEGS)进行建模,这承认某些IDEMPOTEN的半菱形中的线性表示。对于这种线性系统,已经构建了控制理论。在本文中,我们通过提出正式的方法来构建在该控制框架上,以便在与共享一个或多个资源的多个TEG的输出引用的变化面前确定最佳(即时)控制输入。该方法基于组件子系统之间的预先确定的优先级策略。提出了简单的例子以说明结果。

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