开发优化模型,最大限度降低固体废物收集成本

Semih Cengi̇z, Mehmet Şen, Muciz Özcan
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引用次数: 0

摘要

随着城市人口的增加,需要收集的固体垃圾数量也在增加。由于垃圾收集路线必须反复穿行,因此即使对这些路线稍作改进,也会导致燃料使用量大幅增加。特别是在化石燃料成本不断上涨的情况下,缩短路程将大大有助于降低所有城镇的燃料支出。此外,降低燃料使用量对于土耳其实现《巴黎协定》规定的国家目标至关重要。模拟退火(SA)算法是用于确定复杂问题最佳解决方案的启发式优化技术之一,本研究采用该算法来解决固体废物收集车辆的路由问题。该方法受金属退火过程的启发,在寻找最优解的过程中能够避免区域性最小值,因而脱颖而出。申请区域被选定为科尼亚塞尔丘克鲁区的科索瓦居民区。通过提取集装箱的坐标,获得了执行该方法所需的集装箱距离。由于垃圾收集车的容量有限,Kosova 街区被划分为 7 个不同的区域。对所有区域进行了独立分析,并使用 SA 算法方法估算了最佳可行路线,将结果与贪婪算法结果进行了比较。SA算法的结果比贪婪算法的结果高出26.49%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Developing an optimization model for minimizing solid waste collection costs
With the increase in population in cities, the number of solid waste to be collected has also increased. Because the garbage collection route must be traveled repeatedly, even minor improvements in these routes can result in a significant increase in fuel usage. Shortening the journey would provide a significant contribution to lowering fuel expenses in all towns, especially given the rising cost of fossil fuels. Furthermore, lowering fuel usage is critical for Turkey to meet its national objectives under the Paris Agreement. The Simulated Annealing (SA) algorithm, one of the heuristic optimization techniques used to identify the best solutions to complicated problems, is employed to solve the routing problem of solid waste collection vehicles in this study. This method, which was inspired by the metal annealing process, stands out for its ability to avoid regional minima while looking for the optimal solution. The applicant region was selected as the Kosova Neighborhood of Konya's Selçuklu District. The container distances needed for the method to execute were acquired by extracting the coordinates of the containers. Kosova Neighborhood was separated into 7 distinct regions due to the restricted capacity of rubbish collection vans. All regions were analyzed independently, and the best feasible routes were estimated using the SA algorithm approach, and the results were compared to the greedy algorithm findings. The SA algorithm outperformed the greedy algorithm by 26.49%.
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