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Systematic analysis on spectral statistics of odd-A nuclei

机译:奇核核谱统计系统分析

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Level statistics for given spin and parity below 10 MeV within A <= 71, 71 <= A <= 151, and 151 <= A <= 221 mass regions are systematically analyzed. We have taken 5316 level spacings from 266 odd-A nuclei in the light mass region, 6897 level spacings from 478 ones in the medium mass region, and 2768 level spacings from 143 ones in the heavy mass region for the statistics. In the analysis, the chaoticity parameter in the Berry-Robnik distribution is determined based on the method of maximum likelihood estimation. The results show a mass number A-dependence in the level statistics. The larger the mass number, the relatively stronger in chaoticity. In addition, with the level statistics in using data sequences classified according to the order of magnitude of half-lives, it is shown that the level energies to be more chaotic for longer lived light and heavy mass odd-A nuclei, and intermediate between regular and chaotic in medium mass odd-A nuclei. The level statistical analysis in concerning E2 transition strengths of E2 or mixed E2+M1 transitions in odd-A nuclei is also made, which shows chaos in level energies likely occurring in those with weaker E2 transition strengths. Therefore, it can be concluded that odd-A nuclei are, more often than not, chaotic. Chaos is likely emergent in level energies of stable light mass nuclei with weaker E2 transition strengths, while it is definitely emergent in level energies of heavy mass nuclei, and even stronger in comparatively stable ones and those with weaker E2 transition strengths. (C) 2019 Elsevier Inc. All rights reserved.
机译:给定的旋转和奇偶校验的水平统计在<= 71,71,71 <= 151和151 <= A <= 221质量区域中有系统地分析。我们已经在478个级别的266个奇核核中从266个奇核核,中等质量区域中的478个间距中拍摄了5316级间距,并且在统计数据中的143个中的1438个间距。在分析中,基于最大似然估计的方法确定Berry-Robnik分布中的混沌参数。结果显示了水平统计中的质量编号A依赖。质量数越大,复杂性相对较强。此外,在使用根据半衰期的大小级分类的水平统计数据中,表明水平能量更加混乱,对于较长的灯光和重质量奇数核,以及正常的中间在中质量奇核中混乱。还制备了关于E2或混合E2 + M1转变的E2转变强度的水平统计分析,其显示出在较弱的E2过渡强度的那些中可能发生的水平能量的混乱。因此,可以得出结论,奇数核,更频繁的是混乱。 Chaos可能在稳定的轻质质量核的水平能量中引起较弱的E2过渡强度,而在重质量核的水平能量中绝对引起,甚至更强,较稳定的E2过渡强度较弱。 (c)2019 Elsevier Inc.保留所有权利。

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