超重同位素的α衰变和自发裂变,Z = 124,使用依赖密度的簇模型

S. A. Seyyedi
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引用次数: 0

摘要

超重核的α衰变(AD)和自发裂变(SF)半衰期[公式:见文本]已经在依赖密度的簇模型中进行了研究。采用双折叠模型计算了α -核电位,并考虑了实际的M3Y核子-核子相互作用。为了计算核的半衰期,除了WKB近似外,还使用了几个半经验公式。计算的AD半衰期与Royer的解析公式、Poenaru等人的半经验公式和Viola-Seaborg体系计算的值吻合较好。为了确定这些原子核的衰变方式,利用Xu等人给出的半经验公式计算了SF半衰期。结果表明,在所研究的同位素中,同位素[公式:见文]可以从SF中存活下来,其半衰期大于[公式:见文][公式:见文](s)。该研究预测了[公式:见文]同位素链[公式:见文],[公式:见文]同位素链[公式:见文],[公式:见文]同位素链[公式:见文],[公式:见文]和AD[公式:见文]。这些同位素的半衰期足够长,可以在实验室合成。此外,在这些同位素的衰变链中,可以观察到原子核[公式:见正文]的半衰期比它们的邻居要长。这些同位素对应的中子数为[公式:见文],表明这些数具有神奇或半神奇的行为,这与研究结果很好地吻合。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Alpha decay and spontaneous fission in superheavy isotopes, Z = 124, using a density-dependent cluster model
Alpha decay (AD) and spontaneous fission (SF) half-lives of superheavy nuclei [Formula: see text] have been studied within the density-dependent cluster model. The alpha-nucleus potentials were calculated using the double-folding model with the realistic M3Y nucleon–nucleon interaction. To calculate nuclear half-lives, several semi-empirical formulas were used in addition to the Wentzel–Kramers–Brillouin (WKB) approximation. The calculated AD half-lives agree well with the values computed by the analytical formulas of Royer, the semi-empirical formula of Poenaru et al. and the Viola–Seaborg systematic. To identify the mode of decay of these nuclei, the SF half-lives were calculated using the semi-empirical formula given by Xu et al. The results show that among the isotopes studied, isotopes [Formula: see text] can be survived from the SF and have a half-life greater than [Formula: see text][Formula: see text](s). The study predicts [Formula: see text] chains from isotopes [Formula: see text], [Formula: see text] chains from isotopes [Formula: see text], [Formula: see text] chains from isotopes [Formula: see text] and an AD from [Formula: see text]. These isotopes have a half-life long enough to be synthesized in the laboratory. Also, in the decay chains of these isotopes, it is observed that the nuclei [Formula: see text] have higher half-lives than their neighbors. The neutron numbers corresponding to these isotopes are [Formula: see text] indicating the magical or semi-magical behavior of these numbers, which is in good agreement with the research results.
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