Optimizing City’s Service Routes for Road Repairs

Sami Alshammari, Haymanot Gebre-Amlak, Kaushik Ayinala, Sejun Song, Baek-Young Choi
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Abstract

Reoccurring freeze and thaw cycles and damp conditions from rain, ice, and snow damage roadways and result in potholes throughout the city area. Auto damages caused by the potholes can add up to thousands of dollars per vehicle. Besides, pothole resolution is one of the most expensive street maintenance strategies. Most of the cities have established social data networks (i.e., Open Data KC 311 in Kansas City) for residents to report potholes to mitigate the problem. Although rudimentary patching policies are defined by the road condition’s volume and significance in many cities, it does not provide the optimized resolution routes. In this paper, we propose a practical framework for optimizing the resolution route schedule using open data, including the pothole locations, traffic situations, weather conditions, type of patch or other repair needed, crew availability, etc. We have analyzed the past 13 years of pothole data from the Open Data KC 311 in Kansas City. According to our analysis, we have recognized spatiotemporal pothole characteristics in the density and designed a cluster-based heuristic algorithm named Traveling Pothole Crew (TPC) by enhancing an NP-hard Traveling Salesperson Problem (TSP) algorithm. TPC classifies potholes into layers of clusters. TPC traverses the shortest possible pothole route within a cluster. Furthermore, it identifies the starting and ending potholes in each cluster group to optimize the distance among clusters. This proposed solution has shown effective optimization in terms of traveling distance and computation time. Our analysis indicates that the TPC algorithm reduces the traversing distance and is faster in computation time than typical TSP algorithms for daily resolution scheduling.
优化城市道路维修服务路线
反复出现的冻融循环和雨、冰、雪造成的潮湿条件破坏了道路,并导致整个城市地区出现坑洞。这些坑洼造成的汽车损坏加起来每辆车可达数千美元。此外,解决坑洼是最昂贵的街道维护策略之一。大多数城市都建立了社会数据网络(例如,堪萨斯城的开放数据KC 311),供居民报告坑洼以缓解问题。虽然在许多城市,基本的修补策略是由道路状况的数量和重要性来定义的,但它并没有提供优化的解决路线。在本文中,我们提出了一个实用的框架,用于利用开放数据优化解决路线计划,包括坑洞位置,交通状况,天气条件,补丁类型或其他维修所需,船员可用性等。我们分析了过去13年来自堪萨斯城开放数据kc311的坑洞数据。在此基础上,通过对NP-hard travel salesman Problem (TSP)算法的改进,识别出了坑洞密度的时空特征,设计了基于聚类的旅行坑洞乘员(TPC)算法。TPC将坑穴分成簇状层。TPC遍历集群内最短的坑洞路径。在此基础上,通过识别聚类组中的起始和结束坑来优化聚类之间的距离。该方案在移动距离和计算时间方面都得到了有效的优化。分析表明,TPC算法比典型的TSP算法在日分辨率调度中缩短了遍历距离和计算时间。
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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