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首页> 外文期刊>International Journal of Production Research >Integrated production quality and condition-based maintenance optimisation for a stochastically deteriorating manufacturing system
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Integrated production quality and condition-based maintenance optimisation for a stochastically deteriorating manufacturing system

机译:用于随机劣化制造系统的综合生产质量和条件的维护优化

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This paper investigates the problem of optimally integrating production quality and condition-based maintenance in a stochastically deteriorating single- product, single-machine production system. Inspections are periodically performed on the system to assess its actual degradation status. The system is considered to be in 'fail mode' whenever its degradation level exceeds a predetermined threshold. The proportion of non-conforming items, those that are produced during the time interval where the degradation is beyond the specification threshold, are replaced either via overtime production or spot market purchases. To optimise preventive maintenance costs and at the same time reduce production of non-conforming items, the degradation of the system must be optimally monitored so that preventive maintenance is carried out at appropriate time intervals. In this paper, an integrated optimisation model is developed to determine the optimal inspection cycle and the degradation threshold level, beyond which preventive maintenance should be carried out, while minimising the sum of inspection and maintenance costs, in addition to the production of non-conforming items and inventory costs. An expression for the total expected cost rate over an infinite time horizon is developed and solution method for the resulting model is discussed. Numerical experiments are provided to illustrate the proposed approach.
机译:本文研究了在随机恶化的单产品,单机生产系统中最佳地整合生产质量和基于条件的维护问题。在系统上定期执行检查,以评估其实际退化状态。每当其劣化水平超过预定阈值时,系统被认为是“失败模式”。非符合物品的比例,在劣化超出规范阈值的时间间隔期间产生的项目的比例被通过加班生产或现货市场购买更换。为了优化预防性维护成本,同时减少不合格物品的生产,必须最佳地监测系统的劣化,以便在适当的时间间隔进行预防性维护。在本文中,开发了一种集成的优化模型来确定最佳检查周期和降级阈值水平,除了应进行预防性维护,同时最小化检查和维护成本的总和,除了不合格的生产物品和库存成本。讨论了对无限时间范围内的总预期成本率的表达,并讨论了所得模型的解决方法。提供数值实验以说明所提出的方法。

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