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Event-by-Event physics in ALICE

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Event-by-Event physics in ALICE Chiara Zampolli ALICE-TOF Centro E. Fermi (Roma), INFN (Bologna) Correlations and Fluctuations in Relativistic Nuclear Collisions ... – PowerPoint PPT presentation

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Title: Event-by-Event physics in ALICE


1
Event-by-Event physics in ALICE
  • Chiara Zampolli
  • ALICE-TOF
  • Centro E. Fermi (Roma), INFN (Bologna)

Correlations and Fluctuations in Relativistic
Nuclear Collisions, Firenze, 7th-9th July 2006
2
Outline
  • Introduction
  • PID performance
  • Identified Particle Spectra
  • Particle Ratios
  • Mean pT
  • Summary and Conclusions

3
QGP Signatures
  • The nature and the time evolution of the hot and
    dense system created in a heavy-ion collision are
    expected to show the characteristic behaviour of
    a QGP phase transition, which could dramatically
    change from one event to the other.
  • Apart from the very well known probes (inclusive
    probes, probes related to deconfinement...), an
    analysis on an Event by Event basis offers the
    opportunity to study the QCD phase transition and
    to get insights into the QGP. For example

Thermodynamic quantities (T,S) Energy density
fluctuations Jets and minijets DCC, Balance
function...
Properties of the system Order of phase
transition Physics of the QGP Chiral phase
transition, hadronization time...
relying on the very high particle multiplicities
produced per event (SPS, RHIC, LHC)
4
Event by Event Fluctuations
FLUCTUATIONS
  • Statistical
  • Finite number of particles produced
  • Experimental acceptance and resolution
  • Dynamical
  • Dynamics of the collision
  • Evolution of the system
  • Sources of event-by-event fluctuations
  • geometrical
  • energy, momentum, charge conservation
  • anisotropic flow
  • Bose-Einstein correlations
  • resonance decays
  • jets and mini-jets
  • temperature fluctuations

5
Some Experimental Results
Mean pT
K/p ratio
What will ALICE sensitivity be?
STAR
6
ALICE E-by-E Program
Thanks to the very high charged particle
multiplicity expected per event, E-by-E studies
will be feasible with the ALICE detector for many
observables
  • Temperature
  • Mean pT
  • Particle Ratios
  • Multiplicity
  • Conserved Quantities (Charge)
  • HBT radii
  • Balance Function
  • Flow
  • DCC
  • ...

Particle IDentification plays a crucial role!
http//aliceinfo.cern.ch/, ALICE PPR II
7
ALICE PID
separation _at_ 3s
separation _at_ 2s
(dE/dx)
8
Monte Carlo Event Sample
  • 300 Hijing Pb-Pb events (fully simulated and
    reconstructed)
  • Centrality 0 10 of minbias cross section (0 lt
    b lt 5 fm)
  • Magnetic Field B 0.5 T
  • 4500

ptgt 0.15 GeV/c, -0.9 lt ? lt 0.9 p K p
average generated 6750 720 380
9
Primary Track Selection
  • The selection on primary tracks has been
    performed relying on the quality of the
    extrapolation of the tracks to the reconstructed
    primary vertex, taking into account the
    covariance parameters of the track as well.
  • The inefficiency of the cut can be due to
  • reconstruction defects
  • secondaries included

efficiency
10
PID Performance - Definitions
  • The PID performance is evaluated in terms of

N number of reconstructed particles to which
the PID procedure is applied
11
Combined PID ITS TPC TOF
0.15 lt pT lt 4 GeV/c
Efficiency Efficiency Efficiency contamination contamination contamination
p K P p K p
98 78 92 3 20 4
overall efficiency overall efficiency overall efficiency
p K p
74 40 70
p K p
ID 5150 360 280
wrongly ID 155 74 13
12
Generated vs Identified Spectra
Generated
Identified (t w)
Identified (w)
13
p from L weak decays
p
Generated p
Reconstructed p from L
Generated p Generated L Reco p from L
385 130 8
Per event
14
Fitting of the Spectra
  • Correction of the identified spectra taking into
    account
  • Limited acceptance and reconstruction efficiency
    of the detectors eacc
  • Transverse momentum reconstruction efficiency ep
  • PID efficiency ePID
  • PID contamination CPID
  • Event by event fitting procedure for pT spectra
    exponential function

,T slope parameter, connected to the
kinetical freeze-out temperature
15
Results Single Event, pT spectra
Generated
Reconstructed
i.e. corrected!
Temperature (MeV) Temperature (MeV) Temperature (MeV)
p K p
186 2 208 8 319 13
Fit range 0.25 lt pT lt 2 GeV/c
16
Results T Distributions
sT/T 0.5
sT/T 7
sT/T 6
17
Systematic Uncertainties on the Corrections
  • Possible sources of systematic errors
  • Knowledge of the acceptance and reconstruction
    efficiencies, secondaries flow...
  • A detailed study on is to be made of systematic
    uncertainties.
  • Nevertheless, since a level of 10 seems
    reasonable, 100 virtual experiments randomly
    changing the efficiency (contamination)
    correction factors by 10.
  • A small relative increase of few s in the width
    of the temperature distributions has been
    observed in both cases (efficiency/
    contamination).
  • The mean values of the temperatures can vary by
    few s.

