Home /Research /Analysis of preemptive periodic real-time systems using the (max, plus) algebra with applications in robotics
OTHER

Analysis of preemptive periodic real-time systems using the (max, plus) algebra with applications in robotics

François Baccelli, Bruno Gaujal, Daniel Simon

Year
2002
Citations
8

Abstract

We present the model of a system of periodic real-time tasks with fixed priorities, preemption and synchronization, performed by a robot controller, using marked graphs. Then, with the help of the (max, plus) algebra, we derive simple tests to check real-time constraints on those tasks such as response times and the respect of deadlines. This method takes into account the precedence and synchronization constraints and is not limited to a particular scheduling policy.

Keywords

PreemptionRoboticsScheduling (production processes)Synchronization (alternating current)RobotComputer scienceAlgebra over a fieldArtificial intelligenceController (irrigation)Simple (philosophy)

Related papers

Browse all OTHER papers