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A multiperiod two-echelon multicommodity capacitated plant location problem

机译:多周期两级多商品限制的工厂选址问题

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In this paper we deal with a facility location problem where one desires to establish facilities at two different distribution levels by selecting the time periods. Our model intends to minimize the total cost for meeting demands for all the products specified over the planning horizon at various customer locations while satisfying the capacity requirements of the production plants and intermediate warehouses. We address this problem by means of a formulation as a mixed integer programming problem. A Lagrangean relaxation is proposed to solve the problem, together with a heuristic procedure that constructs feasible solutions of the original problem from the solutions at the lower bounds obtained by the relaxed problems. Computational tests are provided showing the good performance of this approach for a wide range of problems.
机译:在本文中,我们处理一个设施位置问题,其中一个人希望通过选择时间段来建立两个不同分布级别的设施。我们的模型旨在最大程度地降低总成本,以满足在不同客户位置规划范围内指定的所有产品的需求,同时满足生产工厂和中间仓库的容量要求。我们通过将其表示为混合整数编程问题来解决此问题。提出了拉格朗日松弛法来解决该问题,并提出一种启发式程序,该方法从松弛问题所获得的下界解中构造原始问题的可行解。提供的计算测试表明,该方法在各种问题上均具有良好的性能。

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