RELIABILITY ANALYSIS OF ACTIVE REDUNDANT SYSTEM USING GEOMETRIC DISTRIBUTION

Q3 Multidisciplinary Malaysian journal of science Pub Date : 2022-10-31 DOI:10.22452/mjs.vol41no3.7
Pankaj, J. Bhatti, M. Kakkar
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Abstract

The present paper is an initiative taken towards study and analysis of industries concerning different maintenance strategies towards their products on behalf of their working and maintenance level. The objective of presenting the concept of the dual nature of repair for units having extra or major failures in addition to regular ones is well explained. The stochastic analysis of reliability characteristics using regenerative techniques for the system consisting of two parallel units following the active-standby redundancy and having different repair time distributions was also studied using geometric distribution. The numerical equations and results are being evaluated for reliability parameters like mean time to system failure, availability of the system in operative form, down period of the system following repair mechanism using regenerative techniques, and geometric distribution. The graphical analysis has also been presented for-profit function with respect to repair and failure rate.
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基于几何分布的有源冗余系统可靠性分析
本论文旨在研究和分析行业对其产品的不同维护策略,代表其工作和维护水平。除了常规故障外,还存在额外或重大故障的机组,提出维修双重性质的概念的目的得到了很好的解释。采用几何分布方法研究了由两个并联单元组成的系统的可靠性特性的随机分析,该系统遵循主备冗余,具有不同的维修时间分布。正在评估数值方程和结果的可靠性参数,如系统故障的平均时间、运行状态下系统的可用性、使用再生技术的修复机制后系统的停机时间以及几何分布。图形分析还提出了关于修复率和故障率的营利性函数。
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来源期刊
Malaysian journal of science
Malaysian journal of science Multidisciplinary-Multidisciplinary
CiteScore
1.10
自引率
0.00%
发文量
36
期刊介绍: Information not localized
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