Investigating the impact of the universal function of nuclear proximity potential in the heavy-ion fusion cross sections

R. Gharaei, E. Sarvari
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Abstract

The fusion barriers and cross sections of 15 colliding systems with $320\leq Z_1Z_2 \leq 1512$ are investigated in detail to understand the influence of the universal function of proximity potential formalism in the heavy-ion fusion mechanism. To realize this goal, we select three versions of the phenomenological proximity potentials, including Prox. 77, Zhang 2013, and Guo 2013, to calculate the nucleus-nucleus potential. The experimental fusion cross sections for the selected reactions are analyzed via the standard coupled-channels (CC) calculations, including couplings to the low-lying $2^+$ and $3^-$ states in target and projectile. The calculated results show the universal functions of the Guo 2013 and Prox. 77 models provide the lowest and highest fusion barriers, respectively. In addition, it is found that the height of fusion barriers is enhanced by increasing the mass number of the projectile from light to heavy ones. The highest sensitivity to the mass number of the projectile belongs to the results of Prox. 77. A discussion is also presented about the influence of universal function on the radial behavior of the interaction potential in the allowed region for overlapping configurations. Our results reveal that the best fit to the experimental data of the fusion cross sections for the reactions involving light and medium nuclei is obtained using the universal function of the Zhang 2013 model. For the heavier systems, the results of the Guo 2013 model at sub-barrier energies provide a good description of the available data.
研究重离子聚变截面中核临近势普遍函数的影响
我们详细研究了15个320\leq Z_1Z_2 \leq 1512$对撞系统的核聚变势垒和截面,以理解接近势形式主义的普遍函数在重离子核聚变机制中的影响。为了实现这一目标,我们选择了三个版本的现象学接近势,包括 Prox.通过标准耦合通道(CC)计算分析了所选反应的实验聚变截面,包括与靶和射弹中低洼的2^+$和3^-$态的耦合。计算结果表明,Guo 2013 和 Prox.此外,研究还发现,当抛射体的质量数从轻到重增加时,聚变势垒的高度也会增加。Prox. 77 的结果对弹丸质量数的敏感度最高。我们还讨论了通用函数对重叠构型允许区域内相互作用势径向行为的影响。我们的研究结果表明,对于涉及轻核和中核的反应,使用 Zhang 2013 模型的通用函数最符合聚变截面的实验数据。对于较重的系统,郭 2013 模型在亚边界能量下的结果很好地描述了现有数据。
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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