Transcript STAR - JINR

Study of exited nuclear matter
in AA interactions
and
status of NICA project –
JINR heavy ions collider.
Nikitin V.A.
– for NICA/MPD collaboration
JINR, Dubna.
1
Summary.
• Intensive study of AA collisions in energy domain sqrt(s)>20 A
GeV have showed existence of hadronic matter with unusual
properties (e.g. strong suppression of high p_t partons). But long
expected phase transitions were not observed yet. Recently
declared wide programs of continuation the phase transitions
search make emphasis on precision study in energy domain 2 – 10
A GeV were compressed matter with high baryon density is
expected to be created. For this purpose JINR planes to construct
facility NICA/MPD – “Nuclotron-based Ion Collider fAcility and
Mixed Phase Detector”. It will accelerate all nuclei up to U to top
energy sqrt(s)=10 A GeV. The main physical setup MPD includes
set of instrumentation to detect central U+U collisions with
multiplicity 600 charged particles in 4π geometry. Option with
polarized deuteron beam is also anticipated.
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3
The problems under discussion
•Energy density.
•Critical behavior
•Parton density
•Time evolution
•Temperature
•Number and nature of
•Opacity
degrees of freedom
•Thermalization
•Hadronization
•Deconfinement, QGP
•Equation of state
•Collective behavior
•.
•.
•.
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System Evolution of a Heavy-Ion Collision
QGP:
thermalized
system with
partonic
degrees of
freedom
soft physics
regime
hard (high-pT) probes
Chemical freeze-out (Tch ~ Tc): inelastic scattering ceases
Kinetic freeze-out (Tfo  Tch): elastic scattering ceases
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What Have We Learned at RHIC So Far?
1. Large energy densities (dn/dh, dET/dh)  e  5 GeV/fm3
30 - 100 x nuclear density.
2. Large produced particle multiplicities.
dnch/dy (y=0) = 670, Ntotal ~ 7500,
> 15,000 q +q in final state.
3. Collective phenomena:
Large elliptic flow. Extreme early onset of pressure gradients &
high energy densities
Hydrodynamic & requires quark-gluon equation of state.
4. Constituent quark degrees of freedom.
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What Have We Learned at RHIC So Far?
5. Chemical” equilibration. Particles yields represent equilibrium
abundances and universal hadronization temperature.
Chemical Freezeout Conditions. T = 177 MeV, = 29 MeV.
6. Thermal equilibration obtained from particle spectra:
thermal freezeout + large transverse flow.
T = 100-110 MeV,  = 0.5 – 0.6.
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Pseudorapidity distribution of inclusive particles
in Au+Au interactions.
1 E p

y  ln
; y   ;   ln tg .
2 E p
2
9
V
Estimation of central fireball energy density
Naïve estimate
 = sqrt(s)/ V=5000 GeV/fm
dz
T
h
i
Bjorken formula,
1983.
s
e
dEt
dE
dEt
 
 s 2t

;
dV
t R A dz  RA2 form d 
i
1
pE
m , dy  d  ;
y  ln
2
p a E
dEt t
dEt
 
;
Exp
.
value
 600 GeV
2
e
 RA form dy
dy
i
dEt / dy
 form  h / mst , mt 
 0.7 GeV
n
dN / dy
o
 form  0.35 fm / c;   5  15 GeV / fm3
t
a
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Independence of transverse energy on centrality
and c.m. energy.
Centrality – number of participating nucleons
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Total charged particle multiplicity
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Multiplicity distribution
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Comparison of AA data with NN data
A
B
b
Namber of binary collision is 2 x 5=10
R AB
P
dN AB

P
N collis (b) dN pp
RCP
central
dN central / N collis

peripheral
dN peripheral / N collis
Namber of wounded nucleon is 2+5=7
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pp: npart = 2; nbin = 1
AA: npart = 8; nbin = 16
High cross section phenomena (soft processes) scales
with the number of participants.
Low cross section phenomena (hard processes) scales
with the number of binary collisions.
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Glauber –Sitenko model Npar, Nbin calculation
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Comparison of AA data with NN data
If R = 1 here, nothing new going on
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Enhencement
of multistrage
particles yield
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A Definition of the Quark-Gluon Plasma
QGP  a (locally) thermally equilibrated state of
matter in which quarks and gluons are deconfined
from hadrons, so that color degrees of freedom
become manifest over nuclear, rather than merely
nucleonic, volumes.
Not required:

