Schedulability Analysis and Optimal Scheduling of Dual-Arm Cluster Tools With Residency Time Constraint and Activity Time Variation

With wafer residency time constraint of cluster tools in semiconductor manufacturing, activity time variation can make an originally feasible schedule infeasible. Thus, it is difficult to schedule them and schedulability is a vitally important issue. With bounded activity time variation considered,...

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Veröffentlicht in:IEEE transactions on automation science and engineering 2012-01, Vol.9 (1), p.203-209
Hauptverfasser: Wu, N, Zhou, M
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description With wafer residency time constraint of cluster tools in semiconductor manufacturing, activity time variation can make an originally feasible schedule infeasible. Thus, it is difficult to schedule them and schedulability is a vitally important issue. With bounded activity time variation considered, this paper addresses their real-time scheduling issues and conducts their schedulability analysis. A Petri net (PN) model and a control policy are presented. Based on them, this paper derives closed-form schedulability conditions. If schedulable, an algorithm is developed to obtain an offline periodic schedule. This schedule together with the control policy forms a real-time schedule. It is optimal in terms of cycle time and can be analytically computed, which represents significant advance in this area.
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subjects Algorithms
Applied sciences
Automated manufacturing systems
Cluster analysis
cluster tools
Clusters
Computer science
control theory
systems
Control system analysis
Control theory. Systems
Delay effects
discrete-event systems
Exact sciences and technology
Mathematical analysis
Optimal control
Optimal scheduling
Optimization
Petri nets (PNs)
Policies
Process control. Computer integrated manufacturing
Production scheduling
Real time
Real-time systems
Robots
Schedules
Scheduling
Semiconductor device modeling
semiconductor fabrication
Semiconductors
Time
Time factors
title Schedulability Analysis and Optimal Scheduling of Dual-Arm Cluster Tools With Residency Time Constraint and Activity Time Variation
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