Post-neutron fragment distributions of 233U(nth,f) and how they are influenced by model ingredients and pre-neutron fragment distributions

IF 2.8 3区 物理与天体物理 Q2 PHYSICS, NUCLEAR
Anabella Tudora
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引用次数: 0

Abstract

The series of investigations focused on post-neutron fragment distributions, i.e. fractional and total independent yields (Y(Z,Ap), Y(Ap)), isotonic yields of post neutron fragments (Y(Np)), kinetic energy distributions of secondary fragments (KEp), and the various influences on them as well as of different correlations between pre- and post-neutron fragment quantities (performed for 235U(nth,f), 239Pu(nth,f) and 252Cf(SF)) is ending now with a deeper investigation devoted to 233U(nth,f). This has involved comprehensive prompt emission calculations (performed with the DSE model code) by using reliable pre-neutron fragment distributions Y(A,TKE) (5 sets of experimental data and a calculated one) and two fragmentation ranges (deterministically constructed by using reliable sets of the charge polarization ΔZ(A) and rms(A) of the isobaric charge distribution). As TXE partitions, beside that based on modeling at scission, another one based this time on the so-called “experimental temperature ratio RT” provided by a new method (without resorting to prompt emission model calculations for the fit of ν(A) data as other codes do) was employed. This study not only confirmed and strengthened the previously observed features of how the structures of Y(Ap) and Y(Np) are influenced by model ingredients and Y(A,TKE) but also has revealed that the most significant influence on prompt emission and all post-neutron fragment distributions is that of the TXE partition. The good description of existing experimental data of Y(Z,Ap), Y(Ap), KEp(Z), KEp(Ap) for 233U(nth,f) by the DSE results obtained with the TXE partition based on modeling at scission and several Y(A,TKE) can be considered as an indirect validation of these Y(A,TKE) distributions of pre-neutron fragments. The sawtooth shape of the nice correlation between the excitation energy E* of fully accelerated pre-neutron fragments and KEp of post neutron fragments (looking as a reflection in mirror of the sawtooth shape of ν(A)) is maintained regardless of the employed fragmentation range, TXE partition and Y(A,TKE). The almost perfect overlap of E*(KEp) in the case of 235, 233U(nth,f) (which might seem intuitive because the even-even compound nuclei 236, 234U undergoing fission are close neighbors with similar nuclear properties) is explained in detail by investigating the beahviours of all physical quantities and distributions which are involved in this correlation.

233U(n,f)中子后破片分布及其受模型成分和中子前破片分布的影响
一系列的研究集中在中子后碎片分布,即分数和总独立产额(Y(Z,Ap), Y(Ap)),中子后碎片的等压产额(Y(Np)),次级碎片的动能分布(KEp),以及对它们的各种影响以及中子前后碎片数量之间的不同相关性(对235U(n,f), 239Pu(n,f)和252Cf(SF)进行了研究),现在结束了对233U(n,f)的深入研究。这涉及到使用可靠的中子前破片分布Y(A,TKE)(5组实验数据和1组计算数据)和两个破片范围(使用可靠的电荷极化集ΔZ(A)和等压电荷分布的rms(A)确定地构建)进行全面的快速发射计算(使用DSE模型代码执行)。作为TXE的划分,除了基于裂变时建模的划分外,这次还采用了另一种基于新方法提供的所谓“实验温度比RT”的划分(不像其他编码那样通过即时发射模型计算来拟合ν(a)数据)。本研究不仅证实并加强了先前观察到的Y(Ap)和Y(Np)的结构如何受到模型成分和Y(A,TKE)的影响的特征,而且揭示了对瞬发辐射和所有中子后碎片分布影响最显著的是TXE分区。基于劈裂和若干Y(A,TKE)模型的TXE划分得到的DSE结果很好地描述了233U(n,f)的Y(Z,Ap)、Y(Ap)、KEp(Z)、KEp(Ap)的现有实验数据,可以认为是对这些预中子破片Y(A,TKE)分布的间接验证。完全加速中子前破片的激发能E*与后中子破片的KEp之间的锯齿状良好相关性(从镜面上看是ν(a)锯齿状的反射)与所用破片范围、TXE分割和Y(a,TKE)无关。在235,233U(n,f)的情况下,E*(KEp)的几乎完美重叠(这可能看起来很直观,因为发生裂变的偶数复合核236,234U是具有相似核性质的近邻)通过研究与这种相关性相关的所有物理量和分布的行为来详细解释。
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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来源期刊
The European Physical Journal A
The European Physical Journal A 物理-物理:核物理
CiteScore
5.00
自引率
18.50%
发文量
216
审稿时长
3-8 weeks
期刊介绍: Hadron Physics Hadron Structure Hadron Spectroscopy Hadronic and Electroweak Interactions of Hadrons Nonperturbative Approaches to QCD Phenomenological Approaches to Hadron Physics Nuclear and Quark Matter Heavy-Ion Collisions Phase Diagram of the Strong Interaction Hard Probes Quark-Gluon Plasma and Hadronic Matter Relativistic Transport and Hydrodynamics Compact Stars Nuclear Physics Nuclear Structure and Reactions Few-Body Systems Radioactive Beams Electroweak Interactions Nuclear Astrophysics Article Categories Letters (Open Access) Regular Articles New Tools and Techniques Reviews.
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