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Recent Results from STAR James Dunlop Brookhaven National Laboratory 9/11/2009 1 John Cramer Celebration
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Page 1: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Recent Results from STAR

James Dunlop Brookhaven National Laboratory

9/11/2009 1 John Cramer Celebration

Page 2: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

STAR: The Beginning

9/11/2009 John Cramer Celebration 2

Page 3: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Heavy Flavor Tracker (2013)

Tracking: TPC

Forward Gem Tracker (2011)

Electromagnetic Calorimetry:

BEMC+EEMC+FMS (-1 ≤ ≤ 4)

Particle ID: TOF

Full azimuthal particle identification over a broad range in pseudorapidity

STAR: A Correlation Machine

9/11/2009 John Cramer Celebration 3

Page 4: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Correlations

•  WMAP: 10-5 level –  One sample –  Only photons –  Well-defined separation of

sources

•  RHIC: 10-1 to 10-3 level –  Multiple samples –  Multiple probes –  Separation of sources still under

active investigation

9/11/2009 4 John Cramer Celebration

Page 5: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

6

]2 [GeV/cTm0.2 0.3 0.4 0.50.8

1

1.2

0.8

1

1.2

side / R

outR

]2 [GeV/cTm0.2 0.3 0.4 0.5

[fm

]lo

ngR

2

4

60.2 0.3 0.4 0.5

2

4

6

2

4

6

[fm]

sideR

0.2 0.3 0.4 0.5

[fm

]ou

tR

2

4

6

62.4 GeV Au+Au)-! + +!(

0.2 0.3 0.4 0.5

0.3

0.4

0.5

0.6

0.3

0.4

0.5

0.6

"

62.4 GeV Au+Au)-! + +!(

62.4 GeV Au+Au)-! + +!(

62.4 GeV Au+Au)-! + +!(

62.4 GeV Au+Au)-! + +!(

62.4 GeV Au+Au)-! + +!(

0 - 5%5 - 10%10 - 20%20 - 30%

30 - 50%50 - 80%

0 - 5%5 - 10%10 - 20%20 - 30%

30 - 50%50 - 80%

0 - 5%5 - 10%10 - 20%20 - 30%

30 - 50%50 - 80%

0 - 5%5 - 10%10 - 20%20 - 30%

30 - 50%50 - 80%

0 - 5%5 - 10%10 - 20%20 - 30%

30 - 50%50 - 80%

0 - 5%5 - 10%10 - 20%20 - 30%

30 - 50%50 - 80%

FIG. 1: (Color Online) The femtoscopic parameters vs. mT

for 6 di!erent centralities for Au+Au collisions at!

sNN =62.4 GeV. Only statistical errors are shown. The estimatedsystematic errors are less than 10% for Rout, Rside, Rlong, !

in all centrality and kT bins.

)2 (GeV/cTm0.2 0.3 0.4 0.5

0.2 0.3 0.4 0.5

0.8

1

1.2

0.8

1

1.2

side / R

outR

)2 (GeV/cTm0.2 0.3 0.4 0.5

0.2 0.3 0.4 0.5

[fm

]lo

ngR

4

5

6

7 0.2 0.3 0.4 0.5

0.2 0.3 0.4 0.5

4

5

6

4

5

6

[fm]

sideR

0.2 0.3 0.4 0.5

[fm

]ou

tR

4

5

60.2 0.3 0.4 0.5

0.3

0.4

0.5

0.3

0.4

0.5

"

200 GeV Au+Au [0-5]%)-! + +! (

62.4 GeV Au+Au [0-5]%)-! + +! (

FIG. 2: (Color Online) The comparison of femtoscopic mea-surements of Au+Au collisions at

!sNN = 200 GeV and 62.4

GeV for 0-5% most central events. Only statistical errors areshown for Au+Au collisions at

!sNN = 62.4 GeV. The es-

timated systematic errors for Au+Au collisions at!

sNN =62.4 GeV are less than 10% for Rout, Rside, Rlong, ! in 0-5%most central events and all kT bins. The 200 GeV results arefrom [17].

