charmonium production in pb-pb collisions atj/ψ elliptic flow (v 2) • charm quarks, if...
TRANSCRIPT
Mohamad Tarhini, IPN-Orsay
Charmonium production in Pb-Pb collisions at √sNN = 5.02 TeV measured with ALICE
INTERNATIONAL SCHOOL OF SUBNUCLEAR PHYSICS, Erice 2017
Mohamad Tarhini, IPN-Orsay 2
Introduction and motivation
Original proposal:• Measurement of charmonium production in heavy-ion collisions is a probe for the de-
confinement aspect of the QGP
c ̅
c c
c ̅
Charmonium in the vacuum Charmonium in the QGP:Colour screening
• Sequential dissociation of different charmonium states can serve as a QGP thermometer
Mohamad Tarhini, IPN-Orsay 3
Introduction and motivation
But:• If there are enough cc ̅pairs, charmonium can be (re)generated
c
c ̅
c
c ̅This process would enhance the charmonium production and compensate the dissociation via colour screening
J/ψ
pro
duct
ion
prob
abili
ty
1
energy density
J/ψ
pro
duct
ion
prob
abili
ty
1
energy density
𝜎cc ̅
Mohamad Tarhini, IPN-Orsay 4
ALICE detector and datasets
• Inclusive charmonia are reconstructed via their dimuon decay down to zero pT
muon spectrometer-4 < ƞ < -2.5
• The QGP is expected to be created in heavy-ion collisions• The LHC collide Pb ions and ALICE is the detector dedicated to study these collisions
Mohamad Tarhini, IPN-Orsay 5
Charmonium reconstruction
• The signal is extracted by fitting the dimuon invariant mass distribution with (background+signal) functions• Different signal and background shapes are considered
• Number of charmonium candidates are further corrected by the detector acceptance times efficiency obtained via MC simulations
• Muon pair selections:• 2.5 < y < 4• Opposite sign charges
• Main single muon selections:• -4 < ƞµ < -2.5• Matching between trigger and tracker
Mohamad Tarhini, IPN-Orsay 6
Nuclear modification factor
• How to quantify the suppression ?
• The nuclear modification factor:
• Ncol is a normalisation factor that take into account the number of binary collisions in A-A collisions. Obtained using MC based on Glauber model.
• NAA is the number of measured J/psi in A-A collision• Npp is the number of j/psi measured in proton-proton collisions where no QGP effects are
expected
{=1: The A-A collisions are only a superposition of many proton-proton collisions
< 1: There is a J/Ѱ suppression in A-A collisions
> 1: There is an enhancement of J/Ѱ in A-A collisionsRAA
RAA
=NJ/
AA
Ncol
⇥NJ/ pp
Mohamad Tarhini, IPN-Orsay 7
[1] arXiv:1606.08197[2] PLB 734 (2014) 314-327J/ψ RAA vs Centrality
⟩part
N⟨0 50 100 150 200 250 300 350 400
AA
R
0
0.2
0.4
0.6
0.8
1
1.2
1.4-µ+µ → ψALICE, inclusive J/
c < 8 GeV/T
p < 4, y2.5 <
= 5.02 TeVNN
sPb −Pb
= 2.76 TeVNN
sPb −Pb
ALI-PUB-110153
• Clear J/ψ suppression and almost no centrality dependence for Npart > 100 (centrality < 50 %)• A systematic difference of ~15% between the RAA at two energies. The increase is within the
uncertainties
[1]
[2]
Mohamad Tarhini, IPN-Orsay 8
• Results are compared with calculations based on different models:• Two transport models (TM1 [1] and TM2 [2]): continuous interplay between dissociation
and (re)generation• Statistical hadronisation model [3]: all J/ψ are dissociated in the plasma.
