AHP方法在交通规划中的应用-选择最优交叉口类型的例子

Sanja Šurdonja, I. Kisić, A. Deluka-Tibljaš, B. Karleuša
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引用次数: 2

摘要

交通网络上的十字路口重建是必要的,以保持所有道路使用者所需的交通安全水平,十字路口的容量,以及十字路口在由于诸如增加或重新分配交通或在网络上连接新道路而发生的变化条件下的功能。在改造之前,有必要分析现有情况,找出不足或潜在的问题,并提出几种可供选择的解决方案。通常通过使用预定义的标准和子标准来比较不同的备选解决方案。在某些情况下,由于有大量的标准和子标准,选择最优解决方案(备选方案)的过程可能非常复杂。在最优方案的选择过程中,多准则分析法的应用具有重要的作用。本文介绍了AHP (Analytic Hierarchy Process)方法在城郊高速公路接驳交叉口改造中的应用。层次分析法是交通基础设施规划、设计、维护和改造中最常用的多准则选择方法之一。在这种情况下,AHP方法被用作基于5个标准和12个子标准的3个备选解决方案之间选择最优的工具。此外,对于最优方案的选择,AHP方法在敏感性分析中发挥了重要作用,它显示了标准重要性的变化如何影响结果,即个体备选方案的排名。交通网络上的十字路口重建是必要的,以保持所有道路使用者所需的交通安全水平,十字路口的容量,以及十字路口在由于诸如增加或重新分配交通或在网络上连接新道路而发生的变化条件下的功能。在改造之前,有必要分析现有情况,找出不足或潜在的问题,并提出几种可供选择的解决方案。通常通过使用预定义的标准和子标准来比较不同的备选解决方案。在某些情况下,由于有大量的标准和子标准,选择最优解决方案(备选方案)的过程可能非常复杂。在最优方案的选择过程中,多准则分析法的应用具有重要的作用。本文介绍了AHP (Analytic Hierarchy Process)方法在城郊交叉口重建中的应用。
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Use of AHP method in the traffic planning - Example of selecting an optimal intersection type
Reconstruction of the intersection on the traffic network is necessary to maintain the required level of traffic safety for all road users, intersection capacity, and the functioning of the intersection in the changed conditions which occur due to, for example, increasing or redistributing traffic or connecting new roads on the network. Before reconstruction, it is necessary to analyze the existing situation, identify deficiencies or potential problems and propose several alternative solutions. Different alternative solutions are usually compared by using predefined criteria and sub-criteria. In some cases, due to a greater number of criteria and sub-criteria, the process of selecting the optimal solution (alternative) can be very complex. In the selection process of the optimal alternative, the application of the multi-criteria analysis method has a significant role. This paper presents the application of AHP (Analytic Hierarchy Process) method in the case of reconstruction of sub-urban intersection, the connection to the motorway. The AHP method is one of the most commonly used multi-criteria method in choosing solutions in the planning, design, maintenance and reconstruction of transport infrastructure. The AHP method, in this case, was used as a tool for selecting the optimal between 3 alternative solutions based on 5 criteria and 12 sub-criteria. In addition, to choosing the optimal solution, the AHP method plays a significant role in sensitivity analysis which shows how the change in criteria importance affects the outcome, that is, the ranking of individual alternative.Reconstruction of the intersection on the traffic network is necessary to maintain the required level of traffic safety for all road users, intersection capacity, and the functioning of the intersection in the changed conditions which occur due to, for example, increasing or redistributing traffic or connecting new roads on the network. Before reconstruction, it is necessary to analyze the existing situation, identify deficiencies or potential problems and propose several alternative solutions. Different alternative solutions are usually compared by using predefined criteria and sub-criteria. In some cases, due to a greater number of criteria and sub-criteria, the process of selecting the optimal solution (alternative) can be very complex. In the selection process of the optimal alternative, the application of the multi-criteria analysis method has a significant role. This paper presents the application of AHP (Analytic Hierarchy Process) method in the case of reconstruction of sub-urban intersection, the...
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