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The capacitated arc routing problem with vehicle/site dependencies: An application of arc routing and partitioning.

机译:与车辆/站点相关的功能强大的弧线布线问题:弧线布线和分区的应用。

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摘要

In this dissertation, we define and analyze a variant of the CARP called the Capacitated Are Routing Problem with Vehicle/Site Dependencies (CARP-VSD). The motivating example of the CARP-VSD that drives the analysis in this dissertation is residential solid waste collection. Typically, residential sanitation collection involves thousands of arcs and edges. Two key features of the CARP-VSD that separate this problem from other variants of the CARP are the following: (i) The vehicle fleet may have several different types of vehicles available for servicing the required arcs and edges in the network. (ii) Some of the arcs and edges may have restrictions that prohibit their service or traversal by certain vehicle classes.; We develop a composite approach for solving the CARP-VSD. The composite approach that we develop in this dissertation has solved CARP-VSD problems containing thousands of arcs and edges requiring service. The composite approach consists of two major procedures—the Vehicle Decomposition Algorithm (VDA), and a mathematical programming formulation (MPP).; A version of the VDA was implemented in Philadelphia and documented savings of over 12% were achieved.; A mathematical programming formulation (MPP) of the CARP-VSD is developed. The MPP is used to solve the partitioning of the arcs in the network that require service.; As part of the composite approach, we develop a cost model to evaluate different solutions. This cost model performs a tradeoff between capital and operating costs and is relatively unique in solving vehicle routing problems. The cost model is imbedded within the formulation of the MPP. (Abstract shortened by UMI.)
机译:在本文中,我们定义并分析了CARP的一种变体,即具有车辆/站点相关性的Capacitated Are路由问题(CARP-VSD)。本文中推动分析的CARP-VSD的激励示例是住宅固体废物收集。通常,住宅卫生收集涉及数千条弧线和边缘。 CARP-VSD的两个关键功能将这个问题与CARP的其他变型区分开来:(i)车队可能有几种不同类型的车辆可用于维修网络中所需的弧和边。 (ii)有些弧形和边缘可能有限制,禁止某些车辆类别对其进行维修或穿越。我们开发了一种综合方法来解决CARP-VSD。我们在本文中开发的复合方法解决了CARP-VSD问题,该问题包含成千上万个需要维修的弧形和边缘。复合方法由两个主要过程组成-车辆分解算法(VDA)和数学编程公式(MPP)。在费城实施了VDA的一个版本,并记录了超过12%的节省。开发了CARP-VSD的数学编程公式(MPP)。 MPP用于解决需要服务的网络中弧的划分。作为复合方法的一部分,我们开发了一种成本模型来评估不同的解决方案。该成本模型在资本成本和运营成本之间进行权衡,在解决车辆路径问题方面相对独特。成本模型包含在MPP的制定中。 (摘要由UMI缩短。)

著录项

  • 作者

    Sniezek, John Scott.;

  • 作者单位

    University of Maryland College Park.;

  • 授予单位 University of Maryland College Park.;
  • 学科 Operations Research.; Engineering Civil.
  • 学位 Ph.D.
  • 年度 2001
  • 页码 205 p.
  • 总页数 205
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 运筹学;建筑科学;
  • 关键词

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