Exact Algebraic Tails of Static Correlations in Quantum Plasmas at Low Density

Details Exact Algebraic Tails of Static Correlations in Quantum Plasmas at Low Density Exact Algebraic Tails of Static Correlations in Quantum Plasmas at Low Density

Feb 1997

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1997phrvl..78.1464c&link_type=abstract

Physical Review Letters, Volume 78, Issue 8, February 24, 1997, pp.1464-1467

Statistics

Applications

15

Scientific paper

We give the exact low-density coefficients of the large-distance algebraic tails of static correlations in quantum plasmas. Quantum statistics is taken into account, and the interaction is the pure Coulomb potential without any regularization. The low-density expansions, valid in regimes of weak coupling and low degeneracy, are obtained by using a path-integral formalism at finite temperature. Applications to the hydrogen plasma in the Sun and to the charge-carrier gas in germanium are given. The interplay with classical Debye screening is discussed.

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