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The dependence of the anomalous Jsuppression on the number of participant nucleons

M C. Abreu, B. Alessandro, C. Alexa, R. Arnaldi, M. Atayan, C. Baglin, A.

Baldit, M. Bedjidian, S. Beole, V. Boldea, et al.

To cite this version:

M C. Abreu, B. Alessandro, C. Alexa, R. Arnaldi, M. Atayan, et al.. The dependence of the anomalous J/ψsuppression on the number of participant nucleons. Physics Letters B, Elsevier, 2001, 521, pp.195- 203. �in2p3-00010537�

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CERN{EP/2001{069

October11,2001

The dependence of the anomalous J/ suppression

on the number of participant nucleons

M.C.Abreu 6;a)

, B.Alessandro 10)

,C. Alexa 3)

,R.Arnaldi 10)

,M. Atayan 12)

,C. Baglin 1)

,

A. Baldit 2)

,M. Bedjidian 11)

,S.Beole 10)

,V.Boldea 3)

,P.Bordalo 6;b)

,G. Borges 6)

A. Bussiere 1)

,L.Capelli 11)

,J.Castor 2)

,C. Castanier 2)

,B. Chaurand 9)

,I. Chevrot 2)

,

B.Cheynis 11)

,E. Chiavassa 10)

,C. Cicalo 4)

,T.Claudino 6)

,M.P.Comets 8)

,N.Constans 9)

,

S. Constantinescu 3)

,P.Cortese 10;c)

,N. DeMarco 10)

,A. DeFalco 4)

, G.Dellacasa 10;c)

,

A.Devaux 2)

,S.Dita 3)

,O. Drapier 9)

,L.Ducroux 11)

,B. Espagnon 2)

,J. Fargeix 2)

,

P.Force 2)

,M. Gallio 10)

,Y.K.Gavrilov 7)

,C. Gerschel 8)

,P.Giubellino 10)

,M.B.Golubeva 7)

,

M. Gonin 9)

,A.A. Grigorian 12)

, S.Grigorian 12)

,J.Y. Grossiord 11)

,F.F. Guber 7)

,

A.Guichard 11)

,H.Gulkanyan 12)

,R.Hakobyan 12)

,R.Haroutunian 11)

,M. Idzik 10;d)

,

D. Jouan 8)

,T.L. Karavitcheva 7)

,L.Kluberg 9)

,A.B.Kurepin 7)

,Y. Le Bornec 8)

,

C. Lourenco 5)

,P.Macciotta 4)

,M. MacCormick 8)

,A. Marzari-Chiesa 10)

,M. Masera 10)

,

A.Masoni 4)

, M. Monteno 10)

,A.Musso 10)

,P.Petiau 9)

,A. Piccotti 10)

,J.R.Pizzi 11)

,

F.Prino 10)

,G. Puddu 4)

,C. Quintans 6)

,S.Ramos 6;b)

,L.Ramello 10;c)

,P.Rato Mendes 6)

,

L.Riccati 10)

,A.Romana 9)

,H.Santos 6)

,P. Saturnini 2)

,E.Scalas 10;c)

,E. Scomparin 10)

,

S.Serci 4)

,R.Shahoyan 6;e)

,F. Sigaudo 10)

,S.Silva 6)

,M. Sitta 10;c)

,P.Sonderegger 5;b)

,

X.Tarrago 8)

,N.S. Topilskaya 7)

,G.L. Usai 4)

,E.Vercellin 10)

,L.Villatte 8)

,N.Willis 8)

.

NA50 Collaboration

Abstract

The observation of an anomalous J/ suppression in Pb-Pb collisions by the NA50

collaboration can beconsideredas themoststrikingindication forthedeconnement

ofquarksandgluonsatSPSenergies. Inthisletter,we determinetheJ/ suppression

patternasafunctionoftheforwardhadronicenergyE

ZDC

measured ina ZeroDegree

Calorimeter (ZDC). The direct connection between E

ZDC

and the geometry of the

collisionallowsustocalculate,withinaGlauberapproach,thepreciserelationbetween

thenumberofparticipantnucleonsN

part andE

ZDC

. Then,wecheckiftheexperimental

data can be better explained by a sudden or a smooth onset of the anomalous J/

suppressionasa functionof thenumberofparticipants.

