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OPTIMAL MANUFACTURING BATCH SIZE WITH REWORK FOR A FINITE-HORIZON AND TIME-VARYING DEMAND RATES INVENTORY MODEL

机译:具有有限水平和时变需求率库存模型的返工的最佳制造批量

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This paper proposes a finite-horizon and time-varying demand rate function formulations for the optimal manufacturing batch size model with rework. The basic model is found in [Jamal et al. Comput. Ind. Eng. 47 (2004) 77-89.]. Two policies 1 and 2 are considered. In Policy 1 defective items produced in a given period are remanufactured within the same period while Policy 2 accumulates the defective items until the last period. The search for the optimal manufacturing batch size for policies 1 and 2 is shown to reduce to the problem of determining the number of manufacturing-rework periods as well as their starting and finishing times. This leads to the examination of two mixed integer non-linear programming problem which are completely solved by appealing to some established techniques proposed in [Al-Khamis et al. Int. J. Syst. Sci. 45 (2014) 2196-2202]. Numerical results are also presented for illustration.
机译:本文提出了带有返工的最优制造批量模型的有限水平和时变需求率函数公式。基本模型可以在[Jamal et al。计算工业工程师47(2004)77-89。]。考虑了两个策略1和2。在策略1中,给定期间内生产的缺陷物料将在同一时期内进行再制造,而策略2则将缺陷物料累积到最后一个周期。对策略1和策略2的最佳制造批次大小的搜索显示为减少了确定制造返工时间的数量及其开始和结束时间的问题。这导致了对两个混合整数非线性规划问题的研究,这些问题可以通过参考[Al-Khamis等人,2002年,诠释J.Syst。科学45(2014)2196-2202]。数值结果也用于说明。

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