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SIMPLIFIED METHODOLOGY FOR ESTIMATING IMPACT ON RISK DUE TO SOURCES OF UNCERTAINTY

机译:由于不确定性来源估算风险影响的简化方法

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In estimating the impact on risk for various sources of uncertainty, a pseudo-quantitative approach was hypothesized to determine a qualitative estimate of the impact on overall risk. Two components were used in assessing the Uncertainty Risk Impact (URI) index. First, the importance measure of the associated plant system or initiating event, e.g., Fussell-Vesely value, was used to determine the contribution to CDF or LERF, whichever proved more relevant. Three bins were defined based on the quantitative contribution, i.e., low being < 1%, medium being 1 to 10%, and high being 10 to 100%. Then, an estimate of the degree of uncertainty was the other component used to help determine the impact on risk, which involved qualitatively assessing the degree of how uncertain a specific issue may be, i.e., low, medium, or high. Using a matrix for these two components, the intersection of the degree of uncertainty with the estimated contribution to CDF or LERF yielded an index for the URI, such as low, moderate, or high. The benefit of this simplified methodology revealed that without spending a significant amount of effort, the PRA analyst can easily identify what uncertainties are most important to overall risk by comparing both their degree of uncertainty and associated elemental contribution to risk.
机译:在估计各种不确定性源的风险影响时,假设伪定量方法以确定对整体风险影响的定性估计。用于评估不确定性风险影响(URI)指数的两种组分。首先,使用相关植物系统或启动事件的重要性衡量,例如,FUSSELL-entally值,用于确定对CDF或LERF的贡献,无论何种事件都有更多相关。基于定量贡献,即低为<1%,培养基为1至10%,高为10至100%,确定三个箱。然后,对不确定程度的估计是用于帮助确定对风险影响的其他组分,这涉及定性评估特定问题的不确定程度,即低,中等或高。对于这两个组分的使用矩阵,对CDF或LERF估计贡献的不确定性的交叉产生了URI的指数,例如低,中等或高。这种简化方法的好处揭示了,如果没有花费大量的努力,PRA分析师可以通过比较其不确定性程度和相关的元素对风险的贡献来容易地确定对整体风险最重要的不确定性。

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