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arXiv 2609.10843nucl-exnucl-th

磁偶极强度的详细视图:半幻核$^{50}$Ti的情况

A detailed view at magnetic dipole strengths: The case of semi-magic $^{50}$Ti

发表机构佛罗里达州立大学 · 达姆施塔特工业大学 · 荷语鲁汶大学
另 3 家 · 查看机构详情
  • Florida State University(佛罗里达州立大学)
  • Technische Universität Darmstadt(达姆施塔特工业大学)
  • KU Leuven(荷语鲁汶大学)
  • Duke University(杜克大学)
  • Triangle Universities Nuclear Laboratory(三角大学核实验室)
  • Western Michigan University(西密歇根大学)

机构由 AI 辅助整理,请以论文原文为准。

B. Kelly, M. Spieker, U. Friman-Gayer, L. T. Baby, T. Beck, A. L. Conley, S. W. Finch, J. Isaak, Krishichayan, E. Litvinova, H. Pai, N. Pietralla, D. Savran, W.… 展开作者

B. Kelly, M. Spieker, U. Friman-Gayer, L. T. Baby, T. Beck, A. L. Conley, S. W. Finch, J. Isaak, Krishichayan, E. Litvinova, H. Pai, N. Pietralla, D. Savran, W. Tornow, N. Tsoneva, A. Volya, V. Werner

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中文总结 AI 辅助

本研究通过多种探针组合测量半幻核$^{50}$Ti的磁偶极强度,发现中子自旋翻转跃迁贡献微小,挑战了$fp$壳层自旋翻转强度的标准微观起源图像。

中文摘要 AI 辅助

通过结合$(d,p)$单中子转移、$(\u03b3,\u03b3')$实光子散射、极端后角$(e,e')$非弹性散射以及$E_p = 210$ MeV极端前角$(p,p')$的数据,研究了半幻核$^{50}$Ti中直至中子分离阈值的磁偶极$M1$强度。所有探针的结合提供了对中子自旋翻转贡献的独特访问途径,并能够评估其在产生自旋翻转$M1$强度中的作用。通过$(d,p)$反应探测的中子$(1f_{7/2})^{-1}(1f_{5/2})^{+1}$自旋翻转跃迁对$^{50}$Ti总强度的贡献很小,这对$fp$壳层中自旋翻转强度微观起源的标准图像提出了质疑。对于$^{50}$Ti,本文表明具有较大中子$(1f_{7/2})^{-1}(1f_{5/2})^{+1}$谱因子的$J^{\u03c0} = 1^+$态并不对应于具有最大$B(M1;0^+_1 \rightarrow 1^+_i)$强度的态。

英文摘要

Magnetic dipole, $M1$, strengths were studied in semi-magic $^{50}$Ti up to the neutron-separation threshold by combining data from $(d,p)$ one-neutron transfer, $(γ,γ')$ real-photon scattering, $(e,e')$ inelastic scattering at extreme backward angles, and $(p,p')$ at $E_p = 210$ MeV and extreme forward angles. The combination of all probes provided unique access to the neutron spin-flip contribution and the possibility to evaluate its role in generating the spin-flip $M1$ strengths. The small contribution of the neutron $(1f_{7/2})^{-1}(1f_{5/2})^{+1}$ spin-flip transitions, which were probed with the $(d,p)$ reaction, to the overall strength in $^{50}$Ti questions the standard picture for the microscopic origin of spin-flip strength in the $fp$ shell. For $^{50}$Ti, this letter shows that $J^π = 1^+$ states with larger neutron $(1f_{7/2})^{-1}(1f_{5/2})^{+1}$ spectroscopic factors do not correspond to the ones with the largest $B(M1;0^+_1 \rightarrow 1^+_i)$ strengths.

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