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Three-body calculation of Be double-e??? hypernuclei

机译:双体计算是双重的???高尼核心

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Energy levels and e???e??? bond energy of the double-e??? hypernucleus are calculated by considering two- and three-cluster interactions. Interactions between constituent particles are contact interactions for reproducing the low binding energy of nuclei. The effective action is constructed to involve three-body forces. In this paper, we also compare the obtained binding energy result with experimental and other cluster and shell models. The results of all schemes agree very well showing the high accuracy of our method to calculate the other many-body hyperonic nuclei using three-cluster interactions. The experimental values of $B_{e???e???}$(${}^{10}_{e???e???}$ Be) = (11.90 ?± 0.13) MeV, $B_{e???e???}$(${}^{11}_{e???e???}$Be) = (20.49 ?± 1.15) MeV and $B_{e???e???}$(${}^{12}_{e???e???}$Be) = (22.23 ?± 1.15) MeV seem to be more compatible with our calculated value of $B_{e???e???}$(${}^{10}_{e???e???}$Be) = 14.04 MeV, $B_{e???e???}$(${}^{11}_{e???e???}$Be) = 19.31 MeV and $B_{e???e???}$(${}^{12}_{e???e???}$Be) = 21.45 MeV in comparison with the other calculated results by Hiyama et al, Gal et al and Guleria et al.
机译:能量水平和e ??? e ???双重的粘合能量???通过考虑两组和三簇相互作用来计算高新核。组成颗粒之间的相互作用是用于再现细胞核的低结合能的接触相互作用。有效行动是为了涉及三体力。在本文中,我们还将获得的结合能源结果与实验和其他簇和壳模型进行比较。所有方案的结果都非常良好地表明我们使用三簇相互作用来计算其他许多身体高音核的方法的高精度。 $ b_ {e ??? e ???} $($ {} ^ {10} _ {e ??? e ???} $ be)=(11.90?±0.13)mev,$ b_ {e ??? e ???} $($ {} ^ {11} _ {e ??? e ???} $ be)=(20.49?±1.15)mev和$ b_ {e ??? e ??? $($ {} ^ {12} _ {e ??? e ???} $ be)=(22.23?±1.15)MEV似乎与我们计算的$ B_ {E的计算值更兼容? ?? e ???} $($ {} ^ {10} _ {e ??? e ???} $ be)= 14.04 mev,$ b_ {e ??? e ???} $($ { ^ {11} _ {e ??? e ???} $ be)= 19.31 mev和$ b_ {e ??? e ???} $($ {} ^ {12} _ {e ??? e ???} $ be)= 21.45 mev与Hiyama等,Gal等和Guleria等人的其他计算结果相比。

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