用双电离室研究核裂变

Sh.S. Zeinalov, P. Sedyshev, O. Sidorova, V. Shvetsov
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引用次数: 0

摘要

在本文中,我们报告了利用双电离室(TIC)和快中子飞行时间探测器(ND)研究瞬发裂变中子(PFN)的数字脉冲处理数学发展的最新结果。由于文献中关于裂变碎片(FF)电离在TIC电极上的脉冲感应的一些模糊之处,我们首先对TIC阳极上FF信号的形成进行了详细的数学分析。分析使用了肖克利-拉莫定理,该定理给出了TIC电极之间带电粒子运动与所谓的加权势之间的关系。通过忽略空间电荷的拉普拉斯方程直接数值解,计算了由FFs引起的TIC几何和电离的加权势。提出了用于PFN飞行时间测量和脉冲形状分析的GI校正公式和数字脉冲处理算法,并将其用于两个反应的PFN研究实验,[公式:见文]U(n[公式:见文],f)和[公式:见文]Cf(sf)。测量结果与文献数据进行了比较,以证明新开发技术的可行性。这些结果对于开发由位置敏感裂变碎片探测器和32个液体闪烁中子探测器组成的新型PFN探测设备是必要的。
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Nuclear fission investigation with twin ionization chamber
In this paper, we report recent results obtained in the development of digital pulse processing mathematics for prompt fission neutron (PFN) investigations using a twin ionization chamber (TIC) along with a fast neutron time-of-flight detector (ND). Due to some ambiguities in the literature concerning a pulse induction on TIC electrodes by fission fragment (FF) ionization, we first presented a detailed mathematical analysis of FF signal formation on the TIC anode. The analysis was done using the Shockley–Ramo theorem, which gives the relation between charged particle motion between TIC electrodes and the so-called weighting potential. The weighting potential was calculated by direct numerical solution of the Laplace equation (neglecting space charge) for the TIC geometry and ionization caused by FFs. Formulae for GI correction and digital pulse processing algorithms for PFN time-of-flight measurements and pulse shape analysis are presented and used in experiments for PFN investigations of two reactions, [Formula: see text]U(n[Formula: see text],f) and [Formula: see text]Cf(sf). Results of the measurements were compared to literature data to demonstrate the feasibility of the new developed techniques. These results were necessary for the development of a new PFN investigation facility consisting of a position sensitive fission fragment detector combined with 32 liquid scintillation neutron detectors.
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