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Bound states in nonideal plasmas: formulation of the partition function and application to the solar interior

机译:非理想等离子体中的束缚态:分配函数的公式化及其在太阳内部的应用

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摘要

A detailed independent derivation of the hydrogen weakly nonideal plasma equation of state (EOS) is presented. In our computations relativistic corrections, degeneracy of electrons, radiation pressure in the plasma, Coulomb interaction in the Debye-Huckel approximation together with diffraction and exchange corrections and the contribution of bound and scattering states (SS) are taken into account. In contrast to the Planck-Larkin partition function, a correct separate account of bound and SS allows a natural generalization for the broadening of atomic states. The essential part of the EOS and adiabatic exponent is connected with the correct account of bound states. In our paper we compare the results of different approaches with the bound states description and for the first time consider the influence of atomic states broadening on the bound states contribution.
机译:提出了氢的弱非理想等离子体状态方程(EOS)的详细独立推导。在我们的相对论校正中,考虑了电子的简并性,等离子体中的辐射压力,Debye-Huckel近似中的库仑相互作用以及衍射和交换校正以及束缚态和散射态(SS)的影响。与Planck-Larkin分区函数相反,正确的绑定和SS分离帐户允许自然泛化以扩展原子态。 EOS和绝热指数的基本部分与束缚态的正确描述有关。在本文中,我们将不同方法的结果与结合态描述进行了比较,并首次考虑了原子态展宽对结合态贡献的影响。

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