蚁群优化算法在公交线路优化中的应用

Abira Massi Armond, Y. D. Prasetyo, W. Ediningrum
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引用次数: 2

摘要

不断增长的人口和高流动性影响了大量的车辆,影响了公共交通的发展和有效路线的确定。这些因素使得优化路线变得非常重要,因为它将影响运营成本和接载乘客的准时性。确定最优路线可归类为旅行商问题(TSP)。TSP是销售人员在每个城市只访问一次,然后以总成本最小的方式返回家乡的活动。本研究旨在应用蚁群优化算法确定跨Banyumas的最优路线。蚁群算法是一种受蚁群行为启发的算法,蚁群通过寻找巢与食物源之间的最短距离来寻找食物。蚁群算法中使用的参数值对解的质量有显著影响。本研究使用的参数为最大迭代次数、蚂蚁数量、信息素蒸发常数、信息素强度控制值、可见度控制值。基于Banyumas走廊3号线的最优参数测试结果,蚁群算法找到了总距离为29.8 km的最短路线。利用蚁群算法成功地确定了新的走廊路线,走廊4的距离为30.8 km,走廊5的距离约为21.6 km。
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Application of Ant Colony Optimization (ACO) Algorithm to Optimize Trans Banyumas Bus Routes
The ever-increasing population and high mobility impact the massive number of vehicles that affect the development of public transportation and the determination of effective routes. These factors make it very important to optimize the route because it will impact operational costs and the punctuality of picking up passengers. Determining the optimal route can be categorized as a Traveling Salesman Problem (TSP). TSP is the activity of a salesman to visit each city exactly once and return to his hometown by minimizing the total cost. This study purposed to determine the optimal Trans Banyumas route by applying the Ant Colony Optimization (ACO) algorithm. ACO is an algorithm inspired by the behavior of ant colonies in searching for food by finding the shortest distance between the nest and the food source. The parameter values used in the ACO algorithm significantly affect the quality of the solution. The parameters used in this research are the maximum number of iterations, the number of ants, the pheromone evaporation constant, the pheromone intensity control, and the visibility control value. Based on the test results for the Trans Banyumas Corridor 3 using optimal parameters, the ACO algorithm found the shortest route with a total distance of 29.8 km. The determination of new corridor routes using the ACO algorithm was also successfully carried out, Corridor 4 with a distance of 30.8 km and Corridor 5 about 21.6 km.
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