Reliability importance of components in a complex system

Wendai Wang, Niskayuna James Loman, Niskayuna Pantelis Vassiliou
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引用次数: 139

Abstract

Reliability importance indices are valuable in establishing direction and prioritization of actions related to an upgrading effort (reliability improvement) in system design, or suggesting the most efficient way to operate and maintain system status. Existing indices are calculated through analytical approaches, and application of these indices to complex repairable systems may be intractable. Complex repairable systems are being increasingly seen, and issues related to analytical system reliability and availability solutions are well known. To overcome this intractability, discrete event simulation, through the use of reliability block diagrams (RBD), is often used to obtain numerical system reliability characteristics. Traditional use of simulation results provides no easy way to compute reliability importance indices. To bridge this gap, several new reliability importance indices are proposed and defined in this paper. These indices can be directly calculated from the simulation results and their limiting values are traditional reliability importance indices. Examples are provided to illustrate the application of the proposed importance indices.
复杂系统中部件可靠性的重要性
可靠性重要性指数在确定与系统设计中的升级工作(可靠性改进)相关的行动的方向和优先级,或建议运行和维护系统状态的最有效方法方面是有价值的。现有的指标是通过分析方法计算的,这些指标应用于复杂的可修系统可能是棘手的。复杂的可修复系统越来越多地被看到,与分析系统可靠性和可用性解决方案相关的问题是众所周知的。为了克服这一困难,离散事件模拟,通过使用可靠性方框图(RBD),经常被用来获得数值系统的可靠性特性。传统的仿真结果计算方法对可靠性重要性指标的计算不方便。为了弥补这一差距,本文提出并定义了几个新的可靠性重要性指标。这些指标可以直接从仿真结果中计算出来,其极限值是传统的可靠性重要性指标。举例说明了所提出的重要性指数的应用。
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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