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An approach to optimal allocation of transportation facilities on expressway

机译:高速公路交通设施优化配置的一种方法

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The present study deals with a mathematical model for the optimal allocation of transportation facilities or interchange-exits on an expressway network in Japan, all of which has been evaluated empirically from the engineering point of view. Consequently, it is important for the present mathematical model to include socio-economical constraints rationally from practical statistics, which includes constrained parameters in terms of demography, industrial output, geography, environment load, and political requirements at times inconsistently to each other. These constraints should be evaluated rationally, and for practical simplification an equivalent density distribution is proposed to be triaged by the maximum entropy criterion that provides each ratio of attribution based upon Frobenius characteristic equation. An effective width along a given route can be assumed, which evaluates these effective parameters into a single equivalent density distribution function in terms of distance. Consequently, the present problem is described as minimization of total sum of weighted distance coordinate to any exit for the optimal allocation. An example optimal allocation is compared to the actual expressway under construction in Japan.
机译:本研究针对日本高速公路网络上的交通设施或换乘出口的最佳分配问题,研究了一种数学模型,所有这些都从工程学角度进行了经验评估。因此,对于本数学模型而言,重要的是要从实际统计数据中合理地包含社会经济约束条件,其中包括人口统计,工业产出,地理,环境负荷以及有时彼此不一致的政治要求方面的约束参数。应该合理地评估这些约束条件,并且为实际简化起见,建议通过最大熵准则对等效密度分布进行分类,该最大熵准则基于Frobenius特征方程式提供每个归因比。可以假设沿着给定路线的有效宽度,该宽度将这些有效参数根据距离评估为单个等效密度分布函数。因此,当前问题被描述为对于最佳分配,到任何出口的加权距离坐标的总和最小。将最佳分配示例与日本正在建设的实际高速公路进行了比较。

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