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Highway and Road Probabilistic Safety Assessment Based on Bayesian Network Models

机译:基于贝叶斯网络模型的公路和道路概率安全评估

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摘要

A Bayesian network model is developed, in which all the items or safety related elements encountered when traveling along a highway or road, such as terrain, infrastructure, light signals, speed limit signs, intersections, roundabouts, curves, tunnels, viaducts, and any other safety relevant elements are reproduced. Since human error is the main cause of accidents, special attention is given to modeling the driver behavior variables (driver's tiredness and attention) and to how they evolve with time or travel length. The sets of conditional probabilities of variables given their parents, which permit to quantify the Bayesian network joint probability, are obtained and written as closed formulas, which allow us to identify the particular contribution of each variable to safety and facilitate the computer implementation of the proposed method. In particular, the probabilities of incidents affecting safety are calculated so that a probabilistic safety assessment of the road can be done and its most critical elements can be identified and sorted by importance. This permits the improvement of road safety making adequate corrections to save time and money in the maintenance program by concentrating on the most critical elements and effective investments. Some real examples of a Spanish highway and a conventional road are provided to illustrate the proposed methodology and show its advantages and performance.
机译:建立了贝叶斯网络模型,其中沿公路或道路行驶时遇到的所有项目或与安全相关的元素,例如地形,基础设施,光信号,限速标志,交叉路口,环岛,弯道,隧道,高架桥以及任何其他复制了其他与安全相关的元素。由于人为错误是造成事故的主要原因,因此应特别注意对驾驶员行为变量(驾驶员的疲劳程度和注意力)进行建模,以及它们如何随时间或行驶时间变化。获得给定变量的条件变量概率集合,这些变量条件变量可以量化贝叶斯网络联合概率,并将其写为封闭公式,从而使我们能够确定每个变量对安全性的特殊贡献,并便于计算机实施建议的方法方法。特别是,计算影响安全的事件的概率,以便可以对道路进行概率安全评估,并可以根据重要性来识别和分类道路的最关键要素。这样可以集中精力于最关键的要素和有效的投资,从而通过适当的修正来改善道路安全,从而节省维护计划中的时间和金钱。提供了一些西班牙高速公路和常规道路的真实示例,以说明所建议的方法并显示其优势和性能。

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    Univ Cantabria, Dept Appl Math & Computat Sci, Santander, Cantabria, Spain;

    Univ Cantabria, Dept Appl Math & Computat Sci, Santander, Cantabria, Spain|Royal Acad Engn, Madrid, Spain;

    Univ Cantabria, Dept Appl Math & Computat Sci, Santander, Cantabria, Spain;

    Hong Kong Univ Sci & Technol, Dept Civil & Environm Engn, Hong Kong, Hong Kong, Peoples R China;

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