论文标题

从头算无核壳模型描述$^{10-14} $ c同位素

Ab initio no-core shell model description of $^{10-14}$C isotopes

论文作者

Choudhary, Priyanka, Srivastava, Praveen C., Gennari, Michael, Navratil, Petr

论文摘要

我们提出了$^{10-14} \ text {c} $同位素的系统研究。我们应用四种不同的现实核素核子(NN)相互作用:(i)依赖电荷的BONN 2000(CDB2K)潜力(ii)内部非本地Yukawa(Inoy)潜力(III)近代到近next to-Next到Next到Next到Next to-Next to-next to-next to-next to-next to-n $^3 $ lo)的潜力,以及最佳的临时秩序,(IV),以及(IV),以及(IV),以及最佳的秩序。 (n $^2 $ lo $ _ {opt} $)潜力。我们报告了$^{10-14} \ text {C} $同位素的正均等状态和负平性状态的低洼能源光谱,并研究级别结构。我们还计算电磁特性,例如过渡强度,四极和磁矩。显示了点 - 蛋白半径对谐波振荡器频率和基础空间的依赖性。我们介绍了无核壳模型中翻译不变的一体密度矩阵的计算,并讨论了密度分布中的同位素趋势。达到$^{10} \ text {c} $和$ 8 \ hbarω$ for $^{11-14} \ text {c} $的最大基础空间为$ 10 \hbarΩ$,$^{10} \ text {c} $,最大m-Scheme dimension $ 1.3 \ times 10^{9} $ for $^{9} $ for $^{10} {10}}我们发现,虽然INOY相互作用提供了对基态能量的最佳描述,但n $^3 $ lo相互作用最佳地重现了点蛋白半径。

We present a systematic study of the $^{10-14}\text{C}$ isotopes within the \textit{ab initio} no-core shell model theory. We apply four different realistic nucleon-nucleon (NN) interactions: (i) the charge-dependent Bonn 2000 (CDB2K) potential (ii) the inside non-local outside Yukawa (INOY) potential (iii) the next-to-next-to-next-to-leading order (N$^3$LO) potential, and (iv) the optimized next-to-next-to-leading order (N$^2$LO$_{opt}$) potential. We report the low-lying energy spectra of both positive and negative parity states for the $^{10-14}\text{C}$ isotopes and investigate the level structures. We also calculate electromagnetic properties such as transition strengths, quadrupole and magnetic moments. The dependence of point-proton radii on the harmonic oscillator frequency and basis space is shown. We present calculations of the translation invariant one-body density matrix in the no-core shell model and discuss isotopic trends in the density distribution. The maximum basis space reached is $10 \hbar Ω$ for $^{10}\text{C}$ and $8 \hbar Ω$ for $^{11-14}\text{C}$, with a maximum M-scheme dimension of $1.3 \times 10^{9}$ for $^{10}\text{C}$. We found that while the INOY interaction gives the best description of the ground state energies, the N$^3$LO interaction best reproduces the point-proton radii.

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