Optimizing spare inventory under group maintenance policy

Chang-An Xu, Jianmin Zhao, Ya Li
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引用次数: 5

Abstract

A simulation model for joint optimization of GM and spare part inventory control under infinite horizon is presented through analyzing the characteristic of spare part demand of a system under group maintenance (GM) policy. In this model, maintenance activities of GM and spare supply are simulated using Monte Carlo method, by which costs of repair, spare inventory, and loss of system downtime induced by lack of spare are calculated. Then, expected total cost per unit time can be obtained by simulating for a number of periods. The preventive replacement interval and the stock level are optimized by minimizing the total cost per unit time. Matlab is utilized to gain the numerical solution of the model, and a sensitivity analysis of model has been done.
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在集团维护策略下优化备件库存
通过分析群维修策略下系统的备件需求特点,建立了群维修与备件库存控制在无限视界下联合优化的仿真模型。在该模型中,采用蒙特卡罗方法对通用汽车的维修活动和备件供应进行了模拟,计算了维修成本、备件库存成本和因备件不足而导致的系统停机损失。然后,通过多个周期的模拟,可以得到单位时间的期望总成本。通过最小化单位时间内的总成本来优化预防性更换间隔和库存水平。利用Matlab对模型进行了数值求解,并对模型进行了灵敏度分析。
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