Accepted by Phys. Lett. B

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LAPP,CNRS-IN2P3, Annecy-le-Vieux,France.

2)

LPC,Univ. BlaisePascaland CNRS-IN2P3,Aubiere, France.

3)

IFA, Bucharest, Romania.

4)

Universita diCagliari/INFN,Cagliari, Italy.

5)

CERN,Geneva,Switzerland.

6)

LIP,Lisbon,Portugal.

7)

INR,Moscow, Russia.

8)

IPN,Univ. de Paris-Sudand CNRS-IN2P3,Orsay, France.

9)

LPNHE,Ecole Polytechniqueand CNRS-IN2P3,Palaiseau, France.

10)

Universitadi Torino/INFN, Torino, Italy.

11)

IPN,Univ. Claude BernardLyon-Iand CNRS-IN2P3,Villeurbanne,France.

12)

YerPhI, Yerevan,Armenia.

a)

also at FCT, Universidadede Algarve, Faro, Portugal.

b)

also at IST,UniversidadeTecnicade Lisboa,Lisbon,Portugal.

c)

Universitadel PiemonteOrientale,Alessandriaand INFN-Torino,Italy.

d)

also at Facultyof Physicsand Nuclear Techniques,Academy ofMiningand Metallurgy,

Cracow, Poland.

e)

onleave ofabsenceof YerPhI, Yerevan, Armenia.

(4)

J/ suppression has been proposed along time ago as aclear and unambiguoussig-

natureforthe deconnementofquarksandgluonsinultrarelativisticnucleus-nucleus

collisions[1]. It became however clearvery soonthat alsoabsorption mechanisms at

thehadroniclevelcouldleadtoasizeableJ/ suppression[2,3]. Consequently,inthe

followingyears, the eorts onthe experimentalside were aimedatthe establishment

of a solid systematics on charmonia production with various projectile and target

combinations. High statistics data have been collected by the NA38 collaboration

both for p-A collisions [4], where no QGP-induced suppression is expected, and for

interactions induced by lightions (oxygen,sulphur) [5,6].

The study of Pb-Pb collisions at 158 GeV/c incident momentum has marked a

turningpointin the evolutionof this eld. In fact,experimental datafromNA50 on

J/ suppression as a function of the centrality estimator E

T

, the neutral transverse

energy released in the pseudorapidity window1.1<< 2.3, have shown that:

there is an additional J/ suppression mechanism in Pb-Pb collisions, not

present inS-U interactions (the so-calledanomalous suppression) [7];

theonset of theanomalous J/ suppression occurs inanarrowE

T

range,indi-

catingthe presence of a threshold eect [8];

theJ/ suppression patternshows, fromperipheraltocentralcollisions,atwo-

step behaviour, possibly linked with the successive melting in a deconned

medium of two charmonium resonances: the

c

, which, through its radiative

decay, isan important J/ source, and the more strongly bound J/ itself[9].

Even if there is still debate on the interpretation of the E

T

structure of J/

suppression[10, 11], theseresults can not be satisfactorilyreproducedby theoretical

approaches based oncharmonia dissociationby comovinghadrons [12].

Inthis letterwegoastep furtherinthe analysisof theNA50 Pb-Pbresults,with

atwo-foldpurpose. Ononesideweinvestigateifthesametwo-stepstructure,seen as

a function of E

T

, isstill present when the J/ suppression pattern is studiedversus

another centrality estimator, namely E

ZDC

, the energy released in the NA50 Zero

Degree Calorimeter. On the other side, we determine the correlation of E

ZDC with

the number of projectile spectator nucleons, and consequently with the number of

participantsN

part

,takingintoaccountthesmearingontheN

part

measurementdueto

the experimental resolution on E

ZDC

. We nally investigatethe nature of the onset

of the suppression asa function of the numberof participantnucleons.

