qcd phase diagram in polyakov-njl model
DESCRIPTION
Workshop on RHIC Physics and CSR Physics at Weihai. QCD Phase Diagram in Polyakov-NJL Model. Wei-jie Fu ITP, Chinese Academy of Science August 11, 2009. Outline. Introduction The PNJL Model Numerical Results Inhomogeneous Phases Summary. Introduction. - PowerPoint PPT PresentationTRANSCRIPT
QCD Phase Diagram in Polyakov-NJL Model
Wei-jie Fu
ITP, Chinese Academy of Science
August 11, 2009
Workshop on RHIC Physics and CSR Physics at Weihai
Introduction
A semiquantitative QCD phase diagram
In term of temperature and density (chemical potential)
Experiments and observations: RHIC (temperature), Compact stars (density).
The Frontiers of Nuclear Science, A Long Range Plan 2007
QCD critical point
Phenomenological Models
Lattice Simulations
1. Reweighting2. Imaginary ch
emical potential
3.Taylor expansion
4…….
M. A. Stephanov, PoS, LAT2006, 024, 2006
is the Polyakov-loop effective potential, which is as function of the Polyakov-loop
Two kinds of Polyakov-loop effective potential
and
The other is
and
The Polyakov-loop effective potential as function of the real part and the imaginary part of the Polyakov-loop at two values of the temperature:
Phase Diagram (Effects of Flavor-mixing and Quark Current Mass)
Wei-jie Fu, Zhao Zhang, Yu-xin Liu., PRD. 77, 014006, 2008
Mesonic Excitations at Finite Temperature
Schematic representation of the effective interaction for the pseudoscalar modes in the RPA.
Goldberger-Treiman( GT) relation on the quark level at finite temperature:
Gell-Mann--Oakes--Renner ( GOR) relation at finite temperature:
Summary
The QCD phase diagram is calculated in the 2+1 flavor PNJL model. We have also investigated the dependence of the location of the QCD critical point on the strength of the ’t Hooft flavor-mixing interaction and the current mass of strange quarks.
Mesonic excitations is studied in the PNJL model. We find that the effect of color confinement screens the effect of temperature below the critical temperature.
Could the Polyakov dynamics affect the inhomogeneous phases, and how?
Thank you !