Holographic Thermalization Irina Aref'eva Steklov Mathematical Institute, RAN, Moscow International Conference on Physics “In Search of Fundamental Symmetries”

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Presentation transcript:

Holographic Thermalization Irina Aref'eva Steklov Mathematical Institute, RAN, Moscow International Conference on Physics “In Search of Fundamental Symmetries” dedicated to the 90-th birthday anniversary of Yuri Victorovich Novozhilov

Thermalization of QFT in Minkowski D-dim space- time Black Hole formation in Anti de Sitter (D+1)-dim space-time Hologhraphic thermalization

Models of BH creation in D=5 and their relations with HIC in D=4 Main idea: make some perturbation S of AdS metric that near the boundary “mimic” the mater (heavy ions) collisions and see what happens. AdS/CFT correspondence perturbationS of AdS 4-dim of colliding matter

Models: 1) shock waves collision in AdS 2) infalling shell How to “mimic” the heavy ions collision Hologhraphic thermalization

Thermalization time Multiplicity Physical quantities that we expect to get: Black hole formation time Entropy D=5 AdS D=4 Minkowski Hologhraphic thermalization

Thermalization time Experimental data (just estimations) Holographic estimations Position of horizon ~ size of the trapped surface Bjorken, 1983 d

Multiplicity Plot from: ATLAS Collaboration Experimental data PbPb pp:

The black hole entropy can be estimated by trapped surface area Gubser, Pufu, Yarom, JHEP, 2009 Alvarez-Gaume at al PLB, 2009 IA, Bagrov, Guseva, JHEP, 2009 Kiritsis, Taliotis, JHEP, 2011 Multiplicity as entropy D=4. Macroscopic theory of high-energy collisions Landau(1953); Fermi(1950) thermodynamics, hydrodynamics, kinetic theory, … Multiplicity as entropy D=5. Holographic approach Main conjecture: multiplicity ~ entropy of produced D=5 Black Hole Gubser et al:

Nucleus collision in AdS/CFT The metric of two shock waves in AdS corresponding to collision of two ultrarelativistic nucleus in 4D

Multiplicity: Hologhrapic formula vs experimental data

Gursoy, Kiritsis, Nitti IHQCD Search for models with suitable entropy Metric with modified b-factor Reproduces 2-loops QCD beta-function Reproduce an asymptotically-linear glueball spectrum

Shock wave metric with modified b-factor Search for models with suitable entropy Kiritsis, Taliotis, JHEP(2012) Typical behavour not 0.15

Shock walls collision with modified by b-factor I. A., E.Pozdeeva,T.Pozdeeva (2013,2014) Description of HIC by the wall-wall shock wave collisions S. Lin, E. Shuryak, I. A., Bagrov and E.Pozdeeva, JHEP(2012) w S points ~s walls

Power-law b-factor S walls = The multiplicity depends as s 0.15 NN in the range GeV Power-law b-factor coinsides with experimental data at a≈0.47. Price: non standard kinetic term !? We consider

AdS with soft-wall x[fm] O. Andreev and V. Zakharov hep-ph/ R.Galow at al, S.He, M.Huang, Q.Yan Multiplicity vs quark potential Coulomb term Confinement linear potential Question: can we fit this background with other data?

Multiplicity vs quark potential AdS 5 Soft/hard wall Interpolating geometry?

Multiplicity and quark potential with D.Ageev arXiv:

Multiplicity and quark potential Trapped surface Pack the trapped surface in the interval Estimation of the termalization time Small energies!

Anisotropy after thermalization In the past: it has been claimed that the pre- equilibrium period can only exist for up to 1 fm/c and after that, the QGP becomes isotropic Now: corrections to ideal isotropic behavior even at times ~2 fm/c

Anisotropy after thermalization Experimental evidence for anisotropies: jet quenching, changes in R-mod.factor, photon and dilepton,yields, QGP is anisotropic for a short time after collision The time of locally isotropization is about This gives a reason to consider BH formation in anizotropic background

Multiplicity with anisotropic Lifshitz background IA, A. Golubtsova arXiv: Shock wave Solves E.O.M. if

Multiplicity with anisotropic Lifshitz background Domain wall

Multiplicity with anisotropic Lifshitz background Colliding Domain Walls To get

Conclusion Formation of QGP of 4-dim QCD  BH formation in 5-dim b-factor that fits experimental data: BH formation in Lif.-like 5-dim models BH formation in flow from AdS to Lif (work in progress) 1) Multiplicity 2) Cornell qq-potential BH formation in isotropic 5-dim models (AdS, b-factor)