A New Approach for Limited Preemptive Scheduling in Systems with Preemption Overhead

M. Nasri, Geoffrey Nelissen, G. Fohler
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引用次数: 6

Abstract

This paper considers the problem of reducing the number of preemptions in a system with periodic tasks and preemption overhead. The proposed solution is based on the key observation that for periodic task sets, the task with the smallest period plays an important role in determining the maximum interval of time during which a lower priority task can be executed without being preempted. We use this property to build a new limited preemptive scheduling algorithm, named RS-LP, based on fixed-priority scheduling. In RS-LP, the length of each task's non-preemptive region is varying during the system execution so as to keep the preemptions aligned with the releases of the highest priority task. This simple mechanism allows us to reduce the overall number of preemptions. The proposed algorithm, decides whether or not to preempt the currently executing task based on the maximum blocking tolerance of the higher priority tasks. In any case, the preemptions are authorized only at release instants of the task with the smallest period, thereby limiting the maximum number of preemptions to the number of releases of the highest priority task. Moreover, in this paper, we provide two different preemption overhead aware schedulability tests for periodic and loose-harmonic task sets (i.e., where each period is an integer multiple of the smallest period), together with a lower bound on the maximum number of preemptions. To conclude, extensive experiments comparing RS-LP with the state of the art limited preemptive scheduling algorithms are finally presented.
具有抢占开销系统的有限抢占调度新方法
研究了具有周期性任务和抢占开销的系统中如何减少抢占次数的问题。提出的解决方案是基于一个关键的观察,即对于周期性任务集,具有最小周期的任务在确定低优先级任务可以不被抢占地执行的最大时间间隔中起着重要作用。利用这一特性,建立了一种新的基于固定优先级调度的有限抢占调度算法RS-LP。在RS-LP中,在系统执行过程中,每个任务的非抢占区域的长度是不同的,以便使抢占与最高优先级任务的释放保持一致。这种简单的机制使我们能够减少先发制人的总数。该算法根据高优先级任务的最大阻塞容忍度来决定是否抢占当前正在执行的任务。在任何情况下,仅在具有最小周期的任务的释放时刻授权抢占,从而将最大抢占次数限制为最高优先级任务的释放次数。此外,对于周期任务集和松散调和任务集(即每个周期是最小周期的整数倍),我们提供了两种不同的感知抢占开销的可调度性测试,并给出了最大抢占数的下界。最后,将RS-LP算法与现有的有限抢占调度算法进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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