[GeV]NNs1 10 210

side

/Rou

tR 1

1.5

1

1.5

[fm

]lo

ngR

4

5

6

7

4

5

6

7

[fm]

side

R

4

5

6

7

4

5

6

7

[fm

]ou

tR

4

6

8

10

4

6

8

10E895NA49

E866 CERES NA44WA98 PHOBOS STAR

FIG. 3: (Color Online) The energy dependence of femto-scopic parameters for AGS, SPS and RHIC from Refs. [14,17, 50, 51, 52, 53, 54, 55, 56, 57]. Energy dependences ofpion femtoscopic parameters for central Au+Au, Pb+Pb andPb+Au collisions are shown for mid-rapidity and "kT # $ 0.2-0.3 GeV/c. Error bars on NA44, NA49, CERES, PHOBOSand STAR results at

!sNN = 130 and 200 GeV include sys-

tematic uncertainties; error bars on other results are statisti-cal only. Only statistical errors are shown for Au+Au colli-sions at

!sNN = 62.4 GeV; the estimated systematic errors

are less than 10% for Rout, Rside, Rlong. The PHOBOS resultsfrom [50] for

!sNN = 62.4 and 200 GeV are slightly shifted

horizontally for visual clarity.

parameter increases with mT. Such behavior is consis-tent with our previous measurements at

!sNN = 200

GeV [17]. The increase of parameter ! with mT is due tothe decreasing contribution of pions produced from long-lived resonance decays at higher transverse momenta.For comparison, in Fig. 2 we show the results for Au+Aucollisions at

!sNN = 62.4 GeV and 200 GeV for the most

central collisions. We observe that the Rout values aresimilar for both cases, but there are di!erences betweenthe values of Rside and Rlong. The Rout/Rside ratio de-creases with increasing mT, but the values are higher for!

sNN = 62.4 GeV than for!

sNN = 200 GeV.

The observed dependences of the three femtoscopicradii are qualitatively consistent with models with col-lective flow [40, 41, 42]. Collective expansion resultsin position-momentum correlations in both transverseand longitudinal directions. In an expanding source

Hanbury-Brown Twiss Correlations

•  25 years of study have led to smooth systematics •  Smoothness still extremely “puzzling”

–  Competition of many small factors? Pratt –  Distorted Wave Emission Functions? Cramer and Miller, nucl-th/0507004

9/11/2009 5 John Cramer Celebration

STAR: arXiv:0903.1296

10

)!/dch

(dN0 200 400 600

]3 [f

mlo

ngR

side

Rou

tR

0

50

100

150

200

0 200 400 600

]3 [f

mlo

ngR

2 side

R 50

100

150

200200 GeV Cu+Cu62.4 GeV Cu+Cu200 GeV Au+Au62.4 GeV Au+Au

< 0.25 GeV/cT0.15 < k

FIG. 11: (Color Online) Pion freeze-out volume estimates asa function of charged particle multiplicity density for Au+Auand Cu+Cu collisions. Only statistical errors are shown forAu+Au collisions at

!sNN = 62.4 GeV and Cu+Cu collisions

at!

sNN = 62.4 and 200 GeV. The estimated systematic er-rors for Au+Au collisions at

!sNN = 62.4 GeV and Cu+Cu

collisions at!

sNN = 62.4 and 200 GeV are less than 10% forRout, Rside, Rlong in all centrality and kT bins. The 200 GeVAu+Au collision results are from [17]. The lines in each panelrepresent linear fits to the data.

creases, and second, in the SPS and RHIC energy regimeswhere a monotonic increase is observed.

A detailed description of this non-trivial behavior wassuggested in [66] based on the hypothesis of constantmean free path length of pions at freeze-out. The expla-nation provided in [66] defines the pion mean free pathlength, !f , as:

!f =1

"f#=

Vf

N#, (4)

where "f is the freeze-out density and # is the totalcross-section for pions to interact with the surroundingmedium. The freeze-out density can be expressed as thenumber of particles N in the estimated freeze-out vol-ume Vf , divided by Vf , resulting in the second expressionin Eq. (4). The denominator, N#, can be expanded asthe sum of the pion-pion and pion-nucleon contributions.At AGS energies the pion-nucleon term dominates sincethe pion-nucleon cross-section is larger than the pion-pion cross-section. Also, the number of nucleons at theselower energies at mid-rapidity exceeds the number of pi-ons. Hence, a decrease in the number of mid-rapiditynucleons leads to a decrease in the observed freeze-outvolume (Vf ) as a function of

!sNN. At SPS and RHIC

energies the pion-pion term dominates the denominatorin Eq. (4) due to copious pion production leading to anincrease in the observed Vf .

