Negative Parity States of Collective Motion in Actinide Nuclei

  • The physical quantities such as energy difference δEI of the positive and negative parity states of the same spin, moment of inertia J(1) and J(2), electric dipole transition branching ratios of first negative parity states and the relations between them and angular momentum or rotational frequency ω and mass number A are obtained from the experimental data. So the intrinsic structure and dynamics of negative parity states can be deduced.
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  • [1] W.Nazarewiczetal.Nucl.Phys.,A429(1984)269.[2]P.Moller,Nucl.Phys,A536(1992)61.[3]W.Nazarewiczetal.Nucl.Phys.A467(1987)437.[4]M.DahlingerE.Kankeleit,Nucl.Phys.,A484(198)337.[5]J.R.Hughesetal.Nucl.Phys,A512(1990)275.[6]石宗仁、万淑颖,高能物理与核物理,19(1995)185.[7]A.BohrB.R.Mottleson,Nuclear Structure,2(1975)60.[8]N.Schulzetal.Phys.Lett.63(1989)2645.
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Shi Zongren and Wan Shuying. Negative Parity States of Collective Motion in Actinide Nuclei[J]. Chinese Physics C, 1995, 19(5): 438-446.
Shi Zongren and Wan Shuying. Negative Parity States of Collective Motion in Actinide Nuclei[J]. Chinese Physics C, 1995, 19(5): 438-446. shu
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Received: 1900-01-01
Revised: 1900-01-01
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Negative Parity States of Collective Motion in Actinide Nuclei

    Corresponding author: Shi Zongren,
  • Institute of Atomic Energy. Beijing 102413

Abstract: The physical quantities such as energy difference δEI of the positive and negative parity states of the same spin, moment of inertia J(1) and J(2), electric dipole transition branching ratios of first negative parity states and the relations between them and angular momentum or rotational frequency ω and mass number A are obtained from the experimental data. So the intrinsic structure and dynamics of negative parity states can be deduced.

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