2 Experimental set-up and data reduction

AdetaileddescriptionoftheNA50experimentalapparatuscanbefoundin[13,14,15]

and we only recall its basic features hereafter. The main component of the set-up

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centrality of the interaction is estimated with three detectors: an electromagnetic

calorimeter, which measures the neutral transverse energy E

T

released in the re-

gion 1.1< <2.3, a silicon microstrip detector (MD), which allows to estimate the

chargedmultiplicityintherange1.5< <3.9, anda zerodegreecalorimeter(ZDC),

measuringtheforwardenergyE

ZDC

,mainlycarriedbyprojectilenucleonswhichhave

not taken part in the collision. This calorimeter is placed on the beam line, inside

the hadronabsorber, and covers the pseudorapidity region 6:3.

The data analyzed in this paper have been collected with the NA50 set-ups of

1996 and 1998. The dierence between the two set-ups concerns only the target

region. In1996, thetargetassemblywasmadeof7sub-targetswith atotalthickness

correspondingto30%of

I

,whilein1998asinglethinnertarget(7%of

I

)has been

employed. The average incident beam intensity was 510 7

Pb ions/burst, with a5 s

spill. Data have been collected with two dierent kinds of trigger. The main one,

called \dimuon trigger", selects events where the spectrometer detects two muons

produced inthe target region. The second one, called \minimum bias trigger",res

whenever a small amount of energy is released in the ZDC. More details on data

taking conditions can be found in [8,9].

The event selectionprocedure is very similar to the one described in [8, 9]. The

onlynotabledierenceisthatthe present analysisdoesnot require theidentication

oftheindividualsub-targetwheretheinteractionhastakenplace,aselectioncriterion

used in previous analyses and based on specic detectors located near each one of

the sub-targets. In fact, it has been realized [16] that the use of this cut, in a

ZDC-basedanalysis, may induce large systematicerrors onthe measurement of J/

suppression for peripheralevents. The possible contribution from Pb-air events has

been removed bymeans of special \empty target"runs, recorded periodicallyduring

the standard datataking by movingthe targetaway fromthe beam line. Thesize of

thiscontamination,negligibleforcentralcollisions,isoftheorderof9%forminimum

bias events with E

ZDC

>20 TeV. Since the dimuon trigger requires the two muons

topoint tothe target, and this requirementis reinforcedby oine cuts atthe single

muon level, the target-out contribution to the dimuon event sample is obviously

smallerand amountsto only2.5% in the same E

ZDC

range.

Apart from Pb-air interactions, the minimum bias sample also contains events

corresponding to non-interacting Pb ions. To eliminate such events, a very low E

T

cut has been imposed on the data. The cut has been tuned in order to retain in

the event sampleused forthe analysis anumberof events correspondingtothe total

hadronic Pb-Pb cross section, calculated inthe frame of the Glauber model.

Finally,for dimuon triggerswe have imposed the cuts 2:92 y

l ab

3:92 (corre-

spondingto0 y

cm

1)and jcos

CS

j< 0:5, where

CS

isthe polardecay angleof

one muon in the Collins-Soper reference frame, in order to remove events produced

atthe edgesof the acceptanceof the spectrometer.

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ZDC

The geometry of a nucleus-nucleus collision is usually characterized by the value of

the impactparameter b,which ofcourse isnot directly accessible tothe experiment.

Nevertheless, this quantity can be deduced from the measured E

ZDC

value. In fact,

being placed on the beam line, the ZDC intercepts all the projectile spectator nu-

cleons. These particles are not aected by the collisionand reach the detector with

their initial energy. Any loss of spectators is prevented by choosing for the ZDC

an angular acceptance larger than the transverse spread induced by Fermi motion.

Hence a smallamount of zero degree energy corresponds to a smallnumber of pro-

jectile spectator nucleons, and therefore to a central collision; on the contrary, in a

peripheralcollision only fewnucleonsundergo aninteraction, the number of specta-

tors islarge and alarge amount ofenergy isreleased inthe ZDC.In amore detailed

approach,oneshouldtakeintoaccountthatalsosomeparticipantnucleonsplussome

secondary particlescan beemittedwithin the angularacceptanceof the calorimeter,

contributingto E

ZDC

. However, it willbe shown that this contribution is negligible

for most events and becomes sizeableonly for very centralcollisions.

