Effect of Objective Function on the Optimization of Highway Vertical Alignment by Means of Metaheuristic Algorithms

IF 1 Q4 ENGINEERING, CIVIL
A. Ghanizadeh, N. Heidarabadizadeh, M. Mahmoodabadi
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引用次数: 4

Abstract

The main purpose of this work is the comparison of several objective functions for optimization of the vertical alignment. To this end, after formulation of optimum vertical alignment problem based on different constraints, the objective function was considered as four forms including: 1) the sum of the absolute value of variance between the vertical alignment and the existing ground; 2) the sum of the absolute value of variance between the vertical alignment and the existing ground based on the diverse weights for cuts and fills; 3) the sum of cut and fill volumes; and 4) the earthwork cost and then the value of objective function was compared for the first three cases with the last one, which was the most accurate ones. In order to optimize the raised problem, Genetic Algorithm (GA) and Group Search Optimization (GSO) were implemented and performance of these two optimization algorithms were also compared. This research proves that the minimization of sum of the absolute value of variance between the vertical alignment and the existing ground, which is commonly used for design of vertical alignment, can’t at all grantee the optimum vertical alignment in terms of earthwork cost.
目标函数对基于元启发式算法的公路垂直线形优化的影响
这项工作的主要目的是比较垂直线形优化的几个目标函数。为此,在建立了基于不同约束条件的最优垂直线形问题后,将目标函数考虑为四种形式,包括:1)垂直线形与现有地面之间的方差绝对值之和;2) 基于挖方和填方的不同权重,垂直线形和现有地面之间的方差绝对值之和;3) 挖方和填方体积的总和;以及4)将前三种情况下的土方成本以及目标函数的值与最准确的最后一种情况进行比较。为了对提出的问题进行优化,实现了遗传算法(GA)和群搜索优化(GSO),并对这两种优化算法的性能进行了比较。该研究证明,通常用于垂直线形设计的垂直线形与现有地面之间的方差绝对值之和最小化,根本不能保证土方成本方面的最佳垂直线形。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
1.30
自引率
60.00%
发文量
0
审稿时长
47 weeks
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