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Binding Energy, Root-Mean Square Radius and Magnetic Dipole Moment of the Nucleus 6Li
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作者 Khadija Abdelhassan Kharroube 《Open Journal of Microphysics》 2024年第4期89-101,共13页
In this work, we have applied the translation invariant shell model with number of quanta of excitations N=2,4,6,8and 10 to define the ground-state eigenenergies and their corresponding normalized eigenstates, the roo... In this work, we have applied the translation invariant shell model with number of quanta of excitations N=2,4,6,8and 10 to define the ground-state eigenenergies and their corresponding normalized eigenstates, the root mean-square radius, and the magnetic dipole moment of the nucleus 6Li. We have computed the necessary two-particle orbital fractional parentage coefficients for nuclei with mass number A=6and number of quanta of excitations N=10, which are not available in the literature. In addition, we have used our previous findings on the nucleon-nucleon interaction with Gaussian radial dependencies, which fits the deuteron characteristics as well as the triton binding energy, root-mean square radius and magnetic dipole moment. The numerical results obtained in this work are in excellent agreement with the corresponding experimental data and the previously published theoretical results in the literature. 展开更多
关键词 Nuclear Structure the nucleus 6li the Translation Invariant Shell Model Binding Energy Root-Mean Square Radius Magnetic Dipole Moment
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