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Optimal one-wafer scheduling of single-arm multi-cluster tools with tree-like topology

机译:树状拓扑的单臂多集群工具的单晶片最优调度

摘要

The scheduling problem of a multi-cluster tool with a tree topology whose bottleneck tool is process-bound is investigated. A method for scheduling the multi-cluster tool to thereby generate an optimal one-wafer cyclic schedule for this multi-cluster tool is provided. A Petri net (PN) model is developed for the multi-cluster tool by explicitly modeling robot waiting times such that a schedule is determined by setting the robot waiting times. Based on the PN model, sufficient and necessary conditions under which a one-wafer cyclic schedule exists are derived and it is shown that an optimal one-wafer cyclic schedule can be always found. Then, efficient algorithms are given to find the optimal cycle time and its optimal schedule. Examples are used to demonstrate the scheduling method.
机译:研究了具有树形拓扑的多集群工具的调度问题,其瓶颈工具受流程限制。提供了一种用于调度多集群工具从而为该多集群工具生成最佳单晶片循环调度的方法。通过对机器人等待时间进行显式建模,从而为多集群工具开发了Petri网(PN)模型,以便通过设置机器人等待时间来确定时间表。基于PN模型,推导了一个单晶圆循环调度的充分必要条件,表明可以始终找到最优的单晶圆循环调度。然后,给出有效的算法以找到最佳循环时间及其最佳调度。通过示例演示调度方法。

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