An intelligent condition‐based maintenance scheduling model

Author:

Baek Jun‐Geol

Abstract

PurposeCondition‐based maintenance (CBM) has increasingly drawn attention in industry because of its many benefits. The CBM problem is a kind of state‐dependent scheduling problem, and is very hard to solve within the conventional Markov decision process framework. The purpose of this paper is to present an intelligent CBM scheduling model for which incremental decision tree learning as an evolutionary system identification model and dynamic programming as a control model are developed.Design/methodology/approachTo fully exploit the merits of CBM, this paper models CBM scheduling as a state‐dependent, sequential decision‐making problem. The objective function is formulated as the minimization of the total maintenance cost. Instead of interpreting the problem within the widely used Markovian framework, this paper proposes an intelligent maintenance scheduling approach that integrates an incremental decision tree learning method and deterministic dynamic programming techniques.FindingsAlthough the intelligent maintenance scheduling approach proposed in this paper does not guarantee an optimal scheduling policy from a mathematical viewpoint, it is verified through a simulation‐based experiment that the intelligent maintenance scheduler is capable of providing a good scheduling policy that can be used in practice.Originality/valueThis paper presents an intelligent maintenance scheduler. As a system identification model, we devise a new incremental decision tree learning method by which interaction patterns among attributes and machine condition are disclosed in an evolutionary manner. A deterministic dynamic programming technique is then applied to select the best safe state in terms of the total maintenance cost.

Publisher

Emerald

Subject

Strategy and Management,General Business, Management and Accounting

Reference19 articles.

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2. Duncan, A.J. (1986), Quality Control and Industrial Statistics, 5th ed., Irwin, Homewood, IL.

3. Fayyad, U.M. and Irani, K.B. (1993), “Multi‐interval discretization of continuous‐valued attributes for classification learning”, Proceedings of the 13th International Joint Conference on Artificial Intelligence, Chambery, pp. 1022‐7.

4. Gertsbakh, I.B. (1977), Models of Preventive Maintenance, North Holland, Amsterdam.

5. Grall, A., Berenguer, C. and Dieulle, L. (2002), “A condition‐based maintenance policy for stochastically deteriorating systems”, Reliability Engineering and System Safety, Vol. 76 No. 2, pp. 167‐80.

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