统计自洽场INFERNO模型中电子共振态  

Electron Resonance States in Liberman's Statistical Self-consistent Field INFERNO Model

作　　者：马桂存[1] 齐进[1] 王敏[1] 

机构地区：[1]北京应用物理与计算数学研究所,北京100094

出　　处：《计算物理》2015年第3期361-368,共8页Chinese Journal of Computational Physics

摘　　要：对Liberman的统计自洽场INFERNO模型中的电子共振态进行研究,计算金属铀在两个温度密度点处的电子共振态,给出共振能量区间内电子的态密度,波函数,相移因子随能量的变化及位相-振幅形式的波函数中的位相随能量的变化,得到与非相对论情况下完全一致的结果.Electron resonant characteristics in Liberman＇s statistical self-consistent INFERNO model are fully studied. Electron resonant states of uranium are calculated at two temperatures and densities. Electron density of states, wave function and scattering phase shift are given in energy interval containing resonance. Phase of wave function in amplitude-phase form changing with energy is also given. Resonant characteristics are the same as in non-relativistic case.

关 键 词：INFERNO模型 电子共振态 态密度 散射相移因子 

分 类 号：O52[理学—高压高温物理] O413.1[理学—物理]