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Shell model test of quadrupole properties predicted by the rotational formula--the degenerate SDI interaction and non-degenerate FPD6

机译:通过旋转预测的四极杆性能的壳模型试验   公式 - 简并sDI相互作用和非简并FpD6

摘要

In the rotational model for a K=0 band in an even-even nucleus, there is asingle parameter--Q_0, the intrinsic quadrupole moment. All B(E2)'s in the bandand all static quadrupole moments are expressed in terms of this one parameter.In shell-model calculations, this does not have to be the case. In this work,we consider ground-state bands in {44}Ti, {46}Ti, {48}Ti, {48}Cr, and {50}Cr.We have two models. First, we use a Surface Delta Interaction with degeneratesingle-particle energies (SDI-deg). We compare this with results of ashell-model calculation using the standard interaction FPD6 and include thesingle-particle energy splitting. Neither model yields a perfect rotationalI(I+1) spectrum, although the SDI-deg model comes somewhat closer. Overall, thesimple rotational formula for B(E2)'s and static quadrupole moments hangstogether very nicely.
机译:在偶数偶数原子核中K = 0波段的旋转模型中,存在单个参数Q_0,即固有四极矩。频带中的所有B(E2)和所有静态四极矩都用这一参数表示。在壳模型计算中,情况并非一定如此。在这项工作中,我们考虑了{44} Ti,{46} Ti,{48} Ti,{48} Cr和{50} Cr的基态能带。我们有两个模型。首先,我们使用具有退化单粒子能量(SDI-deg)的表面三角洲相互作用。我们将其与使用标准相互作用FPD6的壳模型计算结果进行比较,并包括单粒子能量分裂。尽管SDI-deg模型稍微接近一点,但这两个模型都无法产生理想的I(I + 1)旋转光谱。总体而言,B(E2)的简单旋转公式与静态四极矩很好地结合在一起。

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  • 作者

    Escuderos, A.; Zamick, L.;

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  • 年度 2007
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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