Heavy quarkonia and Quark-Gluon Plasma: a saga with (at least) three-episodes E. Scomparin (INFN Torino) Nikhef, Amsterdam, June 15, 2012 SPS: the discovery of the anomalous suppression “A new hope” RHIC: puzzling observations from America “The Empire strikes back” LHC: towards a new era ? “Return of the Jedi”
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Heavy quarkonia and Quark-Gluon Plasma: a saga with (at least) three-episodes
Heavy quarkonia and Quark-Gluon Plasma: a saga with (at least) three-episodes. E. Scomparin (INFN Torino ). Nikhef , Amsterdam, June 15, 2012. SPS: the discovery of the anomalous suppression. RHIC: puzzling observations f rom America. LHC: towards a new era ?. - PowerPoint PPT Presentation
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Heavy quarkonia and Quark-Gluon Plasma:a saga with (at least) three-episodes
E. Scomparin (INFN Torino)
Nikhef, Amsterdam, June 15, 2012
SPS: the discovery of theanomalous suppression
“A new hope”
RHIC: puzzling observationsfrom America
“The Empire strikes back”
LHC: towards a new era ?
“Return of the Jedi”
Heavy quarkonia states
Almost 40years of physics!
Spectroscopy Decay Production In media
See 182 pages review On arXiv:1010.5827
Which medium ? We want to study the phase diagram of strongly interacting matter Is it possible to deconfine quarks/gluons and create a Quark-Gluon Plasma (QGP) ?
Only way to do that in the lab ultrarelativistic HI collisions Problems !
Quark-Gluon Plasma is short-lived ! Only final state hadrons are observed in our detectors (indirect observation)
Probing the QGP One of the best way to study QGP is via probes which are sensitive to the short-lived QGP phase
Ideal properties of a QGP probe
Production in elementary NN collisions under control
Not (or slightly) sensitive to the final-state hadronic phase High sensitivity to the properties of the QGP phase
None of the probes proposed up to now (including heavy quarkonia!) actually satisfies all of the aforementioned criteria
So what makes heavy quarkonia so attractive ?
Interaction with cold nuclear matter under control
VACUUM
HADRONICMATTER
QGP
Everything in one slide.....
Perturbative Vacuum
cc
Color Screening
ccScreening of
strong interactionsin a QGP
• Different states, different sizes• Screening stronger at high T
• D maximum size of a bound state, decreases when T increases
Resonance melting
QGP thermometer
How the whole story began…First paper on the topic
1986, Matsui and Satz
The most famous paper inour field (1570 citations!)
Keywords
1)Hot quark-gluon plasma
2)Colour screening
3)Screening radius
4)Dilepton mass spectrum
Unambiguous signature ofQGP formation
…and how first measurements looked like• NA38: first measurement of J/ suppression at the SPS, O-U collisions at 200 GeV/nucleon(1986)
periferiche centrali NJ/
cont. (2.7-3.5)
• J/ is suppressed (factor 2!) moving from peripheral towards central events
Peripheralevents
Centralevents
Do we see a QGP effect in O-U collisions at SPS?Is this the end of the story ?
...but the story was not so simple
• Are there any other effects, not related to colour screening, that may induce a suppression of quarkonium states ?
... so let’s start from the beginning !
• Is it possible to define a “reference” (i.e. unsuppressed) process in order to properly define quarkonium suppression ?
• Which elements should be taken into account in the design of an experiment looking for qurkonium suppression?
None of these questions has a trivial answer....
• Can the melting temperature(s) be uniquely determined ?
• Do experimental observations fit in a coherent picture ?
• In particular:
Sequential suppression
9
Sequential suppression of the resonances
The quarkonium states can be characterized by • the binding energy• radius
More bound states smaller size
Debye screening condition r0 > D will occur at different T
state J/ c (2S)
Mass(GeV) 3.10 3.53 3.69
E (GeV) 0.64 0.20 0.05
ro(fm) 0.25 0.36 0.45
state (1S) (2S) (3S)
Mass(GeV) 9.46 10.0 10.36
E (GeV) 1.10 0.54 0.20
ro(fm) 0.28 0.56 0.78
(2S) J/c
T<Tc
Tc
thermometer for the temperature reached in the HI collisions
(2S) J/c
T~Tc
Tc
(2S) J/c
T~1.1Tc
Tc
(2S) J/c
T>>Tc
Tc
Do we need to measure all the states?