(Re)generation occurs at the phase boundary• Comover model (CIM) [4]: J/ψ are suppressed via interaction with a parton/hadron co-
moving medium. (Re)generation added as a gain term• The large uncertainties on the models is mainly due to the input cc cross section
[1] Nucl. Phys. A 859 (2011) 114–125 [2] Phys. Rev. C 89 no. 5, 459 (2014) 054911[3] Nucl. Phys. A 904-905 (2013) 535c [4] Phys. LeX. B 731 (2014) 57–63[5] ALICE Coll. PRL116 (2016) 222301
J/ψ RAA vs centrality (comparison with models)
⟩part
N⟨0 50 100 150 200 250 300 350 400 450
AA
R
0
0.2
0.4
0.6
0.8
1
1.2
1.4 = 5.02 TeVNNsPb −ALICE, Pb-µ+µ → ψInclusive J/
c < 8 GeV/T
p < 4, 0.3 < y2.5 <
(TM1, Du and Rapp)c > 0.3 GeV/T
pTransport, Transport (TM2, Zhou et al.)Statistical hadronization (Andronic et al.)Co-movers (Ferreiro)
ALI-PUB-109779
Mohamad Tarhini, IPN-Orsay 9
J/ψ RAA vs centrality (in pT ranges)New
• For central events, the suppression is smaller at lower pT which can be explained by the domination of regeneration at lower pT
• RAA shows a stronger centrality dependence at high pT
⟩ part
N ⟨0 50 100 150 200 250 300 350 400
AA
R
0.2
0.4
0.6
0.8
1
1.2
1.4 -µ+µ → ψALICE Preliminary, inclusive J/
< 4y = 5.02 TeV, 2.5 < NN
sPb-Pb
c < 2 GeV/T
p0.3 <
c < 5 GeV/T
p2 <
c < 8 GeV/T
p5 <
c < 12 GeV/T
p8 <
ALI-PREL-117114
Mohamad Tarhini, IPN-Orsay 10
• A negligible rapidity dependence of the RAA
• Without regeneration, the suppression is expected to be larger at mid-rapidity
J/ψ RAA vs RapidityNew
y0 0.5 1 1.5 2 2.5 3 3.5 4
AA
R
0.2
0.4
0.6
0.8
1
1.2
1.4
= 5.02 TeV, Centrality 0-90%NN
sALICE Preliminary, Pb-Pb
c > 0 GeV/T
p, -
e+ e→ ψInclusive J/
2.3%±, global syst = c < 12 GeV/T
p, 0 < -µ+µ → ψInclusive J/
ALI−PREL−121651
mid-rapidity
forward-rapidity
Mohamad Tarhini, IPN-Orsay 11
• For centrality intervals with too small ψ(2S) significance, an upper limit with 95% CL is calculated
• The ψ(2S) is more suppressed than the J/ψ in semi-central and central collisions
ψ(2S) RAA
• The ratios between different charmonium states are essential to discriminate between different models
⟩part
N⟨0 50 100 150 200 250 300 350 400
AA
R
0
0.2
0.4
0.6
0.8
1
1.2
1.4
1.6
1.8
2
(2S) (Preliminary)ψ
(arXiv:1606.08197)ψJ/
Upper limits include global uncertainties
c<8 GeV/T
p<4, 0<y = 5.02 TeV, 2.5<NN
s(2S), Pb-Pb ψ, ψALICE inclusive J/
ALI−PREL−120671
Mohamad Tarhini, IPN-Orsay 12
Summary
• The J/ψ RAA in Pb-Pb collisions at √sNN = 5.02 TeV is measured as a function of centrality, pt and rapidity
• A clear suppression but with no centrality dependence in semi-central and central collisions at low pt
• Results compared to models calculations and to results at √sNN = 2.76 TeV • High precision measurement can constrain the models
• The ψ(2s) is more suppressed than the J/ψ in central and semi-central collisions
at √sNN = 5.02 TeV
• Measurement of charmonium production in heavy-ion collisions is important to study the de-confinement of the QGP
• ALICE at the LHC is dedicated to study heavy-ion collisions
Extra Slides
J/Ψ RAA Vs pT
ALI-PREL-126572
State J/Ψ 𝛘c Ψ′ 𝜰 𝛘
b 𝜰′ 𝛘b′ 𝜰′′
mass [GeV] 3.10 3.53 3.68 9.46 9.99 10.02 10.26 10.36
ΔE[GeV] 0.64 0.20 0.05 1.10 0.67 0.54 0.31 0.20
ΔM[GeV] 0.02 -0.03 0.03 0.06 -0.06 -0.06 -0.08 -0.07
radius [fm] 0.25 0.36 0.45 0.14 0.22 0.28 0.34 0.39
H. Satz, J. Phys. G32 (2006) R25
Charmonia decay schemes:
ALICE Vs PHENIXALICE Coll. PLB 734 (2014) 314
Excess at very low pT
Signal extraction
2c
Co
un
ts p
er
50
Me
V/
50
100
150
200
250
300
310×
Centrality 0-10 %
= 0.10σ3
/ndf = 1.10, S/B2χ
= 5.02 TeVNNsALICE Pb-Pb, -1bµ 225 ≈ intL
