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On the Optimal Production Rates of Basic Assembly System Under Random Demand

机译:随机需求下基本装配系统的最优生产率

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摘要

This paper is to propose a mathematical model which considers the assembly systems with only two-stages and two predecessors. Its objective is to obtain the optimal production functions, in the planning horizon [0,T], based on the assumptions: (1) that the cost of unit production is a linear function of production quantity in a unit time, (2) that sales of finished goods occur at the end of planning horizon, and (3) that product demand is a random variable. Finally, we find that the optimal production rates of semi-finished or finished goods will be the same in some circumstances.
机译:本文旨在提出一个数学模型,该模型仅考虑具有两个阶段和两个前身的装配系统。其目标是基于以下假设在计划范围[0,T]中获得最佳生产函数:(1)单位生产成本是单位时间内生产量的线性函数,(2)制成品的销售发生在计划期末,并且(3)产品需求是随机变量。最后,我们发现半成品或成品的最佳生产率在某些情况下将相同。

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