From the previous considerations, we can express, for a generic Pb-Pb collision

with an impact parameter b, the average E

ZDC

as a sum of two terms, a dominant

one, E spec

ZDC

(b), proportionaltothe number of projectilespectators N

spec

, plus asmall

contributionE part

ZDC

(b) proportionaltothe number of participants N

part :

hE

ZDC

(b)i = E spec

ZDC

(b)+E part

ZDC

(b)=158N

spec

(b)+N

part (b)

= 158 208 N

part (b)

2

!

+N

part

(b) (1)

where 158 GeV is the energy per spectator nucleon and N

part

is the energy

released inthe ZDCby participantsand secondary particles. The linkbetween N

part

(or N

spec

) and the impact parameter b has been obtained with a calculation based

onaGlaubermodelofnucleus-nucleuscollisions,usingWoods-Saxonnucleardensity

proles,with the parameters tabulated in[17]. The same N

part

versus b dependence

hasbeenreproducedusingtheVENUS4.12[18]andRQMD2.3[19]eventgenerators.

Eq. 1 gives the average value of E

ZDC

for a given b. In order to describe the

measuredE

ZDC

spectrawemusttakeintoaccountthatforagiven impactparameter

b,becauseoftheexperimentalresolutionofthedetectorandofuctuationsonN

part at

xed b,the valuesof E

ZDC

are gaussiandistributed. Thewidth

E

ZDC

(b)is expressed

asthe quadraticsum:

E

ZDC

(b)=( q

E

ZDC

(b)+E

ZDC

(b))Æ

Npart

(b) (2)

The and parameters arerelatedtothe resolutionof thedetector and theirvalues

have been xed with measurements done with low intensity proton and ion beams

[14]; the Æ term takes into account the smearing of the signal due to the pedestal

width and to calibration uncertainties. The quantity

N

part

(b) represents the size

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ZDC

betweenbandN

part

. Ithasbeenestimatedthroughasimulation,usingeitherVENUS

or RQMD as inputs, with fully compatible results. The values of the remaining

parameters have been xed by means of a t to the measured minimum bias E

ZDC

distribution. We get, for the 1996 data sample, the values =5.67 GeV, =3.39

GeV 1=2

, =0.062, Æ =1227 GeV. In Fig. 1 we plot the E

ZDC

spectrum, for the

1996 data sample,together with our result based onthe Glaubermodel, shown as a

continuous line. The fair agreement between the data and our calculation allows us

to conclude that this approach reproduces reasonably well the connection between

E

ZDC

and the geometry of the collision.

As discussed before, the parameter, which parametrizes the size of the partic-

ipantcontribution to E

ZDC

, is directly tted on the measured data. However, event

generatorsgivequantitativepredictions forthis contribution. Therefore wehavealso

run a Monte-Carlo simulation to directly determine an E

ZDC

spectrum where the

energy carried by participants is included at the generation level, through VENUS

and RQMD. Afterintroducingthe smearingdue tothe detector'sresolution we have

comparedthe simulatedspectrumwith our experimentaldata and with the resultof

the Glaubercalculation (see Fig. 1). The qualitative agreement between the various

approaches conrms that the participant contributionis properly taken intoaccount

in our model. Quantitatively, it is almost negligible for most centralities, since it

accountsfor less than 10% ofE

ZDC for E

ZDC

values larger than12TeV.On the con-

trary, it is sizeable for very central collisions, reaching 50% of the measured E

ZDC

when E

ZDC

3 TeV.

HavingsuccessfullydescribedthemeasuredE

ZDC

spectrum,wecandeterminethe

distribution of the various centrality variables as a function of the measured E

ZDC .

Weplot inFig.2the distributionofN

part

versus E

ZDC

, whichisparticularlyrelevant

for the J/ suppression analysis described hereafter.

4 Study of the J/ suppression

Asinthecase oftheanalysisasafunctionof theneutraltransverse energy,twocom-

plementarytechniques, the so-called\standard analysis" and \minimum-biasanaly-

sis" have been used to study the J/ suppression pattern versus E

ZDC

. They have

been explained indetail in previouslypublished papers [8,9].