18
Particle Ratios
K/p
R 0.106 sR 0.009
p/p
R 0.055 sR 0.006
sR/R few s
19
Mean pT, all particles
476 MeV spT 7 MeV
spT/pT 1.5
The mean value depending on the relative
particle concentrations!!
20
Mean pT
spT/pT 1
spT/pT 7
spT/pT 4
21
Summary Conclusions
  • Event by event fluctuations studies are an
    important tool to explore the QCD phase diagram,
    searching for the QGP, and the QCD critical
    point.
  • Several recent experimental studies (at the SPS
    -NA49- and RHIC -STAR, PHENIX...- have focused on
    the studies of fluctuations in relativistic heavy
    ion collisions (high temperature and energy
    densities).
  • Thanks to its very high particle yield per event,
    and to the excellent PID capabilities, ALICE will
    be able to study fluctuations measuring the
    identified particle spectra (p, K, p) and the
    particle ratios (K/p, p/p) on an Event-by-Event
    basis.

22
Summary and Conclusions contd
  • Temperature fluctuations statistical
    fluctuations of the order of few percent for p, K
    and p.
  • Particle ratios statistical fluctuations of the
    order of few percent for both K/p and p/p.
  • Mean pT statistical fluctuations of the order of
    few percent for p, K and p and for inclusive
    spectra.

Any other contribution from dynamical
fluctuations due to new physics will result in an
increase of the observed values
  • The results presented herein strongly depend on
    the assumed dNch/dy.
  • HIJING simulation dNch/dy 4500
  • RHIC results suggest a reduction by a factor
    23 in the data.

E-by-E studies still feasible
23
Work in Progress
  • E-by-E fluctuation analysis on p-p collisions
  • Multiplicity fluctuations
  • Effect of Jets and Minijets

24
Back-Ups
25
The T-µ QCD Phase Diagram
QCD prediction _at_ very high temperatures and
energy densities, a Phase Transition from
Hadronic Matter to the QGP occurs.
What kind of phase transition? But really a phase
transition or a crossover?
LHC
  • Continuous transition for small chemical
    potential at
  • Tc 170 MeV
  • ec 0.7 GeV/fm3
  • Lattice calculations crossover at µb 0
  • Many parameters involved

26
Experiments at the LHC
CMS
LHC
Designed for high pT physics in p-p collisions
ALICE
Dedicated LHC HI experiment
9 km
ATLAS
CERN
27
The ALICE Physics Program
  • Heavy ion observables in ALICE
  • Probes of deconfinement chiral symmetry
    restoration
  • Global characteristics of the fireball (Evt by
    Evt)

-Multiplicities Et distributions, -HBT
Correlations, elliptic and transverse
flow, -hadron ratios and spectra, -Evt-by-Evt
fluctuations -
-Charmonium and Bottomonium states, -strangeness
enhancement, resonance modification, -jet
quenching and high pt spectra, -open Charm and
Beauty -thermal g radiation,
  • p-p and p-A physics in ALICE
  • Physics of ultra-peripheral heavy ion collisions
  • Contribution of ALICE to cosmic-ray physics

28
A Large Hadron Collider Experiment - ALICE
HMPID PID (RICH) _at_ high pT
  • 5.5 TeV/NN
  • Designed for
  • dNch/dymax 8000
  • (optimized for 4000)
  • Lmax 1?1027 cm-2s-1

TOF PID
TRD Electron ID
PMD ? multiplicity
ITS Low pT tracking Vertexing
TPC Tracking, dE/dx
PHOS ?, p0
29
ALICE Tracking
  • Track Reconstruction has to be performed in a
    high flux environment
  • Reconstruction at low pT very delicate (multiple
    scattering and energy loss)

Tracking based on a KALMAN FILTER technique
  • Simultaneous reconstruction and fitting
  • Rejection of incorrect space points on the fly
  • Simpler handling of multiple scattering and
    energy loss effects
  • Easy extrapolation from one detector to the
    other

30
ALICE Tracking Strategy
After cluster finding, start iterative process
through the central tracking detectors,
ITSTPCTRD
dN/dy 8000 (slice 2o in q)
  • Primary Vertex Finding in ITS
  • Track seeding in outer TPC

HMPID
  • Propagation to the vertex,
  • tracking in ITS

TOF
  • Back-propagation in TPC
  • and in the TRD

TRD
  • Extrapolation and connection
  • with outer PID detectors

TPC
  • Final refit inwards

ITS
31
ALICE Tracking Performance
Tracking Efficiency / Fraction of Fake Tracks for
dN/dy 2000, 4000, 6000, 8000
Full chain, ITS TPC TRD
  • For dN/dy 2000 4000,
  • efficiency gt 90,
  • fake track probability lt 5!!!

