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An EOQ inventory model for deteriorating items with time-dependent deterioration rate, ramp-type demand rate and shortages

机译:具有变差率,斜坡型需求率和短缺的时变品的变质物品的EOQ库存模型

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This paper presents an economic order quantity (EOQ) model for deteriorating items having time proportional deterioration rate, time dependent ramp-type demand rate and shortages. Shortages are allowed to occur in the inventory system and completely backlogged. The ramp-type demand rate is deterministic and varies with time up to a certain point and then becomes constant. The three-parameter Weibull distribution rate indicates the change in deterioration rate with respect to time and takes into account of the items which are already deteriorated while receiving into an inventory system as well as items those might start deteriorating in future. To start with, the model is developed for shortages, but is also valid for the seasonal items and newly launched high tech products like computers, laptops, mobile phones and automobiles, etc. The purpose of this study is to develop an optimal policy, so that the average total cost is minimised by optimising the procurement time point. Furthermore, the solution procedure and the numerical example are provided to illustrate the proposed model. Finally, sensitivity analysis of the various parameters on optimal solution is carried out.
机译:本文提出了一种变质​​物品的经济订单量(EOQ)模型,该物品具有时间比例恶化率,与时间相关的斜坡型需求率和短缺。库存系统中允许出现短缺并完全积压。斜坡型需求率是确定性的,并且会随着时间变化直至某个点,然后变得恒定。三参数威布尔分布率指示了劣化率随时间的变化,并考虑到了进入库存系统时已经劣化的物料以及将来可能开始恶化的物料。首先,该模型是针对短缺产品开发的,但也适用于季节性商品和新推出的高科技产品,例如计算机,笔记本电脑,手机和汽车等。本研究的目的是制定最佳政策,因此通过优化采购时间点使平均总成本最小化。此外,提供了求解过程和数值示例来说明所提出的模型。最后,在最优解上进行了各种参数的敏感性分析。

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