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A New State of Matter at the Relativistic Heavy Ion Collider

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A New State of Matter at the

Relativistic Heavy Ion Collider?

Jane M. Burward-Hoy

Lawrence Livermore National Laboratory









Au-Au event in PHENIX Central Arms

Outline of Topics

• The Quark Gluon Plasma and “soft physics”

• The PHENIX Central Arm Spectrometers

– The Drift Chamber Detectors, Momentum

Reconstruction and Track Model

– The RICH Detector

• Data from the Drift Chamber and TOF

• Interpretation of the Data

• Conclusion

• Outlook

U. Heinz, PANIC 2002

The “Little Bang”

 (GeV/c)





Npart





Open symbols:

sNN = 130 GeV







Npart

• Mean pt increases with Npart and particle mass, indicative of radial expansion.

• Relative increase from peripheral to central greater for (anti)p than for , K.

• Systematic uncertainties:  10%, K 15%, and (anti-)p 14%

  

   ln tan  2

Total Hadron Multiplicities

PHENIX Preliminary



130 GeV









Npart









~ 5 GeV/fm3 (well over the threshold for a QGP)

PHENIX: PRL 86 (2001) 3500 STAR: PRL 87 (2001) 112303 PHOBOS: PRL 85 (2000) 3100

Towards Conclusions



• Energy density obtained is well over threshold

for QGP formation (charged yields)

HBT: Space-time Extent of the Source

(HBT = Hanbury-Brown and Twiss Interferometry)

x1,p1

S(x,p) ~ probability C(q)

particle emitted at x

with p ~ 1/R

1

Summing sources over

x2, p2 0

space-time x q

2



 S ( x, k )e d x

iq  x

q  p1  p2

4



C (k , q) ~ 1  2



 S ( x, k )d x

4



k   p1  p2 

1

2

LCMS-Frame, where pair moves with source in the

longitudinal direction : k = (kT, kL) = (kT, 0)

C(k,q) and Experimental Data

For the two-particle qT qs

correlation function: py 1



q vector is written in terms of kT

– Two transverse coordinates qo

(“out” and “side”)

2

– One longitudinal coordinate

(“long”), parallel to beam axis. px

Plane transverse to beam axis

3D Gaussian approximation is

assumed for the source

C2  1   exp R q 2 2

side side R q R

2 2

out out

2 2

q

long long 

kT Dependence of HBT Radii

Ro  R   

RSIDE 2 2

out s

RSIDE



Geometrical Source Size R

ROUT

RLONG Emission

Freeze-out time duration







Beam axis : R

LONG

Measure two-particle correlations in different windows.

Centrality is in top a

The observed kT dependence of fitted HBT radii indicate30%

radial expansion of the source

Towards Conclusions



• Energy density obtained is well over threshold

for QGP formation (charged yields)

• Radial Expansion of Source (mean Pt and kt

dependence of HBT radii)

Hydrodynamic Interpretation (QM02)



• The study uses the s  17GeV Eur. Phys. J. C 2 (1998) 661.

most recent PHENIX

data at 200 GeV.

• Measure the

characteristics of the

particle emitting

source from both

spectra and HBT radii

simultaneously.

• Inspired by the CERN Pb+Pb

NA49 measurement at

lower cm energies

Constraining the expansion parameters

from single and two-particle distributions.

A “Simple” Model for the Source

• Model by Wiedemann, Scotto, and Heinz , Phys. Rev. C 53, 918 (1996)

E. Schnedermann, J. Sollfrank, and U. Heinz, Phys. Rev. C 48, 2462 (1993)



• Fluid elements each in local thermal equilibrium move in space-time

with hydrodynamic expansion. r

No temperature gradients

z



• Boost invariance along collision axis z.

• Infinite extent along rapidity y = ½ ln(E + pz / E – pz).

• Cylindrical symmetry with radius r. t 0  t 2  z2

• Particle emission

Hyperbola of constant proper time 0

z

• Short emission duration

t = 2T/3

t() surface velocity T



Avoid contributions from hard processes

(mt-m0) 1.0 and Tfo 1.4 and Tfo > 100 MeV



• (R-contours not closed)

Using spectra information to constrain HBT fits…

From the spectra (systematic errors):

T = 0.7 ± 0.2 syst. Tfo = 110  23 syst. MeV

PHENIX Preliminary

Rs (fm) Ro (fm) RL (fm)



++









R = 9.6±0.2 fm Duration < 1 fm/c Freezout at 132 fm/c





• 10% central positive pion HBT radii (similar result for negative pion data).

• Systematic uncertainty in the data is 8.2% for Rs, 16.1% for Ro, 8.3% for RL.

Towards Conclusions



• Energy density obtained is well over threshold

for QGP formation (charged yields)

• Radial Expansion of Source (mean Pt and kt

dependence of HBT radii)

• Expansion stronger in Central Collisions

• HBT puzzle, NO consistent description of

spectra and radii

• Very short emission duration < 1fm/c

Conclusions

• Energy density obtained is well-over threshold for

QGP formation

• Explosive expansion due to large thermal pressure

• The hadron data at pT < 2 GeV are well described

by hydrodynamics and expansion can be

determined quantitatively

• Other soft physics measurements (elliptic flow)

suggest early thermalization time  < 1 fm/c

• The suppressed yield of high pT hadrons suggest a

strong energy loss of high-pT partons traveling

through the core (jets from surface are emitted).

• The space-time picture of the source is not well

understood, see comparison to the radii.

Outlook

• The upcoming run will begin in January.

• “Cold” nuclear matter will be created by colliding

deuteron and Au beams.

• Hadrons produced in cold matter will be studied

and compared to the hadrons produced in hot,

dense matter from the Au-Au collisions.

• The muon spectrometer arms will be used to

measure charm and the muon decay channel of

J/psi.

• Stay tuned for the formal announcement that we

have created a Quark Gluon Plasma in the

laboratory!

Suppressed Yield of Charged Hadrons at High pT





schematic view of jet production



hadrons

leading

particle





h+ + h- q





q









hadrons



leading

particle

Predictions from Hydrodynamics



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