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Alpha-Like Clustering in Ne-20 from a Quartetting Wave Function Approach

机译:从四重奏波函数方法中的NE-20中的alpha样集群

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Quartetting (alpha-like clustering) occurs in low-density matter (<= 0.03 fm(-3)) which exists, e.g., at the surface of nuclei. It is of interest for the alpha preformation to calculate the alpha decay of heavy nuclei such as Po-212, but also in light nuclei (e.g., Ne-20) which shows strong signatures of quartetting. We analyze the intrinsic structure of the -like cluster and the center-of-mass motion of the quartet, in particular the role of Pauli blocking. The Thomas-Fermi model for the (daughter) core nucleus is improved introducing quasiparticle nucleon states. Calculations performed for harmonic oscillator basis states show that the effective potential for the quartet center-of-mass motion remains nearly constant within the core nucleus. The relation to the (Tohsaki-Horiuchi-Schuck-Ropke) THSR approach is discussed.
机译:在低密度物质(<= 0.03 fm(-3))中出现四重核(α样聚类),其例如在核表面。 对于α的预先形成,计算重核如PO-212的α衰减,而且是在斑块的光核(例如,NE-20)中的兴趣。 我们分析了标准簇的内在结构和四重奏的质量运动,特别是保利阻断的作用。 (女儿)核心核的托马斯 - 费米模型是改进引入Quasiparticle Nucleon态。 对谐波振荡器基态进行的计算表明,核心核心运动中心运动的有效电位在核心核内几乎恒定。 讨论了与(Tohsaki-Horiuchi-Schuck-Rocke)THSR方法的关系。

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