Very shortly, in the standard analysis the high-mass Drell-Yan (DY) events are

directly used as a reference for the J/ suppression study. The ratio

J=

=

DY is

obtained by means of a t to the measured invariant mass spectrum. The shapes

ofthe invariantmass distributionsfor thevariousphysicalprocesses are obtained by

meansof a Monte-Carlosimulation. In the minimumbias analysis we use instead as

a reference the much larger sample of minimum bias (MB) triggers. To be able to

comparetheresultsofthetwoanalyses,a\calculatedDY"(DY

)isobtainedstarting

from the measured minimum bias reference. In particular, we calculate, using the

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MB yields as a function of E

ZDC

. Multiplying this quantity, for each E

ZDC

bin, by

the measured number of MB events, we get the DY

distribution. In this second

approachthenumberofJ/ eventsforeachE

ZDC

binisobtained bysimplycounting

the events in the mass range 2.9 M 3.3 GeV/c 2

, after subtraction of the small

dimuon continuum contribution.

The result of the standard analysis for the 1996 and 1998 data sets is shown in

Fig.3. Forthe1998sample,becauseoftheverythinsingletarget,the contamination

due to Pb-air events is important for peripheralevents [9]. Forthis reason, we have

limitedtheanalysisofthe1998datatotheregionE

ZDC

<22TeV.Thecontinuousline

inFig.3representsthevalueof

J=

=

DY

expectedincaseofpurenuclearabsorption.

Ithas been obtainedassumingfor theinteraction cross sectionofthe pre-resonantcc

pair that will formthe J/ [20] the value

abs

=6.4mb[6]. This value results from

aGlauberanalysis ofJ/ productioninp-A andS-Ucollisions,wherenoanomalous

suppression ispresent [6].

The results of the standard analysis, even if almost free from systematic errors,

are aected by large error bars, due to the lowDrell-Yanstatistics. This problem is

solved introducing the minimum bias analysis. First, as anintermediate step in the

presentationoftheresults,weplotinFig.4theJ/ distributionversusE

ZDC

directly

dividedbythe measuredminimumbiassample,forthe1996 and1998datasets. The

comparisonofthedatawiththecontinuouslinerepresentingordinarynuclearabsorp-

tion reveals two clear features: a departure fromthe absorption curve atE

ZDC 26

TeV, and a change of slope in the region around E

ZDC

=10 TeV. Furthermore, the

two sets of data show a discrepancy for very central events. This problem, already

discussed in [9]for the E

T

analysis, isconnected with the use, inthe 1996 set-up,of

arelatively thick target. In this situation,itis known that possiblereinteractions of

projectile fragments inthe target could bias the centrality measurement, leading to

asystematic error for centralevents. On the contrarythese eects are negligiblefor

the thin target used inthe 1998 set-up.

InFig.5weshowtheresultoftheminimumbiasanalysisversusE

ZDC

. Forclarity,

in this plot the 1996 data set is used only down to E

ZDC

=9 TeV, i.e. in the region

wherethebiasinducedby reinteractions isnegligible. Theabsolutenormalizationfor

the ratio

J=

=

DY

has been calculated using the results of the standard analysis,

in the range 9 E

ZDC

16 TeV. In Fig. 6 we plot the same ratio, divided by the

normal absorption curve. The results presented in Fig. 5 and 6 exhibit the same

features already visiblein the (J/ )/MB ratio (Fig.4), namely two clear changes of

slope. TherstonecorrespondstotheE

ZDC

regionaround26TeV,whereweobserve

a departure from the trend of the normal absorption curve, while the second one is

visiblein the zone correspondingto the most centralcollisions.

A suppression pattern with the same characteristics has already been obtained

from the analysis of the J/ yield as a function of E

T

[9]. The result presented

hereas afunction ofE

ZDC

thereby conrms the two-step structure ofthe anomalous

J/ suppression in Pb-Pb collisions. A quantitativecomparison of the results of the

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