On Isospin Excitation Energy

  • Within the framework of Hartree-Fock theory using the extended Skyrme effective interaction, the isospin excitation energy as a function of relative neutron excess δ was investigated at different temperatures and densities. It was found that the isospin excitation energy decreased with the increment of temperature and/or the decrement of density. We pointed out that the decrement of isospin excitation energy was resulted from the weakening of quantum effect with increment of temperature and/or decrement of density. Meanwhile, the relationship between the isospin excitation energy and the symmetry energy was discussed and found that the symmetry energy was just a part of the isospin excitation energy. With increasing temperature and decreasing density, the contribution of the symmetry energy to the isospin excitation energy becomes more and more important. The isospin excitation energy as a function of relative neutron excess was also investigated using different potential parameters. The result shows that the isospin excitation energy is almost independent of the incompressibility and the effective mass, but strongly depends on the symmetry energy strength coefficient, which indicates that it is possible to extract the symmetry energy of the nuclear equation of state by investigating the isospin excitation energy in experiments.
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  • [1] . Pochodzalla J.Phys.Rev.Lett.,1995,75(6) :10402. Kubo T .Nucl.Phys.Instrum.Methods In Phys.Res.,1992 ,B70:309 3. Geissel H .Nucl.Phys .Instrum.Methods In Phys.Res.,1992,B70:2864. Mueller A C ,Anne R .Nucl.Phys.Instrum .Methods In Phys.Res.,1991,B56 / 57:559 5. Sherrill B M .Nucl.Phys.Instrum .Methods In Phys.Res.,1992 ,B56 / 57:1106 6. ZHAN W L ,GUO Z Y ,XIAO G Q et al.Science in China ,1998,50(4) :21 7. ZHANG F S et al.Phys.Rev.,1999,C60 (12) :064604 8. ZHANG Feng-Shou,GE Ling-Xiao.Nuclear Multifragmentation.Beijing:Science Press,1998(in Chinese)(张丰收,葛凌霄.原子核多重碎裂.北京:科学出版社,1998)9. Ngo C ,Ngo H ,Leray S et al.Nucl.Phys.,1989,A499:148 10. ZHANG Feng-Shou GE Ling-Xiao.High Energy Phys.and Nucl.Phys.,1992,16:666 (in Chinese)(张丰收,葛凌霄.高能物理与核物理,1992,16:666) 11. Suraud E.Nucl.Phys.,1987,A462:10912. ZHANG F S.Z.Phys.,1996,A356:163
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LI Wen-Fei, ZHANG Feng-Shou and CHEN Lie-Wen. On Isospin Excitation Energy[J]. Chinese Physics C, 2001, 25(7): 668-673.
LI Wen-Fei, ZHANG Feng-Shou and CHEN Lie-Wen. On Isospin Excitation Energy[J]. Chinese Physics C, 2001, 25(7): 668-673. shu
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Received: 2000-06-20
Revised: 1900-01-01
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On Isospin Excitation Energy

    Corresponding author: LI Wen-Fei,
  • Center of Theoretical Nuclear Physics, National Laboratory of Heavy Ion Accelerator, Lanzhou 730000,China2 Institute of Modern Physics, The Chinese Academy of Sciences, Lanzhou 730000, China3 CCAST World Laboratory Beijing 100080, China

Abstract: Within the framework of Hartree-Fock theory using the extended Skyrme effective interaction, the isospin excitation energy as a function of relative neutron excess δ was investigated at different temperatures and densities. It was found that the isospin excitation energy decreased with the increment of temperature and/or the decrement of density. We pointed out that the decrement of isospin excitation energy was resulted from the weakening of quantum effect with increment of temperature and/or decrement of density. Meanwhile, the relationship between the isospin excitation energy and the symmetry energy was discussed and found that the symmetry energy was just a part of the isospin excitation energy. With increasing temperature and decreasing density, the contribution of the symmetry energy to the isospin excitation energy becomes more and more important. The isospin excitation energy as a function of relative neutron excess was also investigated using different potential parameters. The result shows that the isospin excitation energy is almost independent of the incompressibility and the effective mass, but strongly depends on the symmetry energy strength coefficient, which indicates that it is possible to extract the symmetry energy of the nuclear equation of state by investigating the isospin excitation energy in experiments.

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