论文标题
在原子核中的对称对称性和聚类
Symplectic symmetry and clustering in atomic nuclei
论文作者
论文摘要
通过考虑简单的系统$^{20} $ ne，提出了一种基于原子核聚类的新型壳壳模型方法。也提到了它与该系统的集体激励的关系。 $^{16} $ o+$+$^{4} $ he $ \ he $ \ rightArrow $ $ $^{20} $ ne通道在单一组成部分的许多核心核系统的情况下，以最大的限制对称性的构建允许的群集允许的希尔伯特空间。证明了所获得的群集模型空间与半微观代数群集模型的等效性。
A new symplectic-based shell-model approach to clustering in atomic nuclei is proposed by considering the simple system $^{20}$Ne. Its relation to the collective excitations of this system is mentioned as well. The construction of the Pauli allowed Hilbert space of the cluster states with maximal permutational symmetry is given for the $^{16}$O+$^{4}$He $\rightarrow$ $^{20}$Ne channel in the case of one-component many-particle nuclear system. The equivalence of the obtained cluster model space to that of the semi-microscopic algebraic cluster model is demonstrated.
