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MULTI-ITEM TWO-STAGE EOQ MODEL INCORPORATING QUANTITY AND FREIGHT DISCOUNTS

机译:多项二级EOQ模型包含数量和货物折扣

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Supply chain management is an integrating function with primary responsibility for linking major business functions and business processes within and across companies into a cohesive and high-performing business models. Managing supply chain is a difficult task because of complex interrelations and integration of various entities that exist in it. One of the entities is transportation of items from source to destination. This process becomes tedious, when items are moving with one or more stoppage as on stoppage point inventory carrying cost would also be incurred. A single source, single destination and multi-item EOQ model has been discussed in the literature for single stage as well as two or more stages. Different discount policies are offered to procure and transport goods from one stage to the other. In the present study a mathematical model is developed to minimize the sum of inventory, procurement and transportation costs when several items are shipped from a single source to single destination through an intermediate stoppage, in which it is assumed that inventory carrying charge at the intermediate stoppage, is very high after a pre-specified time. A method of solution is proposed and verified numerically.
机译:供应链管理是一项整合函数,主要责任将主要业务功能和业务流程联系在内,并跨越公司融入凝聚力和高性能的商业模式。管理供应链是一项艰巨的任务,因为它们的相互关系和存在于其中的各种实体的整合。其中一个实体是从源到目的地的物品的运输。当物品随着STOPPAGE POINT的情况下,当物品与一个或多个STOPPAGE一起移动时,该过程变得繁琐,因此也将产生成本。在文献中讨论单个源,单个目的地和多项EOQ模型,用于单级以及两个或更多个阶段。提供不同的折扣政策,以从一个阶段采购和运送货物。在本研究中,开发了一种数学模型,以通过中间停止将几个项目从单个源从单个源发出到单一目的地时,以最小化库存,采购和运输成本的总和,其中假设在中间停止处的库存携带充电,在预先指定时间后非常高。在数值上提出并验证了解决方案的方法。

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