Extended Thomas-Fermi theory for relativistic systems at finite temperatures

Details Extended Thomas-Fermi theory for relativistic systems at finite temperatures Extended Thomas-Fermi theory for relativistic systems at finite temperatures

Apr 1991

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1991phrva..43.3401s&link_type=abstract

Physical Review A (ISSN 1050-2947), vol. 43, April 1, 1991, p. 3401-3406. Research supported by DFG and BMFT.

Physics

5

Absolute Zero, Free Energy, Relativistic Particles, Relativistic Theory, Thomas-Fermi Model, Dirac Equation, Entropy, Kinetic Energy, Late Stages Of Stellar Evolution

Scientific paper

A generalization of the extended Thomas-Fermi theory for a system of
relativistic particles and antiparticles to finite temperatures is
presented. On the basis of the Kirzhnits (1967) method, the gradient
expansion of the free energy and entropy density functionals are derived
to second order.

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