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2885. Condition-based Maintenance for a Degrading System under Dynamic Working Conditions
Invited abstract in session WB-39: Reliability Models, stream Stochastic Modelling.
Wednesday, 10:30-12:00Room: 35 (building: 306)
Authors (first author is the speaker)
1. | GUO SHI
|
Management Science, University of Strathclyde | |
2. | Bin Liu
|
University of Strathclyde | |
3. | Lesley Walls
|
Management Science, University of Strathclyde |
Abstract
This study proposes a maintenance strategy for a degrading system under dynamic working conditions. Dynamic working conditions including environmental factors such as temperature, and humidity, alongside operating factors like production rate and operating speed, present challenges in accurately capturing the degradation process. In addition, the heterogeneity among observed components adds complexity to utilising the health monitoring data. To address these issues, we utilise Bayesian Linear regression and Bayesian Poisson regression to account for shock occurrence and magnitude. During system operation, regression parameters are updated upon the arrival of shocks at each decision epoch. We formulate the optimal maintenance problem as a Markov decision process, with decisions triggered by parameter updates converging towards underlying values. This paper not only establishes an analytically tractable degradation model incorporating component heterogeneity and dynamic working conditions but also theoretically explores the structure of optimal preventive maintenance thresholds. Additionally, to ease the computational burden due to the high state space, we introduce a heuristic algorithm that leverages the most likely distribution. Numerical experiments and a case study validate the effectiveness of the proposed maintenance policy, demonstrating its practical applicability and efficacy in real-world scenarios.
Keywords
- Stochastic Optimization
- Optimal Control
- Reliability
Status: accepted
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