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Manufacturing and Shipment Policy Making for an Integrated System with Rework and a Cost Lessening Product Delivery Plan

机译:具有返工和降低成本的产品交付计划的集成系统的制造和运输政策制定

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This paper derives the optimal production-shipment policy for a vendor-buyer integrated system with rework process and a cost lessening product delivery plan. The objective is to derive the optimal production lot size and number of deliveries that minimizes total costs for the proposed vendor-buyer integrated system. This paper extends the work of Chiu et al. [Joint determination of the production lot size and number of shipments for EPQ model with rework. Mathematical and Computational Applications 16(2), 317-328] by incorporating an improving n+1 shipment policy into their model, with the purpose of reducing both vendor and buyer's stock holding costs. Under such an enhancing policy, one extra upfront delivery of finished items is distributed to buyer for satisfying product demand during supplier's production and rework times. Then fixed quantity n installments of finished items are delivered to customer at the end of rework. Mathematical modeling along with Hessian matrix equations is employed to derive and prove convexity of the long-run cost function. Closed-form solution in terms of lot size and number of deliveries is obtained. A numerical example is provided to show its practical usage and demonstrate the significant reduction in stock holding cost.
机译:本文针对具有返工流程和降低成本的产品交付计划的卖方-买方集成系统,得出了最优的生产装运策略。目的是获得最佳的生产批量大小和交货数量,从而使建议的卖方-买方集成系统的总成本最小化。本文扩展了Chiu等人的工作。 [共同确定带有重新加工的EPQ模型的生产批量大小和发货数量。 [数学和计算应用程序,第16卷第2期,第317-328页],其模型采用了改进的n + 1装运策略,目的是减少卖方和买方的库存成本。在这种增强的政策下,成品的一次额外的前期交付被分配给买方,以满足供应商在生产和返工期间的产品需求。然后在返工结束时将固定数量的n批次的成品交付给客户。数学模型与Hessian矩阵方程一起用于推导和证明长期成本函数的凸性。获得了批量大小和交货数量方面的封闭式解决方案。提供了一个数值示例,以显示其实际用法并证明库存成本的显着降低。

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