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Developing accident prediction model for railway level crossings

机译:制定铁路级交叉的事故预测模型

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Railway level crossing (LX) safety continues to be one of the most critical issues for railways, despite an ever-increasing focus on improving design and application practices. Accidents at European LXs account for about one-third of the entire railway accidents and result in more than 300 deaths every year in Europe. Due to the non-deterministic causes, the complex operation background and the lack of thorough statistical analysis based on accident/incident data, the risk assessment of LXs remains a challenging task. In the present paper, some LX accident prediction models are developed. Such models allow for highlighting the influence of the main impacting parameters, i.e., the average daily road traffic, the average daily railway traffic, the annual road accidents, the vertical road profile, the horizontal road alignment, the road width, the crossing length, the railway speed limit and the geographic region. The Ordinary Least-Squares (OLS) and Nonlinear Least-Squares (NLS) methods are employed to estimate the respective coefficients of variables in the prediction models, based on the LX accident/incident data. The validation and comparison process is performed through statistical means to examine how well the estimation of the models fits the reality. The outcomes of validation and comparison attest that the improved accident prediction model has statistic-based approbatory quality. Moreover, the improved accident prediction model combined with the NB distribution shows relatively high predictive accuracy of the probability of accident occurrence.
机译:尽管在改善设计和应用实践方面,但铁路级交叉(LX)安全仍然是铁路最关键的问题之一。欧洲LXS的事故占整个铁路事故的约三分之一,并在欧洲每年导致300多人死亡。由于非确定性原因,复杂的运行背景和基于事故/事故数据的缺乏彻底的统计分析,LXS的风险评估仍然是一个具有挑战性的任务。在本文中,开发了一些LX事故预测模型。这些模型允许突出主要影响参数的影响,即平均日常道路交通,平均日常铁路交通,年干事故,垂直道路轮廓,水平道路对齐,道路宽度,交叉长度,铁路速度限制和地理区域。普通的最小二乘(OLS)和非线性最小二乘(NLS)方法用于基于LX事故/入射数据估计预测模型中的各个变量系数。通过统计手段来检查验证和比较过程,以检查模型的估计符合现实的程度。验证和比较结果证明了改进的事故预测模型具有基于统计的认可质量。此外,改进的事故预测模型与NB分布相结合显示了事故发生概率的相对高的预测准确性。

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