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Using the MCNP Taylor Series Perturbation Feature (Efficiently) for Shielding Problems

机译:有效地使用MCNP Taylor级数扰动特征来解决屏蔽问题

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摘要

The MCNP perturbation capability can be extremely accurate for shielding problems. This paper has demonstrated that it is not necessary to use a PERT card (or two PERT cards) for every perturbed point in a parameter study. Two PERT cards suffice to obtain the Taylor series coefficients, generate a continuous curve of the resulting perturbed response, and estimate the statistical uncertainty in the perturbed response. This paper has focused on cross-section and density perturbations. Material-substitution perturbations require special treatment [6], but it might be possible to apply the methods of this paper. The run times for the test problem increased by only ~20% of the rule of thumb quoted in the manual [3]. The PERT card must not be used to perturb problem parameters that would cause the source spatial, spectral, or angular distribution to be perturbed.
机译:MCNP扰动功能可以非常精确地解决屏蔽问题。本文证明了在参数研究中不必为每个扰动点都使用一个PERT卡(或两个PERT卡)。两张PERT卡足以获得泰勒级数系数,生成所得扰动响应的连续曲线,并估计扰动响应的统计不确定性。本文着重于横截面和密度扰动。物质替代扰动需要特殊处理[6],但是有可能应用本文的方法。测试问题的运行时间仅增加了手册[3]中引用的经验法则的20%。请勿使用PERT卡来干扰可能导致源空间,光谱或角度分布受到干扰的问题参数。

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