基于路径灵活性的两阶段开放式低碳选址—路径问题
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U492.31

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Two-echelon Open Low Carbon Location-Routing Problem Based on Path Flexibility
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    摘要:

    为缓解城市交通拥堵日益严重与物流配送量逐年上升的矛盾,利用城市配送客户多、范围广、路径可替代性强的特点,基于传统两阶段开放式选址—路径问题(2E-OLRP)模型,在总成本中考虑燃油消耗和CO2排放,在路线规划中考虑路径选择的灵活性,提出一种基于路径灵活性的两阶段开放式低碳选址—路径问题模型(2E-OLCLRP-WF),并利用CPLEX进行求解。在相同案例情形下,利用Dijkstra算法和CPLEX求解考虑燃油消耗和CO2排放成本的2E-OLRP模型(即2E-OLCLRP模型),并将两种模型的结果进行对比分析。结果表明:与2E-OLCLRP模型相比,2E-OLCLRP-WF模型能节约总成本0.20%,其中,节约运输成本5.86%,减少CO2排放5.98%。因此,为节约总成本并减少CO2排放,物流企业在城市网络配送中应适当考虑路径灵活性。以上研究结果可为城市物流配送规划的决策提供参考。

    Abstract:

    In order to alleviate the contradiction of the increasingly serious urban traffic congestion and the increasing volume of logistics goods. Considering the characteristics of urban distribution with large number of customers, wide range and path with strong alternatives and based on the traditional two-echelon open location-routing problem (2E-OLRP) model, a two-echelon open low carbon location-routing problem model based on path flexibility (2E-OLCLRP-WF) was proposed by taking into account the fuel consumption and CO2 emissions in total cost and the flexibility of path selection in route planning simultaneously. The model was coded and solved by CPLEX. For comparison, the Dijkstra algorithm and CPLEX were used to solve the 2E-OLRP model considering the fuel consumption and CO2 emission cost in the same case (ie 2E-OLCLRP model), and the results of the two models were analyzed. The results indicate that compared with the 2E-OLCLRP model, the 2E-OLCLRP-WF model can save a total cost of 0.20%, of which, saving transportation costs by 5.86% and reducing CO2 emissions by 5.98%. Therefore, in order to save the total cost and reduce the CO2 emissions, logistics companies should consider the path flexibility in urban network distribution adequately. The results can provide reference for the decision-making of urban logistics distribution planning.

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刘成清,胡大伟,黄榕. 基于路径灵活性的两阶段开放式低碳选址—路径问题[J]. 科学技术与工程, 2020, 20(17): 7080-7087.
Liu Chengqing, Hu Dawei, Huang Rong. Two-echelon Open Low Carbon Location-Routing Problem Based on Path Flexibility[J]. Science Technology and Engineering,2020,20(17):7080-7087.

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历史
  • 收稿日期:2019-08-21
  • 最后修改日期:2020-03-21
  • 录用日期:2019-11-10
  • 在线发布日期: 2020-07-07
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