通货膨胀对多元需求和部分积压EOQ模型的影响及碳税政策

S.R. Singh, Rinki Chaudhary
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引用次数: 3

摘要

在可持续发展时代,绿色库存系统的概念对经济增长和发展具有重要意义。特别需要绿色库存系统来识别和管理易腐产品,因为腐败和变质会导致物品的重大损失,从而对消费者的满意度产生负面影响。随着易腐产品(如蔬菜、水果、牛奶、果汁、冷冻食品、烘焙食品)的不断腐烂,它们的需求受到不利影响,消费者的购买决策也受到不利影响。更现实的假设是需求对价格敏感。与变质率一样,易腐产品的变质率也与到期日有关。此外,库存持有和易腐品的恶化在运行库存系统时对碳排放有重大贡献。碳税政策由于具有环保意识,在减少碳排放方面更加灵活和有效。我们开发了两个可持续的库存程序为易腐物品基于实际情况下,买家有一个有限的储藏室。因此,为了实现可持续发展的目标,本文提出了一种基于保质期的易腐产品库存管理模型。我们区分了两种库存方案:(i)允许短缺和部分积压的库存方案,以及(ii)不允许短缺的库存方案。在这两种方案中,衰减率和需求函数都随存储时间呈上升趋势。由于衰减率随存储时间的增加而增加,因此假定存储项目的成本与存储时间线性相关。在得出若干决策结论后,给出了数值算例和实际案例研究来验证库存方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effect of inflation on EOQ model with multivariate demand and partial backlogging and carbon tax policy
The concept of green inventory systems is very important for economic growth and development in the era of sustainable development. There is a special need for green inventory systems to identify and manage perishable products since spoilage and deterioration can lead to significant losses of items, which negatively affect the satisfaction of consumers. As perishable products decay continuously (such as vegetables, fruits, milk, juices, frozen foods, baked foods), their demand is adversely affected as well as customers' purchasing decisions. The more realistic assumption is a price-sensitive demand. As well as deterioration rates, perishable products have an expiration date-dependent deterioration rate. Further, inventory holding, and the deterioration of perishables contribute significantly to carbon emissions when operating the inventory system. A carbon tax policy is more flexible and effective when it comes to reducing carbon emissions due to its environmental conscious nature. We develop two sustainable inventory procedures for perishable items based on a practical scenario in which the buyer has a limited storeroom. So, to achieve sustainability goals, a model for inventory management for perishable products based on expiration dates is presented in this paper. We distinguish between two inventory schemes: (i) one that allows shortages and fractional backlogs, and (ii) one that does not allow shortage. In both schemes, both the decay rate and demand function show an upward trend against storage time. Since the decay rate increases with storage time, it is assumed that the cost of storing items is linearly related to storage time. numerical examples along with a real-life case study are presented to validate the inventory schemes after several decision-making findings have been derived.
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