)2c (GeV/µµm2.5 3 3.5 4 4.5
2c
Counts
per
50 M
eV
/
0
5000
10000
15000
20000
25000
Centrality 0-10 %
/ndf = 0.932χ
Mixed-event background
subtracted
100
200
300
400
500
Centrality 70-80 %
= 3.52σ3
/ndf = 0.82, S/B2χ
c < 12 GeV/T
p < 4, y2.5 <
)2c (GeV/µµm2.5 3 3.5 4 4.5
0
100
200
300
400
500
Centrality 70-80 %
/ndf = 0.852χ
Mixed-event background
subtracted
ALI-PUB-109775
J/Ψ elliptic flow (v2) extraction
• Ψ and ɸµµ are the azimuthal angle of the event plane and the muon pairs
• Ψ is determined using two different detectors (V0A and SPD) that cover two different pseudo-rapidity ranges and do not overlap with the muon spectrometer acceptance
v2 (mµµ) = vJ/ 2 ↵(mµµ) + vbkgd
2 (mµµ)[1 � ↵(mµµ)]
v2 = hcos2 (�µµ � )i• For each muons pair, calculatein bins of invariant mass (B)
• Using S/B parameters from the J/Ψ signal extraction (A), fit the distribution with:
• Extract the J/psi signal in bins of Δ𝜑 = Ψ-ɸµµ (C)
• Fit the distribution with:N0[ (1+2v2)*cos(2 Δ𝜑) ]
First method Second method
)2c (GeV/µµM2.5 3 3.5 4 4.5
2c
cou
nts
/ 2
5 M
eV
/
2000
4000
6000
8000
10000ALICE Preliminary
= 5.02 TeV, 20-40%NNsPb-Pb
c < 4 GeV/T
p < 4, 2 < y, 2.5 < -µ+µ → ψInclusive J/
Opposite sign pairs
Fit total
Fit signal
Fit background
ALI−PREL−119045
)2c (GeV/µµM2.5 3 3.5 4 4.5
⟩)
EP
,2Ψ
-
µµ
ϕ c
os
2(
⟨
0.05−
0
0.05
0.1
0.15 ALICE Preliminary
= 5.02 TeV, 20-40%NNsPb-Pb
c < 4 GeV/T
p < 4, 2 < y, 2.5 < -µ+µ → ψInclusive J/
= 1.1η∆
Opposite sign pairs
)µµM(2v Fit total
)µµM(2bkgv Fit background
ALI−PREL−119025
(rad)EP,2Ψ - µµ
ϕ = ϕ∆0 0.5 1 1.5 2 2.5 3
ϕ∆/
ψJ/
dN
3000
3200
3400
3600
3800
4000
4200
4400
4600ALICE Preliminary
= 5.02 TeV, 20-40%NN
sPb-Pb
c < 4 GeV/T
p < 4, 2 < y, 2.5 < −µ+µ → ψInclusive J/
= 5.3η∆
Data
Fit
ALI-PREL-119389
CBA
J/ψ elliptic flow (v2)
• Charm quarks, if thermalised in the QGP, should exhibit the elliptic flow generated in this phase➡ Non zero v2 for re-generated J/Ψ
• A non zero J/ψ v2 seen in semi-central collisions (20-40%) [7.6 𝜎 significance in 4< pT < 6 GeV/c] • Precision is significantly increased in run-2 measurement with respect to run-1• Similar measured v2 values for hidden and open charm• Models have difficulties to reproduce the measured J/ψ v2 in the measured pT interval
ALI-PREL-119009 ALI-PREL-118891
v2 @ 2.76 TeV
significance 2.2 sigma
pp cross section at 5.02 TeV
ALI-PUB-122010 ALI-PUB-122074
rAA at 2.76 TeV
Lower energies
• The ratios between different charmonium states are essential to discriminate between different models
ψ(2S)/J/ψ
• The ratios between different charmonium states are essential to discriminate between different models
ALICE:Inclusive
3 < pT < 8 GeV/c2.5 < y < 4
• The results of the double ratio at √sNN = 5.02 TeV are compatible within uncertainties with the ones from CMS
CMS:Prompt
3 < pT < 30 GeV/c1.6 < y < 2.4
⟩part
N⟨0 50 100 150 200 250 300 350 400
)ψ
(J/
AA
R(2
S))
/ψ(
AA
R
0
0.5
1
1.5
2
2.5
<4.0, Inclusive (Preliminary)y, 2.5<c<8 GeV/T
pALICE, 3<
<2.4, Prompt only (arXiv:1611.01438)y, 1.6<c<30 GeV/T
pCMS, 3<
Upper limits include global uncertainties
= 5.02 TeVNNs(2S), Pb-Pb ψ, ψJ/
Cent.0-90%
ALI−PREL−120726
• The J/ψ <pT> is smaller in central events than in peripheral ones→ (re)generation
• The results of rAA at √sNN = 5.02 TeV and √sNN = 2.76 TeV [1] are compatible within uncertainties
• Discrepancies are seen in some centralities (e.g > 3 𝜎 for 30-40 %) between the measurements and calculations based on TM1[2] model
J/ψ average pT (<pT>)
• The J/ψ <pT> and the rAA are complementary observables to the RAA and the v2
rAA =hp2
T iAA
hp2T ipp