Single parameter quasi-particle model for QGP

Abstract

We discuss a new single parameter quasi-particle model and study the thermodynamics of (2+1)-flavor quark gluon plasma (QGP). Our model with a single parameter explains remarkably well the lattice simulation results of Fodor et. al. Phys. Lett. B568, 73 (2003).

9 pages, 3 figures, article

References in corpus (3)

• Comments on quasiparticle models of quark-gluon plasma
• Self-consistent quasi-particle model for relativistic plasma
• The QCD Running Coupling at Finite Temperature and Density

Cited by in corpus (40)

• Three-loop HTLpt thermodynamics at finite temperature and chemical potential
• Effective description of hot QCD medium in strong magnetic field and longitudinal conductivity
• Transport coefficients of hot magnetized QCD matter beyond the lowest Landau level approximation
• Transport coefficients of a hot QCD medium and their relative significance in heavy-ion collisions
• Revisit to electrical and thermal conductivities, Lorenz number and Knudsen number in thermal QCD in a strong magnetic field
• Self-consistent quasiparticle model for 2, 3 and (2+1) flavor QGP
• Electromagnetic spectral function and dilepton rate in a hot magnetized QCD medium
• Thermal Relaxation, Electrical Conductivity and Charge Diffusion in a Hot QCD Medium
• Bulk viscosity of a hot QCD/QGP medium in strong magnetic field within relaxation-time approximation
• Shear viscosity $\eta$ to electrical conductivity ${\sigma }_{el}$ ratio for an anisotropic QGP
• Connecting neutron star observations to the high density equation of state of quasi-particle model
• Covariant kinetic theory for effective fugacity quasi particle model and first order transport coefficients for hot QCD matter
• Collective excitations of hot QCD medium in a quasi-particle description
• Dynamics of Hot QCD Matter -- Current Status and Developments
• Collective excitations of a hot anisotropic QCD medium with Bhatnagar-Gross-Krook collisional kernel within an effective description
• Transport properties of anisotropically expanding quark-gluon plasma within a quasi-particle model
• On the bulk viscosity of anisotropically expanding hot QCD plasma
• Glueballs and statistical mechanics of the gluon plasma
• Heavy quark dynamics in a hot magnetized QCD medium
• Electrical conductivity of a hot and dense QGP medium in a magnetic field
• A thermodynamically consistent quasi-particle model without temperature-dependent infinity of the vacuum zero point energy
• Thermodynamic Behaviour of Magnetized QGP within the Self-Consistent Quasiparticle Model
• Effect of magnetic field on the charge and thermal transport properties of hot and dense QCD matter
• A thermodynamically consistent quasi-particle model without density-dependent infinity of the vacuum zero point energy
• Momentum transport properties of a hot and dense QCD matter in a weak magnetic field
• Momentum and its affiliated transport coefficients for a hot QCD matter in a strong magnetic field
• Seebeck effect in a thermal QCD medium in the presence of strong magnetic field
• Three-loop HTLpt thermodynamics at finite temperature and chemical potential
• Thermomagnetic properties and Debye Screening for magnetized quark-gluon Plasma using the extended self-consistent quasiparticle model
• Viscous properties of hot and dense QCD matter in the presence of a magnetic field
• Cumulative effects of collision integral, strong magnetic field, and quasiparticle description on charge and heat transport in thermal QCD medium
• Chirality dependence in charge and heat transport in thermal QCD
• Thermoelectric response of a weakly magnetized thermal QCD medium
• Spectral functions of heavy quarkonia in a bulk-viscous quark gluon plasma
• A quasiparticle equation of state with a phenomenological critical point
• Thermoelectric response of a hot and weakly magnetized anisotropic QCD medium
• Baryon Number Fluctuations in Quasi-particle Model
• Landau's statistical mechanics for quasiparticle models
• Quantum statistical fluctuation of energy and its novel pseudo-gauge dependence
• Properties of the Free Energy Density Using the Principle of Maximum Conformality