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2024年10月30日

微观半经典Vlasov框架下的巨偶极共振的系统学与同位旋效应

  • The systematics of the isovector Giant Dipole Resonance is studied via the microscopic semi-classical Vlasov method. The Woods-Saxon potential is used in the calculation with the different parameters for neutron and proton, respectively. It is found that the peak energies of the GDR strength distribution follow the empirical formula and agree with the experimental data. The GDR widths agree with the experimental data in the error bar. On the basis of these studies, we have investigated the GDR properties of Ca isotopes and three isomers with mass number A=40, 100 and 208. The studies show that the effects of isospin on the peak energies of the GDR strength distribution are small, Which rise slowly with the increase of (N-Z)/A. The isospin effects on the GDR width are not observed.
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微观半经典Vlasov框架下的巨偶极共振的系统学与同位旋效应

    Corresponding author: WANG JianSong,
  • CCAST World Laboratory, P. O. Box 8730, Beijing 100080, China2 Institute of Nuclear Research, The Chinese Academy of Sciences, Shanghai 201800, China3 T.D.Lee Physics Laboratory, Fudan University, Shanghai 2000433, China4 Center of Theoretical Nuclear Physics, National Laboratory of Heavy Ion Accelerator, Lanzhou 730000, China

Abstract: The systematics of the isovector Giant Dipole Resonance is studied via the microscopic semi-classical Vlasov method. The Woods-Saxon potential is used in the calculation with the different parameters for neutron and proton, respectively. It is found that the peak energies of the GDR strength distribution follow the empirical formula and agree with the experimental data. The GDR widths agree with the experimental data in the error bar. On the basis of these studies, we have investigated the GDR properties of Ca isotopes and three isomers with mass number A=40, 100 and 208. The studies show that the effects of isospin on the peak energies of the GDR strength distribution are small, Which rise slowly with the increase of (N-Z)/A. The isospin effects on the GDR width are not observed.

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