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An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026...

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The future of heavy-ion collisions at and Peter Jones University of Birmingham (and for the STAR collaboration) New opportunities in high temperature QCD 1. Hard scattering and the Quark-Gluon Plasma (QGP) 2. Gluon saturation and the Colour Glass Condensate (CGC) STAR ? II II II
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Page 1: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

The future of heavy-ion collisions atand

Peter Jones

University of Birmingham

(and for the STAR collaboration)

New opportunities in high temperature QCD

1. Hard scattering and the Quark-Gluon Plasma (QGP)2. Gluon saturation and the Colour Glass Condensate (CGC)

STAR

?

IIIIII

Page 2: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

2P.G. Jones, QCD Workshop, 3-4 March, 2005.

Quark deconfinement and the QGP• Expectations for a new state of matter in RHI collisions

– QCD is an asymptotically free theory.

– Charges are screened in a dense medium → Debye screening.

– Estimates of critical parameters from Lattice QCD calculations.

εc ~ 1 GeV/fm3, Tc ~ 170 MeV 2-flavour QCD

V = −αs (r)

rexp

−r

rD

⎝ ⎜

⎠ ⎟ where rD ∝

1

n3

V = −αs(r)

r+ kr αs(r) → 0 as r → 0

F. Karsch, hep-ph/0103314

Compression + Heating Quark-Gluon Plasma

limit

high T, ρ

Page 3: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

3P.G. Jones, QCD Workshop, 3-4 March, 2005.

The space-time collision picture

a) Without QGP b) With QGP

Hadron gas

Mixed phase ?Hadron gas

Parton formation and thermalisation

Hadron formation

t

z

π, K, N, …π, K, N, …

τf

τf

τ0 = τh

τ(εH)

τ(εQ)

QGP

A A

τ0 = τq

τ = t2 − z2

Hadron formation time

Define ‘proper’ time =

This is what the detectors “see”

Light-cone trajectory

Page 4: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

4P.G. Jones, QCD Workshop, 3-4 March, 2005.

Exploring the nuclear phase diagramT

empe

ratu

re

net-baryon density

nucleinucleon gas

hadron gas

Early universe

Neutron stars

quark-gluon plasma

critical point ?Tc

ρ0

The possible phases of nuclear matter

1st order?

Heavy Ion Collisions?

Page 5: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

5P.G. Jones, QCD Workshop, 3-4 March, 2005.

Experimental facilities

Facility BeamBeam Energy

(GeV/A)CMS Energy

s

AGS 28Si 14.6 5.4

197Au 11.6 4.8

SPS 16O 200 19

32S 200 19208Pb 158 17

RHIC 197Au 100 200

LHC 208Pb 3000 6000

2000

2007

1986

1987

1994

1986

1994

AGS Alternating Gradient Synchrotron (BNL)SPS Super Proton Synchrotron (CERN)RHIC Relativistic Heavy-Ion Collider (BNL)LHC Large Hadron Collider (CERN)

Page 6: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

6P.G. Jones, QCD Workshop, 3-4 March, 2005.

Relativistic Heavy Ion Collider (RHIC)

RHIC BRAHMSPHOBOS

PHENIXSTAR

AGS

TANDEMS

Long Island, NY

p-LINAC

Page 7: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

7P.G. Jones, QCD Workshop, 3-4 March, 2005.

RHIC capabilities and RHIC II• RHIC I

– pp, dA, AA collisions (√sNN = 200 GeV)– Polarised pp collisions (√sNN = 500 GeV)

– Design luminosity L0 = 2 × 1026 cm–2 s–1 (ions)– Current performance L = 2 L0

– ∫ L dt per RHIC year (20 wks) ~ 2–3 nb–1

• RHIC II– Luminosity upgrade L = 40 L0

– Focus on rare probes (jets, photons, heavy flavour)

π

π

π π

K

γ

γ∗

l+

l–

jets

Status: Community invited to make physics case.R+D through 2007.Available 2012+Detector upgrades needed.New detector proposal.

Page 8: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

8P.G. Jones, QCD Workshop, 3-4 March, 2005.

Challenges and opportunities

dNch

dη~ 600

|η| ~ 1 η ~ 0

• Questions– Is the QGP formed at RHIC?– Can we test its properties?– What observables are sensitive to

quark (and gluon) confinement?– Is there a way to understand multi-

particle production in QCD?

• New opportunities– Hard processes (e.g. jets, heavy

flavour) are pQCD calculable.– These are rare probes – requiring

high integrated luminosities.

Page 9: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

9P.G. Jones, QCD Workshop, 3-4 March, 2005.

• At high energy hadrons (nuclei) appear to be a beam of partons

Particle production phenomenology

di-quark

quark

Interaction at the quark (parton) level The same interaction at the hadron level

pT

pL

pTOT

jet

soft beam jet

Fragmentation

dσ pph

dyd2pT

= K dxa∫ dxbabcd∑ fa(xa,Q2) fb(xb,Q2)

dσdˆ t

(ab → cd)Dh /c

0

π zc

Parton distribution functions

Hard scattering cross-section

Fragmentation function

– known from DIS at HERA

– pQCD calculable

– measured in e+e– and pp(p) experiments

radiatedgluons

heavy nucleus

key pQCD prediction: jets are quenchedX.-N. Wang and M. Gyulassy, Phys. Rev. Lett. 68 (1992) 1480

Page 10: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

10P.G. Jones, QCD Workshop, 3-4 March, 2005.

central

peripheral

hardsoft

99.5% 0.5%

Charged hadrons in STARThe inclusive pT distribution

Transition from soft → hard scattering is expect above pT > 2 GeV/c (pQCD valid?).

