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Shell-model-like approach based on cranking covariant density functional theory: Band crossing and shape evolution in Fe-60

机译:基于起动协调密度函数理论的壳牌模型方法:Fe-60带横穿和形状演化

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摘要

The shell-model-like approach is implemented to treat the cranking many-body Hamiltonian based on the covariant density functional theory including pairing correlations with exact particle number conservation. The self-consistency is achieved by iterating the single-particle occupation probabilities back to the densities and currents. As an example, the rotational structures observed in the neutron-rich nucleus Fe-60 are investigated and analyzed. Without introducing any ad hoc parameters, the bandheads, the rotational spectra, and the relations between the angular momentum and rotational frequency for the positive-parity band A and negative-parity bands B and C are well reproduced. The essential role of the pairing correlations is revealed. It is found that for band A, the band crossing is due to the change of the last two occupied neutrons from the 1f(5/2) signature partners to the 1g(9/2) signature partners. For the two negative-parity signature partner bands B and C, the band crossings are due to the pseudocrossing between the 1f(7/2,5/2) and the 1f(5/2,1/2) orbitals. Generally speaking, the deformation parameters beta for bands A, B, and C decrease with rotational frequency. For band A, the deformation jumps from beta approximate to 0.19 to beta approximate to 0.29 around the band crossing. In comparison with its signature partner band C, band B exhibits appreciable triaxial deformation.
机译:基于协调密度泛函理论,实施了类似壳模型的方法以处理曲柄多体Hamiltonian,包括与精确的粒子数守恒配对相关性。通过将单粒子占用概率迭代回到密度和电流来实现自我一致性。作为示例,研究并分析在中子核核Fe-60中观察到的旋转结构。在不引入任何Ad Hoc参数,带头,旋转光谱和正奇偶频带A和负奇偶频带B和C之间的角动量和旋转频率之间的关系。揭示了配对相关性的基本作用。结果发现,对于带A,带交叉是由于从1F(5/2)签名合作伙伴到1G(9/2)签名合作伙伴的最后两个占用中子的变化。对于两个负奇偶校验伙伴乐队B和C,频带交叉由于1F(7 / 2,5 / 2)和1F(5 / 2,1 / 2)轨道之间的伪关键是伪论。一般而言,频带A,B和C的变形参数β通过旋转频率降低。对于带A,变形从β近似达到0.19至β近似于频带交叉的0.29。与其签名伙伴频段C相比,BAND B表现出明显的三轴变形。

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  • 来源
    《Physical review, C》 |2018年第3期|共9页
  • 作者单位

    Beihang Univ Sch Phys &

    Nucl Energy Engn Beijing 100191 Peoples R China;

    North China Elect Power Univ Math &

    Phys Dept Beijing 102206 Peoples R China;

    Peking Univ Sch Phys State Key Lab Nucl Phys &

    Technol Beijing 100871 Peoples R China;

    Peking Univ Sch Phys State Key Lab Nucl Phys &

    Technol Beijing 100871 Peoples R China;

    Beihang Univ Sch Phys &

    Nucl Energy Engn Beijing 100191 Peoples R China;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 原子核物理学、高能物理学;
  • 关键词

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