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关于容量可变制造系统的最优生产策略 被引量:3

On Optimal Production Policy for Volume Flexible Manufacturing Systems
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摘要 一般来说,自动化制造系统都能在一定的范围内上、下调整其输出水平,这种能力被称为制造系统的容量可变性[1]。然而经典的生产库存模型并不考虑容量可变性,而是假定机器在单位时间内的生产量是恒定的常数。本文通过将单位时间的生产量作为决策变量、单位产品的生产费用看成是单位时间生产量的函数,建立了允许短缺的容量可变制造系统的最优生产批量模型,针对一类特别的单位费用函数出示了寻求最优生产策略的一个简单算法。并给出了应用实例。 Generally,automated manufacturing systems can adjust their output levels upwards or downwards within limits. This ability is defined as volume flexibility of manufacturing system. However, the classical production inventory models do not take volume flexibility into account, machine production rate is usually assumed to be a constant. In this paper, we develop optimal production lot size models for flexible manufacturing systems with shortages, in which production rate is a decision variable and unit production cost is treated as a function of production rate. We present a simple algorithm for finding optimal production policy for a kind of special unit production cost function and some applied examples. 
作者 周永务
出处 《系统工程理论与实践》 EI CSCD 北大核心 1998年第6期13-17,85,共6页 Systems Engineering-Theory & Practice
关键词 可变制造系统 生产批量 最优生产策略 CIMS volume flexible manufacturing system production lot size shortages
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参考文献4

  • 1周永务,J Opl Res Soc,1996年,47卷,1175页
  • 2周永务,系统工程理论与实践,1995年,15卷,43页
  • 3周永务,第一届智能控制与智能自动化学术会议论文集,1994年
  • 4黄洁纲,存贮论原理及其应用,1984年

同被引文献31

  • 1陈学.需求率呈线性递增趋势的库存问题的最优控制[J].铁道物资科学管理,1995,13(4):20-21. 被引量:3
  • 2王圣东,周永务.基于原材料订购及预防性维修中断的EPQ模型[J].系统工程学报,2005,20(4):381-386. 被引量:7
  • 3Yao J S,Su J S.Fuzzy inventory with backorder for fuzzy total demand based on intervalvalued fuzzy set.European Journal of Operational Research,2000,124:390-408.
  • 4Yao J S,Chang S C,Su J S.Fuzzy inventory without backorder for fuzzy order quantity and fuzzy total demand quantity.Computers & Operations Research,2000,27:935-962.
  • 5Ouyang L Y,Yao J S.A minimax distribution free procedure for mixed inventory model involving variable lead time with fuzzy demand.Computers & Operations Research,2002,29:471-487.
  • 6Yager R R.A procedure for ordering fuzzy subsets of the unit interval.Information Sciences,1981,24:143-161.
  • 7KAO CHIANG,HSU WEN-KAI.A sinlge-period inventory model with fuzzy demand.Computers and Mathematics with Application,2002,43:841-848.
  • 8Liu Xin-Wang,Han Shi-Lian.Ranking fuzzy numbers with preference weighting function expectations.Computers and Mathematics with Application,2005,49:1731-1753.
  • 9Lee H M,Yao J S.Economic production quantity for fuzzy demand and fuzzy production quantity.Operational Research,1998,109:203-211.
  • 10Yao J S,Lee H M.Fuzzy inventory with or backorder for fuzzy order quantity with trapezoidal fuzzy number.Fuzzy Sets and Systems,1999,105:311-337.

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