Nuclear modification factorHard scattering is an incoherent process. Therefore, the yield at high pT should scale with the number of binary collisions.

RAA (pT ) =d 2N AA /dpTdη

TAAd 2σ NN /dpTdη

p+p referenceScale factorno. binary collisions

TAA

= Nbinary

σinelasticpp

Page 11: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

11P.G. Jones, QCD Workshop, 3-4 March, 2005.

Suppression of high pT hadrons

Binary collision scaling?

Expect hard scattering to dominate above 2 GeV/c.

Binary collision scaling is observed only in the most peripheral collisions.

In central collisions the yield falls well below the binary scaling expectation.

Consistent with increased partonic energy loss in the larger volume.

Central collisions

Peripheral collisions

Page 12: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

12P.G. Jones, QCD Workshop, 3-4 March, 2005.

Disappearance of back-to-back jets• A new probe of quark deconfinement

p+p → dijet

azimuthalangle

Δφ

nucleon nucleon

quarkor gluon

view

this way

Phys Rev Lett 90, 082302

Au+Au → dijet?

azimuthalangle

Δφ

radiatedgluons heavy nucleus

Page 13: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

13P.G. Jones, QCD Workshop, 3-4 March, 2005.

Towards jet-tomography• Correlating back-to-back jets with the reaction plane

reaction planegg

Evidence of stronger suppression when jet is emitted out of the

reaction plane.

Non-central collisions

Page 14: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

14P.G. Jones, QCD Workshop, 3-4 March, 2005.

• Can QCD tell us anything about the initial conditions?– pQCD describes a very small part of the total inelastic cross-section.

• Parton distributions from Deep Inelastic Scattering (DIS)

• The low-x problem– The parton distributions at low-x are dominated by gluons.

– At high densities, gluons are no longer incoherent ⇒ saturation!

Multi-particle production in QCD

valence quark

gluon

A.D. Martin et al, Phys. Rev. D 50 (1994) 6734

Parton distributions in the proton

gluons

valence quarks

sea quarks, antiquarks and gluons

Q2

Page 15: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

15P.G. Jones, QCD Workshop, 3-4 March, 2005.

Saturation• When does saturation set in?

Energy

Momentum transfer

DGLAP

BFKL

saturation

Color Glass Condensate

No

n-p

ertu

rbat

ive

QC

D

pertu

rbat

ive Q

CD

ln ΛQCD

Q s(x)

σ totγ ∗ p μb[ ] DIS

τ =Q2

Qs2

Stasto, Golec-Biernat and Kwiecinski, Phys. Rev. Lett 86, 596 (2001)

0.045 < Q2 < 450 GeV2

A saturation inspired model suggests a simple scaling for DIS.

Golec-Biernat and Wusthoff, Phys. Rev. D 59, 014017 (1999)

• The Colour Glass Condensate (CGC)Colour – because partons (gluons in particular) are coloured.Glass – disordered system; gluon distributions frozen on timescale of collision.

Condensate – high phase-space occupancies.

Page 16: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

16P.G. Jones, QCD Workshop, 3-4 March, 2005.

pQCD: no suppression, small broadening due to Cronin effect.

0 π/2 π

Δφ (radians)

0

Saturation models: suppression persists due to mono-jets.

broadening?

suppression?

• Two particle correlations (jets)

An initial or final state effect?• Inclusive pT distribution

1.1-1.5

pT

RdA

u

1

If suppression is a final state effect, expect RdAu ~ 1.

~2-4 GeV/c

small enhancement?

Cronin effect

If suppression is an initial state effect, expect RdAu < 1.

Pedestal&flow subtracted

J. Adams et al., Phys. Rev. Lett. 91, 072304 (2003).

Jet suppression is a final state effect!

Page 17: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

17P.G. Jones, QCD Workshop, 3-4 March, 2005.

Forward particle production from BRAHMS• Higher rapidity probes lower x

BRAHMS

Energy

Momentum transfer

Color Glass Condensate

No

n-p

ertu

rbat

ive

QC

D

pertu

rbat

ive Q

CD

ln ΛQCD

Q s(x)

1.1-1.5

pTR

dAu

1

~2-4 GeV/c

small enhancement?

Cronin effect

RHIC y=0

RHIC y=3

LHC y=0

Increasing rapidity

Page 18: An Introduction to Relativistic Heavy-Ion Collisionsnpg.dl.ac.uk/QCD/web-jones.pdf · 0 = 2 ×1026 cm–2 s–1 (ions) – Current performance L = 2 L 0 – ∫L dt per RHIC year

18P.G. Jones, QCD Workshop, 3-4 March, 2005.

Outlook• Use hard probes to study the quark-gluon plasma

– Back-to-back jets (leading hadron correlations).Detailed study of jet-quenching.

– Gamma+jet (quark-gluon compton processes: g+q → q+γ).Use gamma to measure jet ET.

– Flavour tagged jets.Test prediction that heavy quarks are less quenched.

– Quarkonium (cc) and (bb).Measure the initial energy density (Debye screening).

– Direct (thermal) photons.

Direct measure of plasma temperature?

• Colour Glass Condensate links RHIC to HERA– Explore forward region for evidence of gluon saturation in p(d)+Au.

Perhaps more relevant for the LHC than RHIC.


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