10
Quarkonium production can proceed:
• directly in the interaction of the initial partons• via the decay of heavier hadrons (feed-down)
For J/ (at CDF/LHC energies) the contributing mechanisms are:
Direct production
Feed-down from higher charmonium states:~ 8% from (2S), ~25% from c
B decaycontribution is pT dependent~10% at pT~1.5GeV/c
Pro
mp
tN
on
-pro
mp
t
B-decay component “easier” to separate displaced production
Direct60%
B decay10%
Feed Down30%
Low pT
Suppression pattern
J/
(3S) b(2P)(2S)
b(1P)
(1S)
(2S)c(1P)
J/
Digal et al., Phys.Rev. D64(2001)
094015
• Since each resonance should have a typical dissociation temperature, one should observe «steps» in the suppression pattern of the measured J/ when increasing T
• Ideally, one could vary T• by studying the same system (e.g. Pb-Pb) at various s• by studying the same system for various centrality classes
How can we get Tdiss ? Lattice QCD calculations are our main source of information on the dissociation temperatures Early studies showed that the complete disappearance of the J/ peak occurred at very high temperatures (~2Tc) However spectral functions expected to change rather smoothly
How to pin down Tdiss ?
Recent results on Tdiss
• Binding energies for the various states can be obtained from potential models too• Assume a state “melts” when Ebind < T Tdiss ~1.2 Tc
Ebin Tweak binding
Ebin Tstrong binding
•Latest results from lattice:•No clear sign of bound state beyond T=1.46 Tc
•Region close to Tc now under studyNew!
O.Kaczmarek@HP12
Measurement via decays
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beam
MuonOther
hadron absorber
and tracking
target
muon trigger
magnetic fi
eld
Iron w
all
Place a huge hadron absorber to reject hadronic background Implement a trigger system, based on fast detectors, to select
Reconstruct tracks in a spectrometer
Extrapolate muon tracks back to the target Vertex reconstruction is usually rather poor (z~10 cm)
Correct for multiple scattering and energy loss
Approach adopted by NA50, PHENIX and ALICE
Measurement via decays
15
Approach adopted by NA60, CMS and foreseen in PHENIX and ALICE upgrades
Dipole magnet
target
vertex tracker
or
!
hadron absorberMuonOther
and trackingmuon triggerm
agnetic fi
eld
Iron w
all
Use a silicon tracker in the vertex region to track muons before they suffer multiple scattering and energy loss in the hadron absorber.
Improve mass resolution
Determine origin of the muons
ExperimentsFrom fixed targetat the SPS
(muons only)…
NA60
to RHIC collider(muons+electrons)…
STAR
PHENIX
Experiments…to the LHC(electrons+muons)
CMS (high pT)
ALICE (low pT )
ATLAS (high pT)
ALICE dedicated HI experimentCMS+ATLAS mainly pp, but verygood capability for charmonia andbottomonia in HI
Quantifying the suppression (1) High temperature should indeed induce a suppression of the charmonia and bottomonia states
How can we quantify the suppression ?
Low energy (SPS) Normalize the charmonia yield to the Drell-Yan dileptons
g
g
c
c
J/
q
q
*
+
-
+
-
Advantages Same final state, DY is insensitive to QGP Cancellation of syst. uncertainties
Drawbacks Different initial state (quark vs gluons)
Quantifying the suppression (2)
At RHIC, LHC Drell-Yan is no more “visible” in the dilepton mass spectrum overwhelmed by semi-leptonic decays of charm/beauty pairs
Solution: directly normalize to elementary collisions (pp), via nuclear modification factor RAA
= RAA<1 suppressionRAA>1 enhancement
Advantagessame process in nuclear environment and in vacuum DrawbacksSystematics more difficult to handle (no cancellations)
An ideal normalization would be the open heavy quark yieldHowever, this poses several practical problems (see later)
Mechanisms for suppression We have seen earlier that a suppression of the J/ was observed already in low-energy O-U collisions at the SPS Was this a sign of J/ dissociation by QGP-related effects ? Not really. Look at what happens in p-A collisions, where no QGP formation would be expected !
ApppA
NA50, pA 450 GeV
a = 1 no nuclear effectsa <1 nuclear effects
A significant reduction of the yield per NN collision is observed, usually parametrized by effective quantities (, abs)
N.B.: J/pA/(A J/
pp )is equivalent to RpA
Nuclear absorption
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The most direct interpretation of the previous observations isnuclear absorption once the J/ is produced, it must cross a thickness L of nuclear matter, where it may interact and dissociate
If the cross section for nuclear absorption is abs
J/, one expects
absLpppA Ae ~
L
… a behaviour indeed seen in the data… which may affect J/ production in AA collisions too, and mask genuine QGP-related effects
J/ vs (2S)
Less bound quarkonium states should be easier to break…. and indeed this is the case
• It is important to note that the charmonium production process happens on a rather long timescale
p
c
cg
J/• The nucleus “sees” the cc in a (mainly) color octet state• Hadronization can take place outside the nucleus
At SPS energies
mb 0.98.3σψ'abs
mb 0.54.5σ J/ψabs
Is nuclear absorption the whole story ?
