Application of The Computational Semi-Empirical Method in Calculating The Fission Yield with Reference to The JENDL Data

R. Kurniadi
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Abstract

Fission Yield calculation techniques can be completed in various ways. In this work, other calculation techniques will be described. Namely, a semi-empirical technique that utilizes random numbers. This semi-empirical method can produce fitting parameters to obtain other physical quantities. Because it uses a random number initiator, computations can be completed in parallel. Therefore, the computation time is shorter. This paper will show in sequence the steps of this technique. The calculation begins by assigning a value to the incident energy and random position of the nucleons, and then ends after fission products occur. This paper only describes the process of calculating the Fission Yield for several U isotopes.
计算半经验方法在JENDL数据计算裂变产率中的应用
裂变产率计算技术可以通过多种方式完成。在这项工作中,将描述其他计算技术。也就是说,一种利用随机数的半经验技术。这种半经验方法可以产生拟合参数来获得其他物理量。由于它使用随机数启动器,计算可以并行完成。因此,计算时间更短。本文将依次展示该技术的步骤。计算开始于给入射能量和核子的随机位置赋值,然后在裂变产物发生后结束。本文只介绍了几种铀同位素裂变产额的计算过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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