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首页> 外文期刊>International journal of production economics >Simultaneous control of production, repair/replacement and preventive maintenance of deteriorating manufacturing systems
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Simultaneous control of production, repair/replacement and preventive maintenance of deteriorating manufacturing systems

机译:同时控制不断恶化的制造系统的生产,维修/更换和预防性维护

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摘要

This paper presents a method to find the optimal production, repair/replacement and preventive maintenance policies for a degraded manufacturing system. The system is subject to random machine failures and repairs. The status of the system is deemed to degrade with repair activities. When a failure occurs, the machine is either repaired or replaced, and a replacement action renews the machine, while a repair action brings it to a degraded operational state, with the next repair time increasing as the number of repairs increases as well. A preventive maintenance action is considered in order to improve the reliability of the machine, thereby reducing the amount of disruptions caused by machine failures. The decision variables are the production rate, the preventive maintenance rate and the repair/ replacement switching policy upon machine failure. The objective of the study is to find the decision variables that minimize the overall cost, including repair, replacement, preventive maintenance, inventory holding and backlog costs over an infinite planning horizon. The proposed model is based on a semi-Markov decision process, and the stochastic dynamic programming method is used to obtain the optimality conditions. A numerical example is given to illustrate the proposed model, and a sensitivity analysis is considered in order to confirm the structure of the control policy and to illustrate the usefulness of the proposed approach.
机译:本文提出了一种为退化的制造系统找到最佳生产,维修/更换和预防性维护策略的方法。该系统容易受到随机机器故障和维修的影响。系统状态随维修活动而降低。发生故障时,将对机器进行维修或更换,并且更换操作会更新机器,而维修操作会将其置于降级的运行状态,并且随着维修次数的增加,下一次维修时间也会增加。为了提高机器的可靠性,可以考虑采取预防性维护措施,从而减少由于机器故障而造成的破坏。决策变量是机器故障时的生产率,预防性维护率和维修/更换切换策略。该研究的目的是找到在无限的计划范围内将总成本最小化的决策变量,包括维修,更换,预防性维护,库存持有和积压成本。该模型基于半马尔可夫决策过程,并采用随机动态规划方法获得最优条件。给出了一个数值例子来说明所提出的模型,并进行了敏感性分析,以确认控制策略的结构并说明所提出方法的有效性。

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