Study of the Possibility of Obtaining Neutron-Enriched Isotopes with the Magic Number N = 126 in the Multinucleon Transfer Reactions Induced by Radioactive Ion Beams

IF 0.4 Q4 PHYSICS, PARTICLES & FIELDS
V. Saiko, A. Karpov
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Abstract

In this work, the theoretical analysis of the yields of heavy neutron-enriched isotopes with the magic number \(N = 126\) obtained in the multinucleon transfer reactions \(^{{132}}\)Sn, \(^{{136, 138, 140}}\)Xe + \(^{{198}}\)Pt is presented. Calculations have been carried out within the multidimensional dynamic model based on Langevin equations, which describes well enough the available experimental data on the \(^{{136}}\)Xe + \(^{{198}}\)Pt reaction with the stable projectile \(^{{136}}\)Xe. The use of neutron-enriched radioactive projectiles \(^{{132}}\)Sn, \(^{{138, 140}}\)Xe in multinucleon transfer reactions with the \(^{{198}}\)Pt target leads to an increase in the production cross section of neutron-enriched heavy nuclides.

Abstract Image

研究在放射性离子束诱导的多核子转移反应中获得神奇数字 N = 126 的中子富同位素的可能性
在这项工作中,对在多核子转移反应(\(^{{132}}\)Sn, \(^{136, 138, 140}}\)Xe+\(^{198}}\)Pt)中获得的具有神奇数字(N = 126)的重中子富集同位素的产率进行了理论分析。计算是在基于朗格文方程的多维动态模型中进行的,该模型很好地描述了 \(^{{136}}\)Xe + \(^{{198}}\)Pt 与稳定射弹 \(^{{136}}\)Xe 反应的现有实验数据。在与\(^{{198}}\)铂靶的多核子转移反应中使用中子富集放射性射弹\(^{132}}\)Sn、\(^{138, 140}}\)Xe会导致中子富集重核素的产生截面增加。
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来源期刊
Physics of Particles and Nuclei Letters
Physics of Particles and Nuclei Letters PHYSICS, PARTICLES & FIELDS-
CiteScore
0.80
自引率
20.00%
发文量
108
期刊介绍: The journal Physics of Particles and Nuclei Letters, brief name Particles and Nuclei Letters, publishes the articles with results of the original theoretical, experimental, scientific-technical, methodological and applied research. Subject matter of articles covers: theoretical physics, elementary particle physics, relativistic nuclear physics, nuclear physics and related problems in other branches of physics, neutron physics, condensed matter physics, physics and engineering at low temperatures, physics and engineering of accelerators, physical experimental instruments and methods, physical computation experiments, applied research in these branches of physics and radiology, ecology and nuclear medicine.
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