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Two-echelon supply chain inventory model with shortage, optimal reorder point, and controllable lead time

机译:双梯旋子供应链库存模型短缺,最佳重新排序点和可控的交货时间

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This paper considers a two-echelon supply chain inventory problem consisting of a single-supplier and a single-buyer. In the system under discussion, the supplier produces a product and supplies it to the buyer facing a stochastic demand condition. Buyer's lead time is controllable that can be shortened at an added cost. In addition, all shortages are backordered. A model is formulated for an integrated supplier-buyer problem to simultaneously determine the optimal order quantity, reorder point, lead time, and the number of shipments from the supplier to the buyer during a production cycle. The objective function is to minimize the total expected cost of the system. An algorithm is developed to obtain the optimal solution and a numerical example is also included to show the results of the proposed model.
机译:本文考虑了由单一供应商和单一买家组成的双梯级供应链库存问题。 在正在讨论的系统中,供应商生产产品并将其提供给面对随机需求条件的买家。 买方的优惠时间可控,可以以额外的成本缩短。 此外,所有短缺都是延期交货的。 为集成的供应商 - 买方问题配制了一个模型,以同时确定在生产周期期间从供应商到买方的最佳订单数量,重新订购点,交货时间和货物数量。 目标函数是最小化系统的总预期成本。 开发了一种算法以获得最佳解决方案,并且还包括数值示例以显示所提出的模型的结果。

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