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Dynamics of a microcosm: parton transport and the Quark-Gluon Plasma

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Presentation on theme: "Dynamics of a microcosm: parton transport and the Quark-Gluon Plasma"— Presentation transcript:

1 Dynamics of a microcosm: parton transport and the Quark-Gluon Plasma
Bin Zhang Arkansas State University International Workshop on Nuclear Dynamics and Thermodynamics College Station, Texas, USA, August 19 – 22, 2013 Introduction Pressure anisotropy and kinetic equilibration Transverse energy fluctuations Summary and discussions Work supported by the U.S. National Science Foundation under Grant No. PHY

2 Relativistic heavy ion collisions
z y O Highly Lorentz contracted nuclei Hot and dense nuclear matter z t A, Eb , b prodution thermalization Quark-Gluon Plasma phase transition hadron gas freeze-out x y O b s Centrality described by b, Npart , Ncoll

3 Longitudinal to transverse pressure ratio
Lines (points): exponential (condensate) initial conditions competition between expansion and equilibration common asymptotic evolution more isotropization with inelastic processes not sensitive to initial momentum distribution with inelastic processes Plopt1b3a.eps (kamer4)

4 Exact matrix element for gg↔ggg
Propagators regulated by μ2 When αs=0.47, μ2=10 fm-2, s=4 GeV2, σ22=0.312 fm2, and σ23= fm2. σ23/σ22 ~ < 0.5 When αs=0.4, T=0.524 GeV, (preliminary) <σ23>23/<σ22>22~57%, <σ23>/<σ22>~17%, w23/w22~12%.

5 Transverse energy production
A.K. Chaudhuri, Phys. Rev. C 47, 2875 (1993)

6 Work distribution and ET distribution
Non-relativistic work magnitude distribution is a gamma distribution. Jarzynski equality and the second law. Crooks theorem. extreme relativistic work magnitude distribution is also a gamma distribution. ordering of averages

7 Work distribution and ET distribution
non-relativistic shape 3N/2, extreme relativistic shape 3N scale parameter |ΔT| transverse energy distribution is also a gamma distribution. transverse energy shape ({3N/2, 3N}) depends on mass transverse energy scale parameter {2/3, π/4}T1 is sensitive to freeze-out and mass.

8 Summary and discussions
Elastic collisions may be more important in thermalization than expected. Exact and Gunion-Bertsch can have big differences. Specific shear viscosity may be larger than the quantum limit. {Work magnitude, transverse energy} distribution is a gamma distribution for non-relativistic and extreme relativistic gases. The transverse energy shape is sensitive to mass and scale is determined by the freeze-out. Numerical studies necessary to sort out changing particle contents, transverse expansion, differential freeze-out, etc.


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