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高速公路路面养护项目选择的经济模型
引用本文:毛新华,王建伟,孙单智,穆劲松.高速公路路面养护项目选择的经济模型[J].技术经济,2014(12):93-97.
作者姓名:毛新华  王建伟  孙单智  穆劲松
作者单位:1. 长安大学经济与管理学院,西安,710064
2. 浙江省交通科学研究院,杭州,310006
3. 陕西省交通建设集团公司,西安,710075
基金项目:国家自然科学基金项目“异质化特性下交通-能源-环境演化机制与混合CGE模型及仿真”(51278057);国家自然科学基金青年科学基金项目“基于运输组织的地面高速交通网络特征模拟与空间效应测度”(41301130);中央高校基本科研业务费专项资金项目“陆路高速交通网络特征分析与空间经济效应”
摘    要:分别以车辆出行成本节约与通行收入增加的总和最大及车辆出行广义费用最小作为上、下层模型的目标函数,构建高速公路路面养护项目选择的双层规划模型,在交通量动态分配的基础上采用搜索算法对模型进行求解,同时考虑养护路段施工难度、交通瓶颈、路段安全水平及路段重要度等因素综合判定最优养护方案。结果表明:定量计算与定性指标分析相结合能得出高速公路路面养护项目的最优选择方案,计算结果可反映路段养护的经济效益。

关 键 词:高速公路  公路经济  项目选择  双层规划  出行成本  预算约束

Economic Model for Selection of Expressway Pavement Maintenance Project
Ma Xinhua,Wang Jianwei,Sun Danzhi,Mu Jinsong.Economic Model for Selection of Expressway Pavement Maintenance Project[J].Technology Economics,2014(12):93-97.
Authors:Ma Xinhua  Wang Jianwei  Sun Danzhi  Mu Jinsong
Institution:Ma Xinhua, Wang Jianwei, Sun Danzhi, Mu Jinsong (1. School of Economics and Management, Chang'an University, Xi'an 710064, China;2. Zhejiang Scientific Research Institute of Transport, Hangzhou 310006, China ; 3. Shaanxi Provincial Communication Construction Group, Xi'an 710075, China)
Abstract:Bi‐level programming model is established for the optimal pavement maintenance project selection of expressway on the basis that the maximum of the sum of vehicle travel cost saving and toll income increasing and the minimum of vehicle travel generalized cost are made as the objective function of the upper level model and the lower level model respectively.Then the search algorithm based on dynamic traffic assignment is designed to solve the model.And expressway maintenance difficulty ,traffic bottleneck ,safety level and degree of expressway importance are combined to decide the optimal maintenance scheme.The results show that quantitative calculation combined with qualitative analysis could get the optimal scheme of expressway maintenance ,and reflect the economic benefit of expressway maintenance.
Keywords:expressway  highway economics  project selection  bi-level programming  travel cost  budget constraint
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