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Reliability Estimation under Scarcity of Data: A Comparison of Three Approaches

Academic Article
Publication Date:
2021
abstract:
During the last decades, the optimization of the maintenance plan in process plants has lured the attention of many researchers
due to its vital role in assuring the safety of operations. Within the process of scheduling maintenance activities, one of the most
significant challenges is estimating the reliability of the involved systems, especially in case of data scarcity. Overestimating the
average time between two consecutive failures of an individual component could compromise safety, while an underestimate leads
to an increase of operational costs. +us, a reliable tool able to determine the parameters of failure modelling with high accuracy
when few data are available would be welcome. For this purpose, this paper aims at comparing the implementation of three
practical estimation frameworks in case of sparse data to point out the most efficient approach. Hierarchical Bayesian modelling
(HBM), maximum likelihood estimation (MLE), and least square estimation (LSE) are applied on data generated by a simulated
stochastic process of a natural gas regulating and metering station (NGRMS), which was adopted as a case of study. +e results
identify the Bayesian methodology as the most accurate for predicting the failure rate of the considered devices, especially for the
equipment characterized by less data available. +e outcomes of this research will assist maintenance engineers and asset
managers in choosing the optimal approach to conduct reliability analysis either when sufficient data or limited data are observed
Iris type:
1.1 Articolo in rivista
Keywords:
Reliability; Hierarchical Bayesian modelling; maximum likelihood estimation; least square estimation; maintenance
List of contributors:
Leoni, Leonardo; Cantini, Alessandra; Bahootoroody, Farshad; Khalaj, Saeed; De Carlo, Filippo; Abaei, Mohammad Mahdi; Bahootoroody, Ahmad
Authors of the University:
LEONI LEONARDO
Handle:
https://iris.uniecampus.it/handle/11389/80791
Published in:
MATHEMATICAL PROBLEMS IN ENGINEERING
Journal
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URL

https://www.hindawi.com/journals/mpe/2021/5592325/
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