Safety Evaluation and Influential Factor Analysis of Urban Expressway Diversion Areas Based on Non-Stationary Conflict Extremes

Jiaqiang Wen, Nengchao Lyu, Chunqing Liu
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Abstract

To evaluate the safety conditions of expressway exit areas with different exit forms, a safety analysis method based on the conflict extreme model is proposed. Based on video data from four typical urban expressway diversion areas, longitudinal conflicts and lateral conflicts were identified using time to collision and cross time to collision methods, respectively, and traffic parameters such as traffic flow were extracted. A Bayesian hierarchical conflict extreme model for joint conflict types was constructed by integrating the peak over threshold and Bayesian hierarchical approach. The threshold for conflicts was determined using the mean residual life plot and the threshold stability plot. Subsequently, a logarithmic link function for the scale parameter was established by combining different covariates. Then, the model parameters were estimated using the Markov chain Monte Carlo simulation method. Finally, based on the fitted distribution, a comprehensive safety evaluation and influential factor analysis were conducted for each diversion area. The results show that an increase in traffic flow and the ratio of large vehicles leads to a higher probability of traffic accidents. However, an increase in the average speed reduces the probability of traffic accidents. The construction form of the diversion area and the number of off-ramp lanes do not demonstrate an explicit relationship with the probability of traffic accidents. The research conclusion indicates that the Bayesian hierarchical extreme model can effectively utilize short-term observed conflicts for long-term crash estimation, and it has the potential to be applied in the field of safety evaluation.
基于非静态冲突极值的城市快速路分流区安全评估与影响因素分析
为了评价不同出口形式的快速路出口区域的安全状况,提出了一种基于冲突极端模型的安全分析方法。基于四个典型城市快速路分流区的视频数据,分别采用碰撞时间法和交叉碰撞时间法识别了纵向冲突和横向冲突,并提取了交通流量等交通参数。通过整合峰值超过阈值法和贝叶斯分层法,构建了联合冲突类型的贝叶斯分层冲突极端模型。冲突阈值是通过平均剩余寿命图和阈值稳定性图确定的。随后,结合不同的协变量建立了规模参数的对数联系函数。然后,使用马尔科夫链蒙特卡罗模拟法估算模型参数。最后,根据拟合分布,对每个分流区域进行了综合安全评价和影响因素分析。结果表明,交通流量和大型车辆比例的增加会导致交通事故概率的增加。但是,平均车速的提高会降低交通事故的发生概率。分流区的建筑形式和非匝道车道数与交通事故发生概率没有明显的关系。研究结论表明,贝叶斯分层极端模型可以有效地利用短期观测冲突进行长期碰撞估计,具有在安全评价领域应用的潜力。
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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