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机器人开放式控制系统软件调度的同步Petri网方法 被引量:1

Timing Monitor Design of Intelligent Control Algorithm Based on Synchronized Petri Nets
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摘要 采用同步Petri网对机器人实时软件调度系统建模,提出了多任务模块的时间监控指标和可调度性验证方法.可有效处理智能算法运行时间存在较大不确定性的情形.通过气浮平台同步运动控制以及机器人力控制试验,验证了所提出模型和可调度校验方法的有效性. It is necessary to verify the sitics. A synchronized Petri nets mod priorities and the concept of event set gent control algorithm and for timing well as multi CPU architecture and is correction of robotic control algorithms as well as its timing charcterel was used for modeling the preemptive scheduling policy with fixed was introduced for calculating the unpridicable run time of an intellimonitor design. The presented method is suitable for single CPU as proved effective by trajectory control of 2-DOF air levitated platform for IC packaging and robotic force control tasks.
出处 《上海交通大学学报》 EI CAS CSCD 北大核心 2009年第11期1775-1779,共5页 Journal of Shanghai Jiaotong University
基金 国家自然科学基金资助项目(50505029)
关键词 同步Petri网 机器人控制软件 时间监控 实时调度 synchronized Petri nets robotics control software timing monitor real-time scheduling
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  • 1George R, Kanayama Y. A rate monotonic schedular for the real-time control of autonomous robots [C]// International Conference on Robotics and Automation. Minneapolis, Minnesota: IEEE, 1996:2804-2809.
  • 2Prasad D, Burns A. A value-based scheduling approach for real-time autonomous vehicle control [J]. Robotica, 2000, 18(3), 273-279.
  • 3Ana G F, Houcine H, Alfons C. Strategies for scheduling optional tasks in intelligent real-time environment [J]. Journal of of System Architecture, 1996,42 (1) : 391-407.
  • 4Liu C, Layland J. Scheduling algorithms for multiprogramming in a hard real-time environment[J]. Journal of the Association for Computing Machinery, 1973, 20(1) :44-61.
  • 5Zuberek W M. Petri net models of process synchronization mechanisms [C]//International Conference on System, Man and Cybernetles. Tokyo: IEEE, 1999: 841-847.
  • 6Dodd R. Coloured Petri net modelling of real-time task scheduling [C]//25th Digital Avionics Systems Conference. Portland: IEEE/AIAA, 2006: 1-8.
  • 7Jeffrey T J P, Jennhwa Y S, Chang Y H. Timing constraint petri nets and their application to schedulability analysis of real-time system specifications [J]. IEEE Trans Software Engineering,1995, 21(1): 32-49.
  • 8David R, Alla H. Petri nets and grafcet [M]. New Jersey: Prentice Hall Press, 1992.

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