首页> 外文期刊>Nuclear Physics, A: Journal Devoted to the Experimental Study of the Fundamental Constituents of Matter and Their Actions >A microscopic study of spin-polarized asymmetric hot nuclear matter within the static fluctuation approximation (SFA)
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A microscopic study of spin-polarized asymmetric hot nuclear matter within the static fluctuation approximation (SFA)

机译:静态波动近似内自旋极化不对称热核物质的显微镜研究(SFA)

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摘要

In this work, the thermodynamic properties of spin-polarized asymmetric hot nuclear matter are studied within the Static Fluctuation Approximation (SFA). Specifically, the energy per unit volume, pressure, entropy per unit volume, and specific heat capacity are determined as functions of density up to 0.6 fm(-3), and temperature up to 80 MeV. Also, the effects of the asymmetry and spin-polarization parameters on these quantities are explored. The main input in the formalism is the Urbana V-14 nucleon-nucleon potential. It is found that these parameters have significant effects on the thermodynamic properties at high densities or low temperatures where quantum features become pronounced. As expected, the entropy results show that the system is more ordered when polarized or for large values of the asymmetry parameter. The quadratic dependence of the energy on the asymmetry and spin-polarization parameters is confirmed at different densities and temperatures. The results are compared to those obtained with different approaches, such as the lowest-order constrained variational method, the conventional variational method, and the relativistic mean-field approximation. It is found that the present results are consistent with those. (C) 2019 Elsevier B.V. All rights reserved.
机译:在这项工作中,在静态波动近似(SFA)内研究了旋转偏振不对称热核物质的热力学性质。具体地,每单位体积,压力,熵每单位体积的能量和特定的热容量被确定为密度的函数,高达0.6 fm(-3),温度高达80 meV。而且,探讨了不对称和旋转偏振参数对这些数量的影响。形式主义中的主要输入是Urbana V-14核心核潜力。发现这些参数对高密度或低温的热力学性质具有显着影响,其中量子特征发音。正如预期的那样,熵结果表明,当极化时或用于不对称参数的大值时,系统更新。在不同的密度和温度下确认了能量对不对称和旋转偏振参数的二次依赖性。将结果与用不同方法获得的结果进行比较,例如最低阶受限的变分方法,传统的变分方法和相对论的平均场近似。发现本结果与那些相一致。 (c)2019 Elsevier B.v.保留所有权利。

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