23
Collection of results from many fixed target pA experiments
Nuclear effects show a strong variation vs the kinematic variables
Very likely we observe a combination of several nuclear effects
lower s
higher s
J/
J/ vs (2S)
Fast (2S) as absorbed as J/!
Nuclear shadowing
valence quarks sea quarks gluons
24
PDF in nuclei are strongly modified with respect to those in a free nucleon
i(x,Q2)=Ri(A,x,Q2) x i(x,Q2)
free proton PDFnPDF: PDF of proton in a nucleus
Various parameterizationsavailable
Significant uncertainties for the gluon modifications, the more relevant for quarkonia production
From enhancement to suppression, moving towards higher energy
SPS
RHICLHC
Consequences
SPSTevatron (FT) RHIC
Increasing √s From anti-shadowing to shadowing
At SPS, the “true” nuclear absorption cross section is larger than the “effective” one
Shadowing can be factorized: is nuclear absorption what remains ?
Results on d-Au from RHIC
PHENIX, J/ , J/ ee
Data favour rather small absorption cross sections, ~2-3 mb (depending on pdfparameterization), much lower than at fixed target
s-dependence of nuclear absorption
• Global interpretation of cold nuclear matter effects not easy (other ingredients such as initial state energy loss can play a role)
• Tendency towards vanishing J/abs when s increases
• Collect pA data in the same kinematic domain of AA data
PbPb results at sNN =17.2 GeV (SPS)
NA50 and the discovery of the anomalous J/ suppression
N.B.: the cold nuclear matter effects were extrapolated from pA results obtained at higher s (27.4 GeV)
Cold nuclear matter effects at 17.2 vs 27.4 GeV
When finally pA collisions were studied at the very same energy of the nuclear collisions (s=17.2 GeV), it was found that cold nuclear matter effects are stronger at that energy Need to re-normalize Pb-Pb suppression to the new reference
s = 17.2 GeV
s = 27.4 GeV
SPS “summary” plot
After correction for EKS98 shadowing
In-In 158 GeV (NA60)Pb-Pb 158 GeV (NA50)
Let’s compare NA50 (Pb-Pb) and NA60 (In-In) results:
Anomalous suppression for central PbPb collisions(up to ~30%, compatiblewith (2S) and c melting)
Agreement between PbPb and InIn in the common Npart region
PbPb data not precise enough to clarify the details of the pattern!
B. Alessandro et al., EPJC39 (2005) 335R. Arnaldi et al., Nucl. Phys. A (2009) 345
Size of anomalous suppression smaller wrt first estimates(due to stronger than expected cold nuclear matter effects)
Is (2S) suppressed too ?
Yes, but already for light-nuclei projectiles (S-U collisions)
Makes sense, the less bound (2S) state may need lower temperatures to melt
Up to now, the most accurate set of results on (2S) production in nuclear collisions
New results from LHC in a few minutes….
Moving to RHIC: expectations Two main lines of thought
1) We gain one order of magnitude in s. In the “color screening” scenario we have then two possibilitiesa) We reach T>Tdiss
J/ suppression becomes stronger than at SPSb) We do not reach T>Tdiss
J/ suppression remains the same
2) Moving to higher energy, the cc pair multiplicity increases
A (re)combination of cc pairsto produce quarkonia may take place at the hadronization J/ enhancement ?!
J/ RAA: SPS vs RHIC Let’s simply compare RAA (i.e. no cold nuclear effects taken into account)
Qualitatively, very similar behaviour at SPS and RHIC !
PHENIX experiment measured RAA at both central and forward rapidity: what can we learn ?
Do we see (as at SPS) suppression of (2S) and c ?
Or does (re)generation counterbalance a larger suppression at RHIC ?
RHIC: forward vs central y
34
Comparison of results obtained at different rapidities
Stronger suppression at forward rapidities
Mid-rapidity
Forward-rapidity
Not expected if suppression increases with energy density (which should be larger at central rapidity) Are we seeing a hint of (re)generation, since there are more pairs at y=0?
Suppression vs recombinationDo we have other hints telling us that recombination can play a role at RHIC ?
Recombination could be measured in an indirect way
J/ y distribution should be narrower wrt pp
J/ pT distribution should be softer (<pT
2>) wrt pp
J/ elliptic flow J/ should inherit the heavy quark flow
charmOpen
Closed
Difficult to conclude
<pT2> vs system size
No clear decrease of <pT
2> wrt pp at RHIC, as expected in case of recombination
…still, at the SPS, there was a very clear increase from elementaryto nucleus-nucleus collisions
Difficult to conclude
Comparisons with models
In the end, models can catch the main features of J/ suppression at RHIC, but no quantitative understanding
In particular, no clear conclusion on
(2S) and c onlysuppression
vs
All charmonia suppressed+ (re)generation
An interesting comparison Up to now we concentrated on RAA at RHIC What happens if we try taking into account cold nuclear matter effects and compare with the same quantity at the SPS
Nice “universal” behavior
Note that 1) charged multiplicity is proportional to the energy density in the collision2) Maximum suppression ~40-50% (still compatible with only (2S) and c
melting)
Go to the LHC and getmore data!