32
PT Resolution
33
ALICE Inner Tracking System ITS
Six Layers of silicon detectors for precision
tracking in ?lt 0.9
Three tecnhnologies
SPD - Silicon Pixel SDD - Silicon Drift SSD -
Silicon Strip
  • 3-D reconstruction (lt 100mm) of the Primary
    Vertex
  • Secondary vertex Finding (Hyperons, D and B
    mesons)
  • Particle identification via dE/dx for momenta lt
    1 GeV
  • TrackingStandalone reconstruction of very low
    momentum tracks

34
ALICE Time Projection Chamber TPC
Conventional TPC optimized for extreme track
densities
  • Efficient (gt90) tracking in ? lt 0.9
  • s(p)/p lt 2.5 up to 10 GeV/c
  • Two-track resolution lt 10 MeV/c
  • PID with dE/dx resolution lt 10

Space-Point resolution 0.8 (1.2) mm in xy,(z),
occupancy from 40 to 15
35
ALICE Time Of Flight TOF
Large array at R 3.7 m, covering ? lt 0.9 and
full f
122 cm
  • TOF basic element
  • double-stack Multigap RPC strip
  • Occupancy lt 15 (O(105) readout channels)

Readout pads 3.5x2.5 cm2
2x5 gas gaps of 250mm
  • Extensive RD, from TB data
  • Intrinsic Resolution 40 ps
  • Efficiency gt 99

36
PID with the ITS
PID in the 1/b2 region
central PbPb events
  • 2 measurements out of 4 Layers (SSD, SDD) used in
    the truncated mean
  • s(dE/dx) 10

dE/dx (MIP units)
p (GeV/c)
37
PID with the TPC
central PbPb events
  • Use maximum signal in cluster, shared
    clusters not included
  • Truncated mean with 60 lowest signals

protons
dE/dx (MIP units)
Also some separation in the relativistic rise
kaons
Pions, 0.4ltplt0.5 GeV/c
pions
p (GeV/c)
  • Well described by gaussians (_at_ fixed pT)
  • dE/dx resolution 6.8 at dN/dy8000 (5.5 for
    isolated tracks, or pp collisions)

dE/dx (a.u.)
38
PID with the TOF
Total System resolution (including track
reconstruction) 90 ps
Mass p(t2TOF/L2-1)1/2
P (GeV/c)
? k p
Mass (GeV/c2)
Pions
TOF response gaussian in (tTOF texp ),
  • tTOF measured time of flight
  • texp time calculated from tracking
  • for a given mass hypothesis

39
ALICE PID Performance ()
Central Pb Pb HIJING events kaon case
Combining the PID information from different
detectors allows a weaker momentum dependence of
the efficiency (contamination) which stays higher
(lower) or at least equal than with stand-alone
detectors!!!
p dependence of
efficiency
contamination
40
ALICE PID Approach
  • A common BAYESIAN approach is adopted by every
    ALICE detector performing PID
  • The probability w(is) to be a particle of type i
    (i e, m, p, ...) if a signal s (dE/dx, TOF,...)
    is detected, is

r(si) conditional pdf to get a PID signal s in a
detector, if a particle of type i is detected
Ci a priori probability to find a particle of
type i in the detector
Combined PID combining (multiplying) the r(si)
from different dets
  • Weaker momentum dependence of the efficiency
    (contamination)
  • Efficiency (contamination) higher (lower) or at
    least equal than with stand-alone detectors

41
Results T Distributions
sT/T 2
sT/T 7
sT/T 7
42
Efficiency Correction Variation
No significant change!
43
Contamination Correction Variation
No significant change!
44
ITS PID
p K p
ID 5200 330 270
wrongly ID 315 125 30
Efficiency Efficiency Efficiency contamination contamination contamination
p K P p K p
97 63 85 6 38 13
overall efficiency overall efficiency overall efficiency
p K p
73 31 65
45
TPC PID
Efficiency Efficiency Efficiency contamination contamination contamination
p K P p K p
gt99 50 76 6 15 3
overall efficiency overall efficiency overall efficiency
p K p
75 25 58
p K P
ID 5380 220 225
wrongly ID 310 35 6
46
TPC ITS PID
Efficiency Efficiency Efficiency contamination contamination contamination
p K P p K p
98 32 85 4 25 6
overall efficiency overall efficiency overall efficiency
p K p
74 33 65
p K p
ID 5200 310 260
wrongly ID 230 75 15
47
TOF PID
overall efficiency overall efficiency overall efficiency
p K p
75 39 66
Efficiency Efficiency Efficiency contamination contamination contamination
p K P p K p
98 76 86 2 22 5
p K p
ID 5200 360 260
wrongly ID 100 80 10
48
E-by-E Fluctuations Observables
  • Mean Transverse Momentum
  • Mean Energy
  • Charge Fluctuations
  • Particle Ratios
  • Identified Particle Spectra

Particle IDentification plays a crucial role!
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