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Collective Expansion in Relativistic Heavy Ion Collisions -- Search for the partonic EOS at RHIC

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Collective Expansion in Relativistic Heavy Ion Collisions -- Search for the partonic EOS at RHIC. Nu Xu Lawrence Berkeley National Laboratory. Many Thanks to Organizers! J. Castillo, X. Dong, H. Huang, H.G. Ritter, K. Schweda, P. Sorensen, Z. Xu. Outline. Introduction - PowerPoint PPT Presentation
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Wei Hai, China, 2004 Wei Hai, China, 2004 Nu Xu 1 / 34 //Talk/2004/07USTC04/NXU_USTC_8July04// Collective Expansion in Collective Expansion in Relativistic Heavy Ion Relativistic Heavy Ion Collisions Collisions -- Search for the partonic EOS at RHIC -- Search for the partonic EOS at RHIC Nu Xu Lawrence Berkeley National Laboratory Many Thanks to Organizers! Many Thanks to Organizers! J. Castillo, X. Dong, H. Huang, H.G. Ritter, K. Schweda, P. Sorensen, Z. Xu
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Page 1: Collective Expansion in  Relativistic Heavy Ion Collisions -- Search for the partonic EOS at RHIC

Wei Hai, China, 2004Wei Hai, China, 2004

Nu Xu 1 / 34

//Talk/2004/07USTC04/NXU_USTC_8July04//Collective Expansion inCollective Expansion in Relativistic Heavy Ion Collisions Relativistic Heavy Ion Collisions

-- Search for the partonic EOS at RHIC-- Search for the partonic EOS at RHIC

Nu Xu

Lawrence Berkeley National Laboratory

Many Thanks to Organizers!Many Thanks to Organizers!J. Castillo, X. Dong, H. Huang, H.G. Ritter, K. Schweda, P. Sorensen, Z. Xu

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Nu Xu 2 / 34

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OutlineOutline

Introduction

Energy loss - QCD at work

Bulk properties - ∂PQCD

- hadron spectra- elliptic flow v2

Summary and Outlook

http://www4.rcf.bnl.gov/brahms/WWW/brahms.html http://www.phobos.bnl.gov/ http://www.phenix.bnl.gov/ http://www.star.bnl.gov/

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PPhase diagram of strongly hase diagram of strongly interacting matterinteracting matter

CERN-SPS, RHIC, LHC: high temperature, low baryon density

AGS, GSI (SIS200): moderate temperature, high baryon density

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Study of Nuclear Collisions Like…Study of Nuclear Collisions Like…P.C. Sereno et al. Science, Nov. 13, 1298(1998). (Spinosaurid)

Bulk Bulk PropertiesProperties

High pHigh pTT - -

QCD probesQCD probes

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PCM & clust. hadronization

NFD

NFD & hadronic TM

PCM & hadronic TM

CYM & LGT

string & hadronic TM

High-energy Nuclear CollisionsHigh-energy Nuclear CollisionsS

. B

ass

Experimental approaches:

1) Energy loss - ‘jet-quenching’2) Elliptic flow - v2, radial flow3) Heavy flavor production, combination of 1) and 2)

Hadronization and Freeze-out

Initial conditions

(1) Initial condition in high-energy nuclear collisions(2) Cold-QCD-matter, small-x, high-parton density

- parton structures in nucleon / nucleus

Parton matter - QGP- The hot-QCD

Initial high Q2 interactions

(1) Hard scattering production - QCD prediction(2) Interactions with medium - deconfinement/thermalization(3) Initial parton density

time

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High-energy Nuclear CollisionsHigh-energy Nuclear Collisions

Initial Condition - initial scatterings - baryon transfer - ET production - parton dof

System Evolves - parton interaction - parton/hadron expansion

Bulk Freeze-out - hadron dof - interactions stop

jets

J/D

K, K*

p

d, HBT

elliptic flow velliptic flow v22

radial radial flowflowTT

Q2

time

partonic scatterings?early thermalization?

TTCC

TTchch

TTfofo

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Identify and study the properties of matter with partonic degrees of freedom.

Penetrating probes Bulk probes - direct photons, leptons - spectra, v1, v2 …

- “jets” and heavy flavor - partonic collectivity - fluctuations

jets - observed high pT hadrons (at RHIC, pT(min) > 3 GeV/c) collectivity - collective motion of observed hadrons, not necessarily reached

thermalization among them.

