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Comparison of Different Build-Up Factor Calculations with Monte Carlo Simulations

机译:蒙特卡罗模拟不同累积因子计算的比较

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Deterministic codes are widely used in the decommissioning process for dose rate calculations, waste management, shielding designs, and other purposes. These calculation codes count scattered photons by attenuation of incident photon beam and application of Build-up factor (BUF). When two or more significant shielding layers are present in geometry arrangement there are two options what to do: use BUF for one material in the geometry or use a formula for effective BUF calculation. Different formulas for effective BUF calculation are now available (e.g.: Broder, Lin & Jiang formula, Harima - Nishiwaki, Kitazume, Kalos and others). In this paper, BUF calculations for different geometry arrangements obtained with different interpolation forms and different formulas for BUF calculation of stratified slabs are presented. Obtained results are compared with Monte Carlo calculations. The main aim of the paper is the comparison of different presented approaches for BUF calculation. The decisive factors for comparison are accuracy, user difficulty and applicability for different multilayer shields. The results obtained show that if the user does not know for which single material to choose the BUF, there is a risk of creating a huge calculation error. On the other hand, a ± 20% error may be acceptable, and it is necessary to use one of the presented formulas for effective BUF calculation to achieve it.
机译:确定性码广泛用于剂量率计算,废物管理,屏蔽设计和其他目的的退役过程中。这些计算代码通过衰减入射光束和积聚因子(BUF)的应用来计数散射的光子。当两个或更多个显着的屏蔽层以几何结构存在时,有两个选项可以执行以下操作:在几何形状中使用BUF,或者使用公式进行有效的BUF计算。现在可获得不同的有效BUF计算的公式(例如:Broder,Lin&Jiang Affice,Harima - Nishiwaki,Kitazyume,Kalos等)。本文介绍了用不同插值形式获得的不同几何布置的BUF计算和不同公式的分层板的数据计算。将得到的结果与蒙特卡罗计算进行比较。本文的主要目的是比较不同呈现的BUF计算方法。用于比较的决定性因素是对不同多层屏蔽的准确性,用户难度和适用性。获得的结果表明,如果用户不知道选择BUF的单个材料,则存在创建巨大计算错误的风险。另一方面,可以接受±20%误差,有必要使用其中一个公式以实现有效的BUF计算以实现它。

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