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GENERAL SEQUENTIAL IMPERFECT PREVENTIVE MAINTENANCE MODELS
176
Citations
15
References
2000
Year
Software MaintenanceReliability EngineeringEffective AgeEngineeringMaintenance PolicyLongevityCivil EngineeringRisk ManagementPredictive MaintenanceBusinessWeibull DistributionSystems EngineeringMaintenance ManagementHazard RateDeterioration ModelingMaintenance SchedulingQuantitative ManagementOperations Research
This paper presents new sequential imperfect preventive maintenance (PM) models incorporating adjustment/improvement factors in hazard rate and effective age. The models are hybrid in the sense that they are combinations of the age reduction PM model and the hazard rate adjustment PM model. It is assumed that PM is imperfect: It not only reduces the effective age but also changes the hazard rate, while the hazard rate increases with the number of PMs. PM is performed in a sequence of intervals. The objective is to determine the optimal PM schedule to minimize the mean cost rate. Numerical examples for a Weibull distribution are given.
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1989 | 753 | |
1983 | 548 | |
1979 | 408 | |
1988 | 369 | |
1986 | 219 | |
1986 | 188 | |
1979 | 176 | |
1981 | 137 | |
1992 | 132 | |
1980 | 98 |
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