Physics Goals at RHIC

HydrodynamicFlow

CollectivityLocal

Thermalization=

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Collision Geometry

x

z

Non-central Collisions

Number of participants: number of incoming nucleons in the overlap regionNumber of binary collisions: number of inelastic nucleon-nucleon collisions

Charged particle multiplicity collision centralityReaction plane: x-z plane

Au + Au sNN = 200 GeV

beam

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Au + Au Collisions at RHICAu + Au Collisions at RHIC

STARSTAR

Central Event

(real-time Level 3)

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Charged Hadron Density19.6 GeV 130 GeV 200 GeV

Charged hadron pseudo-rapidity

1) High number of Nch indicates initial high density;2) Mid-y, Nch Npart nuclear collisions are not incoherent;3) Saturation model works

Initial high parton density at RHICPRL 85, 3100 (00); 91, 052303 (03); 88, 22302(02); 91,

052303 (03)

PHOBOS Collaboration

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Energy Loss in A+A Collisions

σddpd

ddpNd

TpR

TNN

TAA

AATAA /

/1)(

2

2

=

Nuclear Modification Factor:

back-to-back jets disappear

leading particle suppressed

p+p Au + Au

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Hadron Suppression at RHIC

Hadron suppression in more central Au+Au collisions!

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Jets Observation at RHIC

p+p collisions at RHICJet like events observed

Au+Au collisions at RHICJets?

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Suppression and Correlation

In central Au+Au collisions: hadrons are suppressed and back-to-back ‘jets’ are disappeared. Different from p+p and d+Au collisions.

Energy density at RHIC: > 5 GeV/fm3 ~ 300

Parton energy loss: Bjorken 1982(“Jet quenching”) Gyulassy & Wang 1992…

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Energy Loss and Equilibrium

Leading hadrons

Medium

In Au +Au collision at RHIC: - Suppression at the intermediate pT region - energy loss

- The energy loss leads to progressive equilibrium in Au+Au collisions STAR: nucl-ex/0404010

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Parton Energy Loss

(1) Measured spectra show evidence of suppression up to pT ~ 6 GeV/c; (2) Jet-like behavior observed in correlations: - hard scatterings in AA collisions

- disappearance of back-to-back correlations

“Partonic” Energy loss process leads to progressive equilibrium in the medium

Next step: fix the partonic Equation of State, bulk properties

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Pressure, Flow, …

ddσσ = dU + pdV = dU + pdV σ– entropy; p – pressure; U – energy; V – volume

= kBT, thermal energy per dof

In high-energy nuclear collisions, interaction among constituents and density distribution will lead to: pressure gradient pressure gradient collective flow collective flow

number of degrees of freedom (dof) Equation of State (EOS) No thermalization is needed – pressure gradient only depends on the density gradient and interactions. Space-time-momentum correlations!

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Transverse Flow Observables

As a function of particle mass:• Directed flow (v1) – early• Elliptic flow (v2) – early• Radial flow – integrated over whole evolution

Note on collectivity:1) Effect of collectivity is accumulative – final effect is the sum of all processes. 2) Thermalization is not needed to develop collectivity - pressure gradient depends on density gradient and interactions.

dNptdptdyd

= 12

dNptdptdy

1+ 2vi (cos i )i=1

∑⎡

⎣⎢

⎦⎥

pt = px2 +py

2 , mt = pt2 +m2

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Hadron Spectra From RHICHadron Spectra From RHICmid-rapidity, p+p and Au+Au collisions at 200 GeVmid-rapidity, p+p and Au+Au collisions at 200 GeV

ce nt ral ity5%

10-20%

20-40%

40-60%

60-80%

mT = pT2 + m2

Results from BRAHMS, PHENIX, and STAR experiments

(sss)(ssd)(usd)

(ss)

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Compare with Model Results

Model results fit to , K, p spectra well, but over predicted <pT> for multi-strange hadrons - Do they freeze-out earlier?

Phys. Rev. C69 034909 (04); Phys. Rev. Lett. 92, 112301(04); 92, 182301(04); P. Kolb et al., Phys. Rev. C67 044903(03)

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Thermal fits: Tfo vs. < >

1) 1) , , KK, and , and pp change change smoothly from peripheral smoothly from peripheral to central collisions.to central collisions.

2) At the most central2) At the most central collisions, <collisions, <TT> reaches> reaches

0.6c.0.6c.

3) Multi-strange particles 3) Multi-strange particles ,, are found at higher Tare found at higher Tfofo

(T~T(T~Tchch) and lower <) and lower <TT>>

Sensitive to early Sensitive to early partonic stage!partonic stage!

How about vHow about v22??

STAR: NPA715, 458c(03); PRL 92, 112301(04); 92, 182301(04).

