连续与离散频率比例和核心分配对可塑任务静态调度能量效率的影响

Sebastian Litzinger, J. Keller
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引用次数: 0

摘要

在频率可扩展的并行机器上,具有截止日期的可并行任务的节能静态调度模型包括可塑任务与可塑任务,连续频率与离散频率级别,以及具有或不具有任务迁移的抢占式与非抢占式任务执行。我们研究了在多核处理器上从连续到离散核分配和频率级别,以及从抢占到非抢占任务执行时调度时间和能源效率之间的权衡。为此,我们提出了一种工具,可以将具有连续频率缩放的机器上的可塑任务的计算调度[Sanders和Speck, Euro-Par(2012)]转换为具有离散频率水平的机器上的可塑任务的调度。对于可成型任务和具有离散频率水平的机器,我们将转换后的时间表的能源效率与集成皇冠调度程序[Melot等人,ACM TACO(2015)]生成的时间表所消耗的能源进行比较。我们对合成任务集和基于应用程序的任务集进行的实验表明,转换后的Sanders Speck调度虽然计算速度更快,但平均比crown调度消耗更多的能量。令人惊讶的是,这不是从可塑到可塑任务的步骤,而是从连续到离散频率水平的步骤。在任务执行期间的一次性频率缩放可以补偿频率离散所造成的大部分能量开销。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effects of Continuous vs Discrete Frequency Scaling and Core Allocation on Energy Efficiency of Static Schedules for Moldable Tasks
Models for energy-efficient static scheduling of parallelizable tasks with deadlines on frequency-scalable parallel machines comprise moldable vs. malleable tasks and continuous vs. discrete frequency levels, plus preemptive vs. non-preemptive task execution with or without task migration. We investigate the tradeoff between scheduling time and energy efficiency when going from continuous to discrete core allocation and frequency levels on a multicore processor, and from preemptive to non-preemptive task execution. To this end, we present a tool to convert a schedule computed for malleable tasks on machines with continuous frequency scaling [Sanders and Speck, Euro-Par (2012)] into one for moldable tasks on a machine with discrete frequency levels. We compare the energy efficiency of the converted schedule to the energy consumed by a schedule produced by the integrated crown scheduler [Melot et al., ACM TACO (2015)] for moldable tasks and a machine with discrete frequency levels. Our experiments with synthetic and application-based task sets indicate that the converted Sanders Speck schedules, while computed faster, consume more energy on average than crown schedules. Surprisingly, it is not the step from malleable to moldable tasks that is responsible but the step from continuous to discrete frequency levels. One-time frequency scaling during a task’s execution can compensate for most of the energy overhead caused by frequency discretization.
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