| Article ID | Journal | Published Year | Pages | File Type | 
|---|---|---|---|---|
| 5019387 | Reliability Engineering & System Safety | 2017 | 34 Pages | 
Abstract
												We consider a three-state continuous-time semi-Markov process with Weibull-distributed transition times to model the degradation mechanism of an industrial equipment. To build this model, an original combination of techniques is proposed for building a semi-Markov degradation model based on expert knowledge and few field data within the Bayesian statistical framework. The issues addressed are: i) the prior elicitation of the model parameters values from experts, avoiding possible information commitment; ii) the development of a Markov-Chain Monte Carlo algorithm for sampling from the posterior distribution; iii) the posterior inference of the model parameters values and, on this basis, the estimation of the time-dependent state probabilities and the prediction of the equipment remaining useful life. The developed Bayesian model offers the possibility of updating the system reliability estimation every time a new evidence is gathered. The application of the modeling framework is illustrated by way of a real industrial case study concerning the degradation of diaphragms installed in a production line of a biopharmaceutical industry.
											Keywords
												
											Related Topics
												
													Physical Sciences and Engineering
													Engineering
													Mechanical Engineering
												
											Authors
												M. Compare, P. Baraldi, I. Bani, E. Zio, D. Mc Donnell, 
											