首页> 外文会议>Advancements in Nuclear Instrumentation Measurement Methods and their Applications (ANIMMA), 2011 2nd International Conference on >Simplified modeling of “fission products / converting material filling gas” interaction in a miniature fission chamber — Comparison with experimental data
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Simplified modeling of “fission products / converting material filling gas” interaction in a miniature fission chamber — Comparison with experimental data

机译:微型裂变室中“裂变产物/转化材料与填充气体”相互作用的简化建模—与实验数据的比较

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The main objective of this study was to make a modeling of a miniature fission chamber behavior regarding the charge creation in order to understand the impact on the measurements of some physical parameters such as the fissile deposit thickness. To do so, and in order to compare the model with experimental results, it was decided to focus on the modeling of an output pulse height spectrum (also known as PHA spectrum). The physical modeling of the fission chamber comes in two parts in order to finally obtain proper equations describing the PHA spectrum. In a first phase, we have considered that fission reactions occurred at a random area in the fissile deposit. From there, the first step was to calculate, for each initial energy value of the fission fragment, its distribution in energy when released in the filling gas of the detector. To achieve this, a few assumptions were made: the equiprobability of the location of the fission in the deposit, the absence of imperfections in the deposit which is supposed to be perfectly flat (this point is probably the most open to discussions) and the isotropy of the fission fragment emission angle distribution. The energy deposition mechanism in the deposit was simulated using the SRIM software. At the end, comparisons with experimental data were made. Results were encouraging although they revealed differences in the high energy area. In order to solve this problem, the mechanism of the energy deposition in the gas must be taken into account. This second phase used the energy distribution of fission fragments at the surface of the deposit calculated in the first phase, in order to determine the energy distribution of fragments available for gas ionization. Again, it necessitated assumptions such as the equiprobability of the fission fragment emission angle from the deposit. In addition, several different filling gases were considered. One more, all calculations were achieved thanks to the SRIM software. This work gave so far v- ry promising results and also provided some perspectives which are detailed in the paper.
机译:这项研究的主要目的是对与电荷产生有关的微型裂变室行为进行建模,以便了解对某些物理参数(如裂变沉积物厚度)的测量结果的影响。为此,为了将模型与实验结果进行比较,决定重点关注输出脉冲高度谱(也称为PHA谱)的建模。裂变室的物理模型分为两个部分,以便最终获得描述PHA光谱的适当方程式。在第一阶段,我们认为裂变反应发生在裂变沉积物中的随机区域。从那里开始,第一步是针对裂变碎片的每个初始能量值,计算其在探测器的填充气体中释放时的能量分布。为了实现这一目标,我们做出了一些假设:裂变在沉积物中的位置具有相等的概率,在沉积物中没有缺陷,该缺陷被认为是完全平坦的(这一点可能是最容易讨论的地方)以及各向同性裂变碎片的发射角分布使用SRIM软件模拟了沉积物中的能量沉积机理。最后,与实验数据进行了比较。尽管结果显示出高能领域的差异,但结果令人鼓舞。为了解决这个问题,必须考虑气体中能量沉积的机理。第二阶段使用在第一阶段中计算出的沉积物表面裂变碎片的能量分布,以确定可用于气体电离的碎片的能量分布。同样,它需要一些假设,例如沉积物中裂变碎片发射角的等概率。另外,考虑了几种不同的填充气体。再者,借助SRIM软件,所有计算都得以实现。到目前为止,这项工作给出了令人鼓舞的结果,并且提供了一些观点,这些观点在本文中进行了详细介绍。

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