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Quantum-statistical equation-of-state models of dense plasmas: High-pressure hugoniot shock adiabats

机译:稠密等离子体的量子统计状态方程模型:高压Hugoniot冲击绝热体

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摘要

We present a detailed comparison of two self-consistent equation-of-state models which differ from their electronic contribution: the atom in a spherical cell and the atom in a jellium of charges. It is shown that both models are well suited for the calculation of Hugoniot shock adiabats in the high pressure range (I Mbar-10 Gbar), and that the atom-in-a-jellium model provides a better treatment of pressure ionization. Comparisons with experimental data are also presented. Shell effects on shock adiabats are reviewed in the light of these models. They lead to additional features not only in the variations of pressure versus density, but also in the variations of shock velocity versus particle velocity. Moreover, such effects are found to be responsible for enhancement of the electronic specific heat. (C) 2007 WILEYNCH Verlag GmbH & Co. KGaA, Weinheim
机译:我们对两种自洽的状态方程模型进行了详细的比较,这两种模型与它们的电子贡献不同:球形单元中的原子和电荷胶中的原子。结果表明,这两种模型都非常适合在高压范围(I Mbar-10 Gbar)中计算Hugoniot绝热绝热体,并且原子中j原子模型可以更好地处理压力电离。还提供了与实验数据的比较。根据这些模型,对冲击绝热体的壳效应进行了综述。它们不仅带来压力随密度变化的附加特征,而且还导致冲击速度随颗粒速度变化的附加特征。此外,发现这种效应是导致电子比热增加的原因。 (C)2007 WILEYNCH Verlag GmbH&Co.KGaA,Weinheim

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