Non-work-conserving non-preemptive scheduling: motivations, challenges, and potential solutions

M Nasri, G Fohler - 2016 28th Euromicro Conference on Real …, 2016 - ieeexplore.ieee.org
M Nasri, G Fohler
2016 28th Euromicro Conference on Real-Time Systems (ECRTS), 2016ieeexplore.ieee.org
In many real-time systems, preemption is either impossible or prohibitively expensive. The
problem of scheduling non-preemptive periodic tasks with known release offsets is known to
be NP-Hard. In this paper, we investigate the existing non-preemptive scheduling algorithms
in both categories of work-conserving and non-work-conserving algorithms, where in the
former, the processing resource is not allowed to be idle as long as there is an unfinished
job in the system. While describing the advantages and weaknesses of the existing …
In many real-time systems, preemption is either impossible or prohibitively expensive. The problem of scheduling non-preemptive periodic tasks with known release offsets is known to be NP-Hard. In this paper, we investigate the existing non-preemptive scheduling algorithms in both categories of work-conserving and non-work-conserving algorithms, where in the former, the processing resource is not allowed to be idle as long as there is an unfinished job in the system. While describing the advantages and weaknesses of the existing scheduling solutions we show that using online non-work-conserving algorithms it is possible to schedule more task sets. In our work, we discuss the challenges to design the idle-time insertion policy (IIP) which can be combined with the existing scheduling policies such as the earliest deadline first (EDF), rate monotonic (RM), etc. Further we present a tighter necessary condition for schedulability of non-preemptive tasks. We also provide an IIP for EDF based on looking into a number of jobs in future. Through the experiments we show that the our IIP for EDF significantly increases the schedulability of non-preemptive tasks, particularly in periodic task sets. While our schedulability ratio is more than 80%, the state of the art work-conserving algorithms are about 15%.
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