200GeV Au + Au collisions200GeV Au + Au collisions

Chemical Freeze-out: inelastic interactions stopKinetic Freeze-out: elastic interactions stop

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y

x

py

px

coordinate-space-anisotropy momentum-space-anisotropy

Anisotropy Parameter vAnisotropy Parameter v22

=⟨y 2 − x 2⟩⟨y 2 + x 2⟩

v2 = cos2ϕ , ϕ = tan−1(pypx

)

Initial/final conditions, EoS, degrees of freedom

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v2 at Low pT

- At low pT, hydrodynamic model fits well for minimum bias events indicating early thermalization in Au+Au collisions at RHIC!- More theory work needed to understand details: such as centrality dependence of v2; consistency between spectra and v2 …

P. H

uo

vi ne

n, p

r ivate

com

mu

nica

t i on

s, 20

04

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v2 at All pT

v2, the spectra of multi-strange hadrons, and thescaling of the number ofconstituent quarks

Partonic collectivity has been attained at RHIC! Deconfinement, model dependently, has been attained at RHIC!

Next question is thethermalization of lightflavors at RHIC:- v2 of charm hadrons- J/ distributions !!

PHENIX: PRL91, 182301(03) STAR: PRL92, 052302(04)Models: R. Fries et al, PRC68, 044902(03), Hwa, nucl-th/0406072

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Nuclear Modification Factor

)/(

)/()(

2

2

dydpNNd

dydpNNdpR

Tperipheralbinary

peripheral

Tcentralbinary

central

TCP = 1) Baryon vs. meson effect!

2) Hadronization via coalescence

3) Parton thermalization (model) - (K0, ): PRL92, 052303(04); NPA715, 466c(03); - R. Fries et al, PRC68, 044902(03)

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Bulk Freeze-out Systematics

The additional increase in T is likely due to partonic pressureat RHIC.

1) v2 self-quenching, hydrodynamic model works at low pT

2) Multi-strange hadron freeze-out earlier, Tfo~ Tch

3) Multi-strang hadron show strong v2

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Partonic Collectivity at RHIC

1) Copiously produced hadrons freeze-out: Tfo = 100 MeV, T = 0.6 (c) > T(SPS)

2)* Multi-strange hadrons freeze-out: Tfo = 160-170 MeV (~ Tch), T = 0.4 (c)

3)** Multi-strange v2: Multi-strange hadrons and flow!

4)*** Constituent Quark scaling: Seems to work for v2 and RAA (RCP)

Partonic (u,d,s) collectivity at RHIC!

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Summary & OutlookSummary & Outlook

(1) Charged multiplicity - high initial density

(2) Parton energy loss - QCD at work

(3) Collectivity - pressure gradient ∂PQCD

Deconfinement and Partonic collectivity

Open issues - partonic (u,d,s) thermalization - heavy flavor v2 and spectra - di-lepton and thermal photon spectra

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Equation of State

∂μTμν = 0

∂μ jμ = 0 j μ (x) = n(x)uμ (x)

T μν = ε(x) + p(x)[ ]uμuν − gμν ∗p(x)

Equation of state:

- EOS I : relativistic ideal gas: p = /3- EOS H: resonance gas: p ~ /6- EOS Q: Maxwell construction:

Tcrit= 165 MeV, B1/4 = 0.23 GeV

lat=1.15 GeV/fm3

P. Kolb et al., Phys. Rev. C62, 054909 (2000).

With given degrees of freedom, the EOS - the system response to the changes of the thermal condition - is fixed by its p and T or .

Energy density GeV/fm3

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CERN-SPS, RHIC, LHC: high temperature, low baryon density

AGS, GSI (SIS200): moderate temperature, high baryon density

PPhase diagram of strongly hase diagram of strongly interacting matterinteracting matter

GSIGSI

RHICRHICLHCLHC

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RHIC @ Brookhaven National LaboratoryRHIC @ Brookhaven National Laboratory

h

STAR

PHENIX

PHOBOS

BRAHMS

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Experiments @ LHCExperiments @ LHC

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ALICE: dedicated HI experimentCMS: pp experiment with HI program

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Structure of Nuclei far from Stability

Antiproton storage ring:Hadron Spectroscopy

Compressed Baryonic Matter

Ion and Laser Induced Plasmas:

High Energy Density in Matter

Key features: Intense, high-quality secondary beams of rare isotopes and antiprotons

2012: first beam$$$$: ~ 109 Euro

International Accelerator Facility forBeams of Ions and Antiprotons at Darmstadt

Polarized anti-proton proton collisions, nucleon structure

SIS 100 Tm

SIS 200 (250) Tm

23 (29) AGeV U

60 (75) GeV p


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