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THE IMPORTANCE OF COVARIANCE IN NUCLEAR DATA UNCERTAINTY PROPAGATION STUDIES

机译:协方差在核数据不确定性繁殖研究中的重要性

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A study has been undertaken to investigate what proportion of the uncertainty propagated through plutonium critical assembly calculations is due to the covariances between the fission cross section in different neutron energy groups. The uncertainties on k_(eff) calculated show that the presence of covariances between the cross section in different neutron energy groups accounts for approximately 27-37% of the propagated uncertainty due to the plutonium fission cross section. This study also confirmed the validity of employing the sandwich equation, with associated sensitivity and covariance data, instead of a Monte Carlo sampling approach to calculating uncertainties for linearly varying systems.
机译:已经进行了研究,调查通过钚关键组装计算传播的不确定性的比例是由于不同中子能量群中的裂变横截面之间的共聚员。 K_(EFF)的不确定性计算表明,由于钚裂变截面,不同中子能量组的横截面与横截面之间的共聚病症的存在约为27-37%的传播不确定性。本研究还证实了使用三明治方程的有效性,具有相关的灵敏度和协方差数据,而不是蒙特卡罗采样方法来计算线性变化系统的不确定性。

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