Short-range correlations in dynamical intranuclear cascade models for describing single-nucleon knockout and quasi-free (p,2p) fission reactions

IF 1.7 4区 物理与天体物理 Q2 PHYSICS, NUCLEAR
J.L. Rodríguez-Sánchez , J. Cugnon , J.-C. David , G. García-Jiménez , A. Graña-González , J. Hirtz
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引用次数: 0

Abstract

The dynamical intranuclear cascade model INCL has been improved by including short-range nucleon-nucleon correlations (SRCs), which are mainly dominated by the formation of np pairs. This new development allows us to obtain a better description of peripheral collisions involving the knockout of a few nucleons in spallation and fragmentation reactions when INCL is coupled to de-excitation model ABLA. The new version of our dynamical model successfully describes inclusive single-neutron and single-proton knockout cross sections for various stable and exotic nuclei. The results show that the systematic strong dependence of the single-knockout cross section reduction factor on the neutron-proton separation energy asymmetry parameter obtained by Tostevin and Gade disappears when SRCs are taken into account. INCL+ABLA are also used to study the evolution of the quasi-free (p,2p)-fission cross section with the neutron excess or mass number (A) for exotic heavy nuclei.
描述单核子敲除和准自由(p,2p)裂变反应的动态核内级联模型中的短程相关性
通过引入以np对形成为主的短程核子-核子相关(src),改进了动态核内级联模型INCL。当INCL与去激发模型ABLA耦合时,这一新的发展使我们能够更好地描述在散裂和破碎反应中涉及到几个核子的敲除的外围碰撞。新版本的动力学模型成功地描述了各种稳定核和外来核的单中子和单质子敲除截面。结果表明,考虑src后,单敲除截面还原因子对Tostevin和Gade得到的中子-质子分离能量不对称参数的系统性强依赖性消失。用INCL+ABLA研究了外来重核的准自由(p,2p)裂变截面随中子过剩或质量数(A)的演化。
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来源期刊
Nuclear Physics A
Nuclear Physics A 物理-物理:核物理
CiteScore
3.60
自引率
7.10%
发文量
113
审稿时长
61 days
期刊介绍: Nuclear Physics A focuses on the domain of nuclear and hadronic physics and includes the following subsections: Nuclear Structure and Dynamics; Intermediate and High Energy Heavy Ion Physics; Hadronic Physics; Electromagnetic and Weak Interactions; Nuclear Astrophysics. The emphasis is on original research papers. A number of carefully selected and reviewed conference proceedings are published as an integral part of the journal.
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