Modeling of tolerable repair time without affecting system reliability

Aishwarya Mishra, P. Murari, S. K. Palei, Suprakash Gupta
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引用次数: 3

Abstract

Ideally, it is assumed that a system fails as soon as one of its components connected in series has failed. However, in many real-world system configurations do not allow the system failure immediately when a fault or component failure occurs, rather its reliability falls down at a faster rate, and soon the system fails prematurely. If the fault is rectified or the failed item is repaired within a specified time limit, system reliability curve is restored to its normal decreasing trend. The time gap, between the failure of a component or occurrence of a fault and the repair of the component or rectification of a fault so that no system failure, is observed and it is very important that the system reliability decreases at its normal rate. This allowable time gap can serve a guiding tool to the maintenance policy and management decisions. This paper proposes a reliability and maintainability based approach for calculating the grace period, commonly known as the tolerable repair time of a system component. The proposed model has been demonstrated for a belt conveyor system, used for transportation of mineral in the mines. The allowable repair time of the idler of the belt conveyor system was calculated using the cumulative failure distribution function.
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不影响系统可靠性的可容忍修复时间建模
理想情况下,假设一个系统一旦串联的一个组件发生故障就会发生故障。然而,在许多现实世界的系统配置中,当发生故障或组件故障时,不允许系统立即失效,而是其可靠性以更快的速度下降,很快系统就会过早失效。如果在规定的时间内排除故障或修复故障项,系统的可靠性曲线将恢复到正常的下降趋势。从部件故障或故障发生到部件修复或故障纠正之间的时间间隔,使系统不发生故障,这是非常重要的,系统可靠性以正常速率下降。这个允许的时间间隔可以作为维护策略和管理决策的指导工具。本文提出了一种基于可靠性和可维护性的宽限期计算方法,通常称为系统部件的可容忍修复时间。该模型已在矿山中用于矿物运输的带式输送机系统中进行了验证。利用累积故障分布函数计算带式输送机系统托辊的允许维修时间。
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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