典型文献
Properties of Titanium isotopes in complex momentum representation within relativistic mean-field theory
文献摘要:
The self-consistent quadruple potential is deduced within the relativistic mean-field(RMF)frame-work and substituted into the Hamiltonian,which is cal-culated using the complex momentum representation(CMR).Considering even-even titanium isotopes as an example,this study investigated various properties,including the resonant states of neutron-rich nuclei in the RMF-CMR model,and used them to describe the binding energy.The abrupt decrease in the two-neutron separation energy(S2n)corresponds to the traditional magic number.The resonant and bound states are simultaneously exposed in the complex moment plane,where the continuum is along the integration contour.The four oblate neutron-rich nuclei 72-78Ti are weakly bound or resonant because their Fermi energies are approximately 0 MeV.The root-mean-square(RMS)radii of these nuclei increase suddenly compared with those of others(neutron number N<48).Moreover,78Ti and 76Ti are determined as drip-line nucleons by the value of S2n and the energy levels,respectively.Finally,the weak-bounded character can be represented by diffuse density probability distributions.
文献关键词:
中图分类号:
作者姓名:
Tai-Hua Heng;Yao-Wu Chu
作者机构:
School of Physics and Optoelectronic Engineering,Anhui University,Hefei 230601,China
文献出处:
引用格式:
[1]Tai-Hua Heng;Yao-Wu Chu-.Properties of Titanium isotopes in complex momentum representation within relativistic mean-field theory)[J].核技术(英文版),2022(09):93-100
A类:
S2n,78Ti,76Ti
B类:
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AB值:
0.608888
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