可修系统分析的几何故障率降低模型

A. Syamsundar, D. E. Vijay Kumar
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引用次数: 3

摘要

故障部件/系统在修复后恢复其功能状态,其故障强度与故障前不同。这种情况的发生是因为组件运行的系统随着年龄的增长而退化,或者组件/系统是一个经过修复的组件/系统,与新组件/系统相比老化。这些因素影响组件/系统的失效强度。为了模拟这种组件/系统的失效行为,提出了一个简单的模型,称为几何故障率降低模型。此模型有效地模拟了在上述情况下组件/系统的失效行为的变化。描述了该模型及其推理,并举例说明了该模型在可修系统中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Geometric failure rate reduction model for the analysis of repairable systems
A failed component / system brought back to its functioning state after repair exhibits different failure intensity than before its failure. This happens because the system in which the component is functioning experiences deterioration with age or the component / system is a repaired one which is aged compared to a new component / system. These factors affect the failure intensity of the component / system. To model the failure behaviour of such a component / system a simple model, termed the geometric failure rate reduction model by Finkelstein, is proposed. This model effectively models the changed failure behaviour of the component / system under the above circumstances. The model, and its inference are described and its application to a repairable systems demonstrated.
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