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Titlebook: Quantum Statistics of Dense Gases and Nonideal Plasmas; Werner Ebeling,Vladimir E. Fortov,Vladimir Filinov Book 2017 Springer Internationa

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Simulations of Gas-, Liquid-, and Crystal-Like States of Coulomb Systems,racterized by the Brueckner parameter ., defined as the ratio of the mean distance between particles and the exciton Bohr . radius. We discuss the spatial particle configurations, pair distribution functions, static structure factors, fractions of electrons and holes in bound states, internal energy, and equation of state.
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Plasma Bound States in Grand Canonical and Mixed Representations,, but with a quite different range of convergence, and different applications. For systems with deep bound states, fugacity expansions are more quickly convergent and very useful for EOS calculations. Furthermore, we develop mixed representations which combine the advantages of density and fugacity expansions.
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Physics of Dense Gases, Nonideal Plasmas, and High Energy Density Matter,s. We describe the progress made in physical studies and the statistical theory of dense gases and nonideal plasmas, including their historical roots in the work of van der Waals, Debye, Saha, Planck, Einstein, and others. We present the basic tools required for the quantum statistical description o
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Coulomb Correlations and EOS of Nondegenerate Nonideal Plasmas, Milner, Debye, Hückel, Wigner, and others. Strictly speaking, there is no classical statistical theory of point charges, due to several divergencies which show when Debye’s limiting laws are not applicable. The quantum-statistical theory of correlations in Coulomb systems is due to the work of Mack
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Hopping Kinetics, Quantum Dynamics and Transport,electron hopping on classical dynamic lattices. Then we discuss models of molecular dynamics of electrons based on effective potential interactions, including models of Wigner dynamics with coordinate- and momentum-dependent interactions in phase space. Finally, we study several molecular dynamics m
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