First results at the LHC
Great expectation (as for many other observables) from the first LHC heavy-ion runs (Pb-Pb @ 2.76 TeV)
Advent of upsilon family (seen also at RHIC with small statistics) (Re)generation negligible Observe suppression of less bound (2S), (3S) wrt (1S)
Solve/clarify issue with J/ suppression/(re)generation
Complementary acceptance ALICE low pT J/ CMS/ATLAS high pT J/, excellent resolution
Massr0
Very first result A couple of weeks after the end of the 2010 data taking, ATLAS published the first LHC result on J/ suppression!
Interesting, but a bit deceiving! ~ Same suppression as at RHIC,SPS However this comparison is not sound. Different pT explored!
ALICE results Results from both 2010 and 2011 (high luminosity ~ 100 b-1) now available. 2011 results public since just a couple of weeks (Hard Probes conference, Cagliari)
e+e-
+-
New!
RAA vs pT (0<pT<8 GeV/c)
RAA at forward rapidity flattens for Npart >100 Similar behaviour at central rapidity (increse for central ?)
New!
ALICE vs CMS, low vs high pT
Less suppression at ALICE than at PHENIX (low pT dominated) Larger suppression at high pT
Are we observing an effect of (re)generation ? Indeed (re)generated J/ should sit predominantly at low pT
(where the bulk of the charm yield is)
Let’s then look at the suppression vs pT
J/ suppression vs pT
Less suppression at low pT (where regeneration is expected) Effect not present at RHIC energy Models reproduce this low-pT enhancement
New!
Do J/ observed at LHC inherit the charm quark flow?
Open charm and J/ flow
3 indication for D-meson flow from ALICE Hint of non-zero flow for J/ at LHC energy (2.2 significance)
New!
A word of caution At both SPS and RHIC energies studies of cold nuclear matter effects were very important to establish a “full picture”
A priori, nuclear absorption should be negligible (crossing time of the two nuclei extremely fast at LHC energies) Shadowing plays a role Quantitative estimate from 2012 pPb LHC run
New!
From charmonia to bottomonia: CMS
Evident suppression of the less bound (2S), (3S) states !
New!
Relative suppression and RAA
New!
(2S) almost disappears for central Pb-Pb events Also (1S) is suppressed, compatible with feed-down from 2S+3S
Comparison with RHIC
STAR measures an inclusive RAA (all the states together) and sees a suppression, compatible with the one observed by CMS
STARCMS
ALICE can complement CMS measurement by studying forward rapidity s (results expected soon)
Not everything is clear (1) Thanks to the very good resolution CMS can accurately measure (2S) in Pb-Pb
Double ratio (2S)/J/ in Pb-Pb vs pp Striking difference between “low pT, large y” and “large pT, low y” To be understood
New!
Not everything is clear (2)
Open charm is the natural reference for J/ suppression Is the striking similarity of open and close charm suppression telling us something ?
Conclusions Heavy quarkonia and QGP: after >25 years still a very lively field of investigation, with surprises still possible
Very strong sensitivity of quarkonium states to the medium created in heavy-ion collisions: interpretation not always easy
Two main mechanisms at play1) Suppression by color screening2) Re-generation (for charmonium only!) at high s
can qualitatively explain the main features of the results
This is just one of the multi-faceted aspects of QGP-related studies: many more observables are being looked at!
Future of quarkonia multi-differential suppression studies cold nuclear matter at LHC full LHC energy complete characterization of excited states in the QGP
Size: 16 x 26 metersWeight: 10,000 tonsDetectors: 18
Focus on Pb-Pb
•Centrality estimate: standard approach
PRL106 (2011) 032301
•Glauber model fits•Define classes corresponding to fractions of the inelastic Pb-Pb cross section
Charged multiplicity – Energy density
• dNch/d = 1584 76
• (dNch/d)/(Npart/2) = 8.3 0.4
• ≈ 2.1 x central AuAu at √sNN=0.2 TeV
• ≈ 1.9 x pp (NSD) at √s=2.36 TeV• Stronger rise with √s in AA w.r.t. pp • Stronger rise with √s in AA w.r.t. log
extrapolation from lower energies55
PRL105 (2010) 252301
• Very similar centrality dependence at LHC & RHIC, after scaling RHIC results (x 2.1) to the multiplicity of central collisions at the LHC
PRL106 (2011) 032301
c)GeV/(fm15 2 Bj
System size
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• Spatial extent of the particle emitting source extracted from interferometry of identical bosons