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Integrated task scheduling and action planning/control for robotic systems based on a max-plus algebra model

Ning Xi, Tzyh‐Jong Tarn

Year
2002
Citations
16

Abstract

Presents a paradigm for task scheduling and action planning/control of a robotic system. Based on the proposed max-plus algebra model, a robotic task involving both discrete and continuous actions can be scheduled, planned and controlled in a perceptive reference frame. Therefore, task scheduling, which usually deals with discrete type of events, as well as action planning, which usually deals with continuous events, can be treated systematically in a unified framework. More importantly, the unique feature of this approach is that interactions between discrete and continuous events can be considered in the same framework. As a result the efficiency, robustness and reliability of the task schedule and action plan can increase significantly. A typical assembly task in a dual-robot manufacturing work-cell is used to illustrate the proposed approach. The experimental results clearly demonstrate the advantages of the proposed approach.

Keywords

Computer scienceScheduling (production processes)RobotRobustness (evolution)Task analysisScheduleJob shop schedulingTask (project management)Distributed computingArtificial intelligence

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