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超子耦合常数对中子星性质的影响
引用本文:包特木尔巴根,李根全,唐高娃.超子耦合常数对中子星性质的影响[J].吉林大学学报(理学版),2010,48(1):113-117.
作者姓名:包特木尔巴根  李根全  唐高娃
作者单位:1. 南阳师范学院 物理与电子工程学院, 河南 ,南阳 473061,2. 南阳师范学院 图书馆, 河南 南阳 473061
基金项目:国家自然科学基金(批准号:10275029;10675054);;河南省教育厅自然科学基金(批准号:2008A140009);;南阳师范学院高层次人才科研启动基金(批准号:nytc2006k98)
摘    要:采用相对论平均场理论(RMFT)下的GL85参数组,在考虑超子(Λ,Σ+,Σ0,Σ-,Ξ0,Ξ-)自由度下,研究超子耦合常数的选取对中子星内粒子数密度分布、状态方程及质量-半径关系的影响.结果表明:随着超子耦合常数的增大,超子Σ-的出现密度增大,其他超子(Λ,Σ+,Σ0,Ξ0,Ξ-)的出现密度变小,状态方程变硬,中子星的引力质量变大而半径变小;当超子耦合常数从0.4增大到1.0时,中子星质量从1.36M⊙(M⊙=1.99×1030kg为太阳质量)增大到1.97M⊙,相应的半径由12.1km减小到11.3km.并得到与中子星质量下限(1.4M⊙)对应的超子耦合常数值.

关 键 词:相对论平均场理论  超子耦合常数  状态方程  质量-半径关系  
收稿时间:2009-01-26

Influences of Hyperon Coupling Constant on the Properties of Neutron Star
BAO Tmurbagan,LI Gen-quan,TANG Gao-wa.Influences of Hyperon Coupling Constant on the Properties of Neutron Star[J].Journal of Jilin University: Sci Ed,2010,48(1):113-117.
Authors:BAO Tmurbagan  LI Gen-quan  TANG Gao-wa
Institution:1. College of Physics and Electronic Engineering, Nanyang Normal University, Nanyang |473061, Henan Province, China;2. Library, Nanyang Normal University, Nanyang |473061, Henan Province, China
Abstract:The influences of hyperon coupling constant on the properties of neutron star were studied by making use of GL85 parameter set in the framework of the relativistic mean field theory (RMFT) and taking freedoms of hyperons into consideration. Numerical results indicate that with the increase of the hyperon coupling constant, the onset density of hyperon Σ~- increases and those of other hyperons (Λ,Σ~+,Σ~0,Ξ~0,Ξ~-) decrease, the equations of state soften, the maximum mass of the star increases and the corresponding radius decreases. The maximum mass of the star increases from 1.36M_⊙ (M_⊙=1.99×1030 kg is the solar mass) to 1.97M_⊙ and corresponding radius changes from 12.1 km to 11.3 km with the increase of the coupling constant from 0.4 to 1.0. We also found out the minimum coupling constant for this parameter set corresponding to lower limit of neutron star mass (1.4M_⊙).
Keywords:relativistic mean field theory  hyperon coupling constant  equations of state  mass-radius relations  
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