高速公路应急救援点定位的数据驱动方法研究

Xinghua Hu, Zhouzuo Wang, Jiahao Zhao, Ran Wang, Hao Lei, Yifeng Cai, Bing Long
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摘要

高速公路网络的快速扩张凸显了车流在空间和时间维度上的不规则分布,对高速公路应急救援点的详细定位需求也在不断升级。本研究基于高速公路收费数据,采用群落检测算法,对小客车、大客车、微型货车和大型货车四种基本车型的运营起点和终点进行划分,深入研究高速公路车型的时空分布特征。对基本模型的高速公路碰撞概率和碰撞强度分别赋予权重。然后,通过使用 K-最近邻算法对每个模型群落的形状中心进行整合,确定加权形状中心。然后,使用 K 维树算法将加权形状中心与收费站相匹配,将收费站作为救援点的选址。我们以中国某城市高速公路的车辆通行费数据为案例,实施了上述方法。在该区域布局了 8 个一级应急救援点和 23 个二级应急救援点,与 P 中心选址模型对比,我们的方法将一级和二级碰撞事故的平均救援时间缩短了约 22.02%。同样,对于第三和第四级事故,响应时间缩短了 21.33%。两种选址模型的应急响应时间差异也分别减少了 37.37% 和 16.14%。这些指标强调了我们的方法适用于高速公路应急响应的不同需求,提高了救援中心选址的有效性。
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Research on Data-Driven Methodologies for Expressway Emergency Rescue Point Location
The rapid expansion of expressway networks has highlighted the irregular distribution of traffic flow in both spatial and temporal dimensions; there is an escalating demand for more detailed positioning of expressway emergency rescue points. This research delves into the spatiotemporal distribution traits of expressway vehicle models, based on expressway toll data employing community-detection algorithms to partition the operating origin and destination of four basic models, namely, minibuses, buses, minivans, and large trucks. Separate weights are assigned to expressway crash probability and crash intensity for the base model. Then the weighted shape centers are identified by integrating the shape centers of each model community using the K-nearest-neighbor algorithm. Following this, K-dimensional tree algorithms are engaged to match the weighted shape centers with toll stations, using tollbooths as site selection for rescue points. Using vehicle toll data from a Chinese city expressway as a case study, we implement the aforementioned method. With a layout of eight first-level emergency rescue points and 23 second-level emergency rescue points for the region, when juxtaposed with the P-center siting model, our method reduces the average rescue time for first- and second-level crashes by approximately 22.02%. Similarly, for third- and fourth-level incidents, there is a 21.33% reduction in response time. The variability in emergency response times across both siting models also decreases by 37.37% and 16.14%, respectively. These metrics underscore the suitability of our method for addressing the distinct needs of expressway emergency response, enhancing the effectiveness of the rescue-center placement.
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