Based on this interpretation we expect the volume es-timates in the pion dominated RHIC regime to show a

1/3)!/dch

(dN4 6 8

[fm

]lo

ngR

0

2

4

64 6 8

[fm

]si

deR 2

4

6200 GeV Cu+Cu62.4 GeV Cu+Cu200 GeV Au+Au62.4 GeV Au+Au

< 0.25 GeV/cT0.15 < k

4 6 8

[fm

]ou

tR 2

4

6

FIG. 12: (Color Online) The pion source radii dependences oncharged particle multiplicity density for Au+Au and Cu+Cucollisions. Only statistical errors are shown for Au+Au col-lisions at

!sNN = 62.4 GeV and Cu+Cu collisions at

!sNN

= 62.4 and 200 GeV. The estimated systematic errors forAu+Au collisions at

!sNN = 62.4 GeV and Cu+Cu collisions

at!

sNN = 62.4 and 200 GeV are less than 10% for Rout, Rside,Rlong in all centrality and kT bins. The 200 GeV Au+Au col-lision results are from [17]. The lines represent linear fits tothe data.

linear dependence on charged particle multiplicity. InFig. 10 freeze-out volume estimates (using Eqs. (3a) and(3b)) are shown as a function of the number of par-ticipants (left panels) and charged particle multiplicity(right panels) for Au+Au collisions at

!sNN = 62.4 and

200 GeV. The predicted linear increase with charged par-ticle multiplicity is observed. Estimated freeze-out vol-umes for Au+Au collisions at the same centralities in-crease with collision energy indicating that Npart is not asuitable scaling variable in this case. On the other hand,charged particle multiplicity provides better scaling prop-erties.

Additional estimates of freeze-out volume dependenceson charged particle multiplicity are presented in Fig. 11for both the Au+Au and Cu+Cu results at

!sNN = 62.4

and 200 GeV. Both freeze-out volume estimates for thefour collision systems show an approximate, common lin-ear dependence on charged particle multiplicity. The lin-ear dependences of femtoscopic radii on (dNch/d$)1/3 forAu+Au and Cu+Cu collisions at

!sNN = 62.4 and 200

GeV are shown in Fig. 12. The above common, lineardependences [8] are consistent with the assumption of auniversal pion mean-free-path length at freeze-out [66].

Page 6: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

LHC

1st order: HBT vs Reaction Plane

Non-monotonic behavior would indicate a softest point: 1st order

9/11/2009 John Cramer Celebration 6

CERES STAR

RHIC Scan

Page 7: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

The Promise of Jet Tomography

•  Simplest way to establish the properties of a system –  Calibrated probe –  Calibrated interaction –  Suppression pattern tells about density profile

•  Heavy ion collisions –  Hard processes serve as calibrated probe –  Suppression provides density measure

+

= 9/11/2009 7 John Cramer Celebration

Page 8: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Application to Heavy Ion Collisions: Initial Results

Strong suppression in Au+Au collisions, no suppresion in d+Au: Effect is due to interactions between the probe and the medium

Established use as a probe of the density of the medium Conclusion (at the time): medium is dense (50-100x nuclear matter density)

PHENIX: Phys. Rev. Lett. 91 (2003) 072301

STAR: Phys. Rev. Lett. 91 (2003) 072304

PHOBOS: Phys. Rev. Lett. 91 (2003) 072302

BRAHMS: Phys. Rev. Lett. 91 (2003) 072303 ησηddpdTddpNdpRT

NNAA

TAA

TAA //)( 2

2

=

Binary collision scaling p+p reference

9/11/2009 8 John Cramer Celebration

Page 9: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Where does the energy go? •  Lower the associated pT to search for

radiated energy •  Additional energy at low pT BUT no longer

collimated into jets Active area: additional handles on the properties of the medium?

Mach shocks, Cherenkov cones … e.g. Renk and Ruppert, Phys. Rev. C 73 (2006) 011901

OR: an issue in technique? v2 subtraction

PHENIX preliminary

Leading hadrons

Medium away

near

M. Horner, QM2006 STAR, Phys. Rev. Lett. 95 (2005) 152301 pT (GeV/c)

AA

/pp

STAR preliminary

0-12% 200 GeV Au+Au

9/11/2009 9 John Cramer Celebration

Page 10: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

The Ridge: Dh-Df Correlations Phys. Rev. C73 (2006) 064907

mid-central Au+Au pt < 2 GeV

d+Au, 40-100% Au+Au, 0-5%

3 < pT(trig) < 6 GeV 2 < pT(assoc) < pT(trig)

0.8< pt < 4 GeV STAR PRC 75(2007) 034901

Dr/√r r

ef

•  In Au+Au: broadening of the near-side correlation in

•  Seen in multiple analyses –  Number correlations at low pT

•  PRC73 (2006) 064907 –  PT correlations at low pT, for

multiple energies •  Major source of pT fluctuations •  J. Phys. G 32, L37 (2006) •  J. Phys. G 34, 451 (2007)

–  Number correlations at intermediate pT

•  PRC 75, 034901 (2007) –  Number correlations with trigger particles up to 8 GeV/c

