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TCPN的组合可调度分析 被引量:3

Compositional Schedulability Analysis of Timing Constraint Petri Nets
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摘要 时间约束Petri网(Ti ming Constraints Petri nets,简称TCPNs)是一类重要的时间Petri网系统。针对TCPNs中变迁可调度原始语义的不足,本文对相关定义重新定义,丰富并完善了TPCNs理论。本文首先给出了新的针对单个变迁或变迁序列的可调度分析策略。如果一个特定的变迁序列是可调度的,则相应的活动序列也同样可以顺利地完成自身的执行;否则,不可调度的变迁需要调整自己的时间约束;然后提出了组合式的可调度分析策略以分析复杂变迁序列,最后提出时序一致性的概念。 TCPNs (Timing constraint Petri nets) is an important kind of time-related Petri nets. For correcting the irrationality of the original concepts in TCPN, some basic concepts are redefined to enrich and perfect corresponding theory of TCPN. Firstly, this paper presents a new approach to the schedulability analysis of individual transition or transition sequences in TCPN. If a specific transition sequence is schedulable, the corresponding task sequence can complete its execution successfully; otherwise, nonschedulable transitions should be pinpointed to help adjust timing constraints, Secondly, a technique for compositional timing analysis is also proposed to deal with complex transition sequences. In addition, concept of temporal consistency is also introduced.
出处 《计算机科学》 CSCD 北大核心 2008年第1期290-293,共4页 Computer Science
基金 国家863项目支持 项目编号:2001AA113090
关键词 时间约束PETRI网 可调度性 组合可调度分析 时序一致XC性 Timing constraints petri nets, Schedulability, Compositional schedulability analysis, Temporal consistency
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参考文献8

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同被引文献26

  • 1宋巍,窦万春,刘茜萍.时间约束Petri网及其可调度性分析与验证[J].软件学报,2007,18(1):11-21. 被引量:21
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  • 3Malmborg C J. Conceptualizing tools for autonomous vehicle torage and retrieval systems [J]. International Journal of Production Research, 2002,40(8) : 1807-1822
  • 4Dotoli M, Fanti M P. Modeling of an AS/RS Serviced by Rail- Guided Vehicles with Colored Petri Nets: a Control Perspective [C]//Proeeedings of the 2002 IEEE International Conference on Systems, Man and Cybernetics. Hammamet, Tunisia, 2002 : 162- 167
  • 5He S J, Cheng F, Luo J. Modeling and Implementing of an Automated Warehouse via Colored Timed Petri Nets-a Behavior Perspeetive[C]// Proeeedings of the IEEE International Conference on Control and Automation. New York:Institute of Electrical and Electronics Engineers Inc. ,2007:2823-2828
  • 6Wu N Q, Zhou M C. Deadlock modeling and control of automated guided vehicle systems[J]. IEEE ASME Trans. Meehatronics,2004,9(1) :50-57
  • 7郝扬,古天龙.基于着色Petri网的Internet电话端系统业务冲突检测[J].计算机科学,2007,34(12):41-45. 被引量:1
  • 8Tsai J J P,Yang S J,Chang Y H.Timing constraint Petrinets and their applications to schedulability analysis ofreal-time system specifications[J].IEEE Trans on SoftwareEngineering,1995,21(1):32-49.
  • 9Murata T.Petri nets:properties,analysis and applications[J].Proc of the IEEE,1989,77(4):541-580.
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