论文标题
外来钾同位素的电荷半径挑战核理论和$ n = 32 $的魔法特征
Charge radii of exotic potassium isotopes challenge nuclear theory and the magic character of $N = 32$
论文作者
论文摘要
核电荷半径是核子核子相互作用不同方面的敏感探针和核物质的批量特性。因此,它们为核理论提供了严格的检验和挑战。钙区域特别引起了人们的关注,因为实验证据表明,新的魔法数量为$ n = 32 $ [1-3],而电荷半径[4,5]的意外大增加[4,5]开放了有关中子富含中子系统核大小的演变的新问题。通过将共线谐振电离光谱法与$β$ -Decay检测相结合,我们能够将钾的电荷半径测量($ Z = 19 $)同位素扩展到异源性$^{52} $ k($ t_ {1/2} $ = 110毫秒),生产的数量。我们的工作提供了该地区的第一个电荷半径测量,超过了$ n = 32 $,在此中子数中没有签名魔术角色的签名。结果用两种最先进的核理论来解释。首次可以通过基于新开发的核相互作用的耦合群集计算来计算长的同位素序列。电荷半径超过$ n = 28 $的强烈增加并不能被这些计算捕获,但是Fayans核密度功能理论可以很好地捕获,但是,这超出了奇怪的效果。这些发现突出了我们对中子富含中子系统的核大小的有限理解,并暴露了一些当前最佳核理论模型中存在的紧迫问题。
Nuclear charge radii are sensitive probes of different aspects of the nucleon-nucleon interaction and the bulk properties of nuclear matter; thus, they provide a stringent test and challenge for nuclear theory. The calcium region has been of particular interest, as experimental evidence has suggested a new magic number at $N = 32$ [1-3], while the unexpectedly large increases in the charge radii [4,5] open new questions about the evolution of nuclear size in neutron-rich systems. By combining the collinear resonance ionization spectroscopy method with $β$-decay detection, we were able to extend the charge radii measurement of potassium ($Z =19$) isotopes up to the exotic $^{52}$K ($t_{1/2}$ = 110 ms), produced in minute quantities. Our work provides the first charge radii measurement beyond $N = 32$ in the region, revealing no signature of the magic character at this neutron number. The results are interpreted with two state-of-the-art nuclear theories. For the first time, a long sequence of isotopes could be calculated with coupled-cluster calculations based on newly developed nuclear interactions. The strong increase in the charge radii beyond $N = 28$ is not well captured by these calculations, but is well reproduced by Fayans nuclear density functional theory, which, however, overestimates the odd-even staggering effect. These findings highlight our limited understanding on the nuclear size of neutron-rich systems, and expose pressing problems that are present in some of the best current models of nuclear theory.