Magnetic confinement and the Linde problem
arXiv:1605.07060 · doi:10.1103/PhysRevD.96.096002
Abstract
Perturbation theory of thermodynamic potentials in QCD at is considered with the nonperturbative background vacuum taken into account. It is shown that the magnetic confinement in the QCD vacuum prevents the infrared catastrophe of the perturbation theory present in the case of the free vacuum (the "Linde problem"). A short discussion is given of the applicability of the nonperturbative formalism at large and of the relation with the HTL theory.The observation of A.D.Linde, that the terms contribute to the order is confirmed also with the account of the colormagnetic confinement, and it is shown that the latter makes these terms IR convergent, and summable. As a result one obtains the selfconsistent theory of the gluon plasma.
17 pages,1 figure,new references and discussions added
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Cited by in corpus (13)
- Field Correlator Method for the confinement in QCD
- Geometrically confined thermal field theory: Finite size corrections and phase transitions
- Thermodynamics of quark-gluon plasma at finite baryon density
- Nonperturbative QCD thermodynamics in the external magnetic field
- Effect of interactions on the topological expression for the chiral separation effect
- The speed of sound in QGP and SU(3) Yang-Mills theory
- Dense Quark-Gluon Plasma in strong magnetic fields
- Speed of sound, breaking of conformal limit and instabilities in quark-gluon plasma at finite baryon density
- Non-perturbative Suppression of Chiral Vortical Effect in Hot (s)QGP for Hyperons Spin Polarization in Heavy Ion Collisions
- Color screening in flux tubes and in the color Coulomb potential from the QCD Field Correlators
- The colormagnetic confinement in QCD
- The spatial string tension and the nonperturbative Debye mass from the Field Correlator Method
- Non-perturbative suppression of Chiral Effects in hot QGP for -hyperons spin polarization in heavy-ion collisions