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Using Genetic Algorithms for Optimizing the PPC in the Highway Horizontal Alignment Design

机译:利用遗传算法优化公路平面线形设计中的PPC

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Various studies have emphasized the interesting advantages related to the use of new transition curves for improving the geometric design of highway horizontal alignments. In a previous paper, one of the writers proposed a polynomial curve, called a polynomial parametric curve (PPC), proving its efficiency in solving several design problems characterized by a very complex geometry (egg-shaped transition, transition between reversing circular curves, semidirect and inner-loop connections, and so on). The PPC also showed considerable advantages from a dynamic perspective, as evidenced by the analysis of the main dynamic variables related to motion (as well as rate of change of radial acceleration, steering speed, roll speed, and so on). In this paper, an optimization procedure using genetic algorithms (GAs) for selecting the different parameters of the PPC has been proposed. In particular, a specific algorithm defines the parameter values in order to minimize an appropriate fitness function. Besides, the final PPC can be examined from a dynamic point of view for evaluating the compliance with the comfort and safety conditions. Moreover, to simplify the geometric representation and the calculation of the dynamic variables of the PPC, using computer software, a specific and innovative routine has been specifically developed by the writers. (C) 2014 American Society of Civil Engineers.
机译:各种研究都强调了与使用新的过渡曲线来改善高速公路水平路线的几何设计有关的有趣优势。在先前的论文中,一位作者提出了多项式曲线,称为多项式参数曲线(PPC),证明了其在解决某些设计问题方面的效率,这些设计问题的特征是几何形状非常复杂(例如蛋形过渡,可逆圆形曲线之间的过渡,半直接和内循环连接,等等)。从动态角度来看,PPC也显示出相当大的优势,这是通过分析与运动有关的主要动态变量(以及径向加速度,转向速度,侧倾速度等的变化率)证明的。在本文中,提出了使用遗传算法(GA)选择PPC不同参数的优化程序。特别地,特定算法定义参数值以便最小化适当的适应度函数。此外,可以从动态的角度检查最终的PPC,以评估其是否符合舒适性和安全性条件。此外,为了简化PPC的几何表示和动态变量的计算,使用计算机软件,作者专门开发了一种特定且创新的例程。 (C)2014年美国土木工程师学会。

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