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A study of availability-centered preventive maintenance for multi-component systems

机译:多组件系统以可用性为中心的预防性维护研究

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This paper studies preventive maintenance (PM) in simultaneously considering three actions, mechanical service, repair and replacement for a multi-components system based on availability. Mechanical service denotes the activities including lubricating, cleaning, checking and adjusting, etc. which is set to alleviate strength degradation. Repair is defined on that not only slow down the degraded velocity but also restore the degraded strength partly. Replacement is settled to recover a component to its original condition. According to the definitions, the degradation of components is analyzed from its failure mechanisms and the improvements of various actions to it in reliability were measured by using two improved factors. Following the proposed model of reliability, the mean-up and mean-down times of each component are also investigated and the replacement intervals of components are determined based on availability maximization. Here, the minimum one among the intervals is chosen as the PM interval of system for programming the periodical PM policy. The selection of action for the components on every PM stage is decided by maximizing system benefit in maintenance. Repeatedly, the scheduling is progressed step by step and is terminated until the system extended life reaching to its expected life. The complete schedule provides the information, the actions adopted for the components, the availability and the total cost of system on each stage. Validly, a multi-components system is used as an example to describe the proposed algorithm.
机译:本文研究了预防性维护(PM),同时考虑了基于可用性的多组件系统的三项操作,即机械维修,维修和更换。机械维修是指包括润滑,清洁,检查和调节等活动,旨在减轻强度下降。修复的定义是不仅要减慢退化的速度,而且要部分恢复退化的强度。解决了更换问题,以将组件恢复到其原始状态。根据定义,从组件的失效机理分析了组件的退化,并通过使用两个改进的因素来评估组件在可靠性方面的各种改进。遵循提出的可靠性模型,还研究了每个组件的平均上升和下降时间,并基于可用性最大化确定了组件的更换间隔。在此,选择间隔中的最小间隔作为用于对周期性PM策略进行编程的系统的PM间隔。通过最大程度地提高系统维护成本,可以决定每个PM阶段组件的操作选择。重复地,调度逐步进行并终止,直到系统延长寿命达到其预期寿命为止。完整的时间表提供了每个阶段的信息,组件采取的措施,可用性以及系统的总成本。有效地,以多组件系统为例来描述所提出的算法。

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