Gap Equation for the Chiral Symmetry Restoration Transition

Bailin, D.; Cleymans, J.; Scadron, M.D.

doi:10.1103/PhysRevD.31.164

Gap Equation for the Chiral Symmetry Restoration Transition

Apr, 1984

22 pages

Published in:

Phys.Rev.D 31 (1985) 164

DOI:

10.1103/PhysRevD.31.164

Report number:

BI-TP 84/07

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Abstract: (APS)

The chiral-symmetry-restoration transition in quantum chromodynamics is studied in analogy to the theory of superconductivity. Particular attention is paid to the dynamical quark mass and to the quark condensate as a function of temperature. A critical temperature Tc in the range of 170–250 MeV is obtained. The relevance to heavy-ion collisions is discussed.

QUANTUM CHROMODYNAMICS: CRITICAL PHENOMENA
SYMMETRY: CHIRAL
QUARK: MASS
MASS: QUARK
QUARK: CONDENSATION
MODEL: SUPERCONDUCTIVITY
SUPERCONDUCTIVITY: MODEL
FIELD THEORY: FINITE TEMPERATURE
SCATTERING: HEAVY ION
HEAVY ION: SCATTERING

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