ArXiv:0909.0191v1

Physical origin still not definitively established

9/11/2009 10 John Cramer Celebration

Page 11: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Luminosity progression to the fb-1 era

9/11/2009 11 John Cramer Celebration

26 nb-1*197*197 = 1 fb-1 pp equivalent

Stochastic cooling: order of magnitude increase in luminosity for rare probes

Page 12: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Mechanisms for Energy Loss

•  QED: different momenta, different mechanisms •  Just beginning the exploration of this space in QCD

Bremsstrahlung Radiative dE/dx

“Passage of Particles through Matter”, Particle Data Book

9/11/2009 12 John Cramer Celebration

Page 13: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

9/11/2009 John Cramer Celebration 13

g-Jet: Golden Probe of QCD Energy Loss

•  g emerges unscathed from the medium –  Probes deeply into the medium: different surface bias from hadron, dihadron –  Fully reconstructed kinematics: measure real fragmentation function D(z)

g

h

Page 14: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

9/11/2009 John Cramer Celebration 14

γ-Jet: RHIC is clean

RHIC: Clean separation of g from p0 for pT>~10 GeV Fragmentation contribution also expected to be small

W.Vogelsang NLO RHIC II L= 20nb-1 LHC: 1 month run

p0 suppression at RHIC & LHC

Page 15: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

γ-Hadron Correlations: First Peek

Both STAR and PHENIX have made first measurements in both Au+Au and p+p

9/11/2009 John Cramer Celebration 15

PHENIX: arXiv:0903.3399 STAR: Hamed, QM2009

Page 16: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

γ-Hadron Correlations: need for precision

9/11/2009 John Cramer Celebration 16

A. Hamed, QM2008, J.Phys.G35:104120,2008

Projection for Eγ>15 GeV, 4< pTassoc< 6 GeV

•  First measurements made –  Agree with theory within uncertainties –  Higher precision needed

•  Major progress possible in coming years with RHIC II

T. Renk, Phys. Rev. C74 (2006) 034906

Page 17: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Jets

Jet reconstruction: another way to constrain hard kinematics Positive: large cross-section, so large pT reach Negative: large backgrounds, limited E resolution

9/11/2009 John Cramer Celebration 17

h

Page 18: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Jets in Au+Au: Results so Far

Beginning results from 2007 indicative, but in no way final word Beginning application of FastJet… to handle large background

Orders of magnitude more luminosity available by Run 14 Issue: effective triggers to sample luminosity w/o physics bias

9/11/2009 John Cramer Celebration 18

PHENIX, Quark Matter 2009 STAR, Quark Matter 2009

Page 19: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

6

Au+Au

RAA [8.5,11.5] < 0.64 at 90% C.L.

Mike Leitch - PHENIX QM09

6

p+p Au+Au

N[8.5,11.5] 10.5(+3.7/-3.6) 11.7(+4.7/-4.6)

NJ/!

2653 ±70±345 4166 ±442(+187/-304)

RAA

(J/!) --- 0.425 ±0.025±0.072

Upsilon suppressed in Au+Au!

Quarkonium: Upsilon

Sequential dissociation of quarkonia to measure energy density of plasma Both STAR and PHENIX have made first measurements

PHENIX: (1S+2S+3S) RAA<0.64 at 90% CL; need to separate states

RHIC

Proof of principle: STAR p+p 2006 Upsilon(1S+2S+3S)→e+e-

9/11/2009 19 John Cramer Celebration

Page 20: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Quarkonium in the fb-1 era: Upsilon

Sequential dissociation of quarkonia to measure energy density of plasma Good start, but needs full luminosity of RHIC II to be definitive

RHIC

Proof of principle: STAR p+p 2006 Upsilon(1S+2S+3S)→e+e-

9/11/2009 20 John Cramer Celebration

Page 21: Recent Results from STAR - Physicslisa/CramerSymposium/talks/Dunlop.pdfnation provided in [66] defines the pion mean free path length, λ f, as: λ f = 1 ρ f σ = V f Nσ, (4) where

Summary

•  STAR has evolved into the best machine in the world for correlation studies in heavy ion collisions

•  Unresolved issues and opportunities in correlations –  Is there a probe-able region that has a 1st order Phase Transition?

•  Hanbury-Brown Twiss correlations vs Reaction Plane and the Energy Scan •  More in the next talk..

–  What is the physical origin of the ridge? •  Particle Identification with TOF

–  What is the detailed mechanism for energy loss? •  γ-hadron correlations, full jet reconstruction, and heavy flavor with

luminosity and detector upgrades

9/11/2009 John Cramer Celebration 21


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