Availability analysis of blade server systems

W. E. Smith;K. S. Trivedi;L. A. Tomek;J. Ackaret
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引用次数: 103

Abstract

The successful development and marketing of commercial high-availability systems requires the ability to evaluate the availability of systems. Specifically, one should be able to demonstrate that projected customer requirements are met, to identify availability bottlenecks, to evaluate and compare different configurations, and to evaluate and compare different designs. For evaluation approaches based on analytic modeling, these systems are often sufficiently complex so that state-space methodsare not effective due to the large number of states, whereas combinatorial methods are inadequate for capturing all significant dependencies. The two-level hierarchical decomposition proposed here is suitable for the availability modeling of blade server systems such as IBM BladeCenter®, a commercial, high-availability multicomponent system comprising up to 14 separate blade servers and contained within a chassis that provides shared subsystems such as power and cooling. This approach is based on an availability model that combines a high-level fault tree model with a number of lowerlevel Markov models. It is used to determine component level contributions to downtime as well as steady-state availability for both standalone and clustered blade servers. Sensitivity of the results to input parameters is examined, extensions to the models are described, and availability bottlenecks and possible solutions are identified.
刀片服务器系统的可用性分析
商业高可用性系统的成功开发和营销需要评估系统可用性的能力。具体来说,应该能够证明满足了预计的客户需求,识别可用性瓶颈,评估和比较不同的配置,以及评估和比较各种不同的设计。对于基于分析建模的评估方法,这些系统通常足够复杂,因此状态空间方法由于状态数量众多而无效,而组合方法不足以捕获所有重要的依赖关系。这里提出的两级分层分解适用于刀片服务器系统的可用性建模,如IBM BladeCenter®,这是一个商业的高可用性多组件系统,包括多达14个独立的刀片服务器,并包含在一个机箱中,该机箱提供共享的子系统,如电源和冷却。该方法基于一个可用性模型,该模型将高级故障树模型与许多低级马尔可夫模型相结合。它用于确定组件级别对停机时间的影响,以及独立刀片服务器和集群刀片服务器的稳态可用性。研究了结果对输入参数的敏感性,描述了模型的扩展,并确定了可用性瓶颈和可能的解决方案。
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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