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Applicability of statistical models for risk analyses - a probabilistic model of support systems for prevention of right-turn collisions

机译:风险分析统计模型的适用性 - 防止右转冲突的支持系统概率模型

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摘要

In quantitative risk analyses, the top event of fault tree (FT) is originated from basic events through logical causation mechanisms. The occurrences of basic events are often modeled with failure and repair rates with exponential distributions. However, the exponential distribution could not always reflect the reality in some cases where normal or other types of distribution should be adapted. In this paper, Monte Carlo simulations are practiced for the risk estimation of turning to the right collisions caused by automobiles. Comparisons are made between two statistic models, exponential and normal distributions. The result shows the deviation rates are within 10% for those cases. It is concluded that the exponential distribution is applicable to the probabilistic models of FTA where normal distribution would be more suitable.
机译:在定量风险分析中,故障树(FT)的顶部事件通过逻辑因果机制源自基本事件。 基本事件的出现通常以失败和具有指数分布的维修速率建模。 然而,在应调整正常或其他类型的分布的某些情况下,指数分布并不总是反映现实。 在本文中,蒙特卡罗模拟用于风险估算,转向汽车引起的右碰撞。 在两个统计模型,指数和正常分布之间进行比较。 结果显示这些病例的偏差率在10%以内。 结论是指数分布适用于FTA的概率模型,其中正常分布更适合。

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