Normative Models for Some Warehouse Sizing Problems
Normative Models for Some Warehouse Sizing Problems
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DOI：
10.1080/05695557108974805
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发表时间：
1971-09
期刊：
影响因子：
--
通讯作者：
White JohnA.;Francis RichardL.
中科院分区：
文献类型：
--
作者：
White JohnA.;Francis RichardL.
研究的问题是在有限的规划范围内确定用于存储产品的仓库的最佳尺寸。在确定性和概率的存储需求条件下，对固定和可变仓库规模问题进行了研究。后者被表述为一个线性规划问题，并通过对偶理论转化为一个等价的网络流问题，以便有效地求解。考虑的成本是由于仓库建设、产品在设施内的存储以及仓库中存储无法满足的存储需求而产生的成本。
Abstract The problem examined is the determination of the optimum size for a warehouse used to store products over a finite planning horizon. Both fixed and changeable warehouse size problems are treated under conditions of deterministic and probabilistic storage demand. The latter is formulated as a linear programming problem and transformed via duality theory into an equivalent network flow problem for efficient solution. Costs considered are those due to warehouse construction, storage of products within the facility, and storage demand not satisfied by storage in the warehouse.