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A primal decomposition scheme for the design of strategic production-distribution systems.

机译:战略性生产分配系统设计的原始分解方案。

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摘要

Having materials at the right place at the right time at lowest possible cost has always been as an important goal of organizations. Depending on the scope and time horizon involved, logistics decisions can be categorized into three hierarchical levels: strategic, tactical, and operational. Strategic decisions require large capital investments and are effective over a long time horizon, ranging from 5 to 10 years.; The main focus of this research is strategic supply chain network design, defined as: Given a set of potential suppliers, potential manufacturing facilities and distribution centers with multiple alternative configurations, determine the configuration of the production-distribution system with the lowest sum of supply, production, transportation, inventory, and facility costs such that customer demands and service requirements are met.; Businesses commonly encounter the strategic production-distribution network design problem whenever expansion, reduction, or reengineering is in progress. However, techniques for integrated and comprehensive modeling and design of distribution systems have not kept up with recent theoretical developments in optimization. The contribution of this research is that it develops an integrated design methodology for strategic production and distribution systems by exploring the relationships between the problems through primal decomposition theory for mixed integer linear programs. The information flow from the production system to the transportation system design is well defined. This research completes the information cycle by defining the data required by the production system from the transportation system for the integrated design of strategic production-distribution systems. It also provides an efficient solution methodology for solving the mixed integer program representing the comprehensive model of strategic production/distribution systems with seasonal customer demands.*; *Originally published in DAI Vol. 57, No. 11. Reprinted here with corrected author name.
机译:始终以尽可能低的成本在正确的时间在正确的位置放置材料一直是组织的重要目标。根据涉及的范围和时间范围,后勤决策可以分为三个层次级别:战略,战术和运营。战略决策需要大量资本投资,并且要在5到10年的很长一段时间内有效。这项研究的主要重点是战略性供应链网络设计,其定义为:假设有一组潜在的供应商,潜在的制造设施和具有多个替代配置的分销中心,请确定具有最低供应量的生产-分销系统的配置,生产,运输,库存和设施成本,以满足客户的需求和服务要求。每当进行扩展,缩减或重新设计时,企业通常都会遇到战略性的生产分配网络设计问题。但是,用于集成和综合的配电系统建模和设计的技术未能跟上最新的优化理论发展。这项研究的贡献在于,通过混合整数线性程序的原始分解理论,通过探索问题之间的关系,为战略生产和分销系统开发了一种集成设计方法。明确定义了从生产系统到运输系统设计的信息流。这项研究通过从运输系统定义生产系统所需的数据,以完成战略性生产分配系统的集成设计,从而完成了信息周期。它还提供了一种有效的解决方案方法,用于求解混合整数程序,该程序代表了具有季节性客户需求的战略生产/分销系统的综合模型。 *最初发表于DAI Vol。 57,第11号。此处以正确的作者姓名转载。

著录项

  • 作者

    Dogan, Koray H.;

  • 作者单位

    Georgia Institute of Technology.;

  • 授予单位 Georgia Institute of Technology.;
  • 学科 Engineering Industrial.
  • 学位 Ph.D.
  • 年度 1996
  • 页码 151 p.
  • 总页数 151
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 一般工业技术;
  • 关键词

  • 入库时间 2022-08-17 11:49:11

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