贝奥武夫簇可执行性的数学模型

E. Ever, O. Gemikonakli, R. Chakka
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引用次数: 8

摘要

Beowulf集群作为超级计算机的替代品在世界范围内已经变得非常流行。然而,当前集群解决方案中最紧迫的问题是对高可用性和性能的需求。显然,这样的系统很容易发生故障。即使覆盖有一定的概率c,也会有重新配置和/或重新启动延迟以恢复集群的操作。本文提出了贝奥武夫多处理器系统的性能建模方法。对于这些系统,考虑一个头处理器和几个相同的处理器服务于到达的共同作业流。为了考虑由于重新配置和重新启动造成的延迟,使用谱展开方法对此类系统进行建模并求解精确的可执行性度量,包括有界和无界排队容量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A mathematical model for performability of Beowulf clusters
Beowulf clusters have become very popular as an alternative to supercomputers world-wide. However, the most pressing issues of today's cluster solutions is the need for high availability and performance. Such systems, clearly, are prone to break-downs. Even if cover is provided with some probability c, there will be reconfiguration and/or rebooting delays to resume the operation of a cluster. In this paper, the performance modelling for Beowulf multiprocessor systems is presented. For these systems, one head processor and several identical processors serving a common stream of arriving jobs is considered. To account for delays due to reconfiguration and rebooting, such systems are modelled and solved for exact performability measures, for both bounded and unbounded queuing capacities, using the spectral expansion method.
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