4.7 Article

A Rolling-Horizon Approach for Predictive Maintenance Planning to Reduce the Risk of Rail Service Disruptions

Journal

IEEE TRANSACTIONS ON RELIABILITY
Volume 70, Issue 3, Pages 875-886

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TR.2020.3007504

Keywords

Maintenance engineering; Rail transportation; Rails; Degradation; Predictive models; Planning; Strain; Decision support systems (DSS); dynamic planning; railway predictive maintenance; track degradation stochastic models

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This article proposes a risk-based scheduling model for predictive maintenance activities on a railway line, taking into account the stochastic nature of real environments and introducing a rolling-horizon framework for dynamic adjustment of maintenance plans. The model, formulated as a mixed-integer linear programming problem based on risk minimization and adhering to ISO 55 000 guidelines, allows for day-to-day planning and adaptation to real-time information in a real rail network scenario, with a focus on tamping activities at the operational level.
This article proposes a model for the risk-based scheduling of predictive maintenance activities on a railway line to intervene when a track segment has reached a certain state of degradation, thus preventing faults and possible failures. With the aim of taking into account the stochastic nature of real environments, the rail-track degradation process is represented as a stochastic process, and the failure probability is evaluated as the probability of reaching a degradation threshold. Moreover, a rolling-horizon framework is introduced to manage newly available real-time information and unpredicted faults or maintenance activity delays. Whereas the traditional scheduling models are offline models that cover the long-term horizon but neglect operational disturbances, the presented model allows for dynamic day-to-day planning and adaptation of the maintenance plan to real-time information, thereby responding to the increasing understanding of real-world processes. The optimization problem on maintenance scheduling is formulated as a mixed-integer linear programming problem based on risk minimization, in adherence to ISO 55 000 guidelines. Finally, the application of the approach to a real rail network is reported and discussed, with a focus on the planning of tamping activities at the operational level.

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