non-interacting quarks and gluons

1st- or 2nd-order phase transition

evidence of chiral symmetry restoration
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Elliptic flow of central fireball matter
•
Peripheral
Collisions
The overlap region in peripheral collisions
is not symmetric in coordinate space
• Interactions among constituents generates
a pressure gradient which transforms the
initial spatial anisotropy into the observed
momentum anisotropy
z
y
x
Anisotropic Flow
•
Perform a Fourier decomposition of the
momentum space particle distributions in
the x-y plane
– v2 is the 2nd harmonic Fourier coefficient of
the distribution of particles with respect to
the reaction plane
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Anisotropic flow from AGS to RHIC
Picture: © UrQMD
X
Z

b
XZ – the reaction plane
f  atan
py
px
d 3 1 d 2
E 3 
( 
1
 2v1cos RP   2v2 cos2 RP   )

 


d p 2 pt dpt dy
Isotropic DirectedFlow
EllipticFlow
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Soft Sector: Evidence for Thermalization and EOS
Hydro calculations: Kolb, Heinz and Huovinen
 Systematic m-dependence of v2(pT) suggests common transverse vel. field
 mT spectra and v2 systematics for mid-central collisions at low pT are well
(~20-30% level) described by hydro expansion of ideal relativistic fluid
 Hydro success suggests early thermalization, very short mean free path
 Best agreement with v2 and spectra for therm < 1 fm/c and soft (mixed-phasedominated) EOS ~ consistent with LQCD expectations for QGP  hadron
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The flow is established at the quark level.
It is predicted to be simple
when pT → pT / n , v2 → v2 / n , n = (2, 3 quarks)
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Suppression of High Transverse Momentum
Hadrons by factor ~ 4 - 5 in central collisions
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pp and
peripheral AA
Central AA
Trigger jet
Trigger jet
QGP
Away jet
Missing away
jet
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Evidence for Parton Energy Loss in High
Density Matter
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Soft Sector: Hadron Yield Ratios
STAR
PHENIX
Strangeness Enhancement
Resonances
 pT-integrated yield ratios in central Au+Au collisions consistent
with Grand Canonical stat. distribution @ Tch = (160 ± 10) MeV,
B  25 MeV, across u, d and s sectors.
 Inferred Tch consistent with Tcrit (LQCD)  T0 >Tcrit .
 Does result point to thermodynamic and chemical equilibration,
and not just phase-space dominance?
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Particle Ratios  Chemical Equilibrium  Temperature
Statistics, grand canonical distribution and chemical potential
n  
w(n,  )  exp(
)( n,  )  grand canonical distrib.
T
d   TdS  pdV   dn;  chemical potential  is energy
carreing by one particle.
antiparticle  0.
  w.
2  3q
2 B
p/ p  exp(
)  exp(
);  B  3q .
T
T

2( q   S )
2 K
K / K  exp(
)  exp(
)
T
T
2
1
 exp((  B  2 S ) ).
3
T

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QCD Phase Diagram
At RHIC:
T = 177 MeV
T ~ Tcritical (QCD)
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Summary on QGP Search
All indications are that a qualitatively new form of matter is being
produced in central AuAu collisions at RHIC
1)
The extended reach in energy density at RHIC appears to reach simplifying
conditions in central collisions -- ~ideal fluid expansion; approx. local thermal
equilibrium.
2)
The Extended reach in pT at RHIC gives probes for behavior inaccessible at lower
energies – jet quenching; ~constituent quark scaling.
But: In the absence of a direct signal of deconfinement revealed by experiment
alone, a QGP discovery claim must rest on the comparison with a theoretical
framework. In this circumstance, further work to establish clear predictive power
and provide quantitative assessments of theoretical uncertainties is necessary for
the present appealing picture to survive as a lasting one.
In order to rely on theory for compelling QGP discovery claim, we
need: greater coherence; fewer adjusted parameters; quantitative
estimates of theoretical uncertainties
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Nuclotron-based Ion Collider fAcility and Mixed
Phase Detector
« NICA / MPD »
Development of the JINR basic facility for generation of intense heavy ion and
polarized nuclear beams aimed at
searching for the mixed phase of nuclear matter and
investigation of polarization phenomena at the collision
energies up to sNN = 9 GeV
MAIN RESEARCH GOALS:
•Investigation of the mixed phase formation problem in strongly interacted nuclear matter at
extremely high nuclear densities
• Investigation of polarization phenomena in few-body nucleon systems.
•Development of theoretical models of the processes and theoretical support of the
experiments.
• Development of the Nuclotron as the basis for study of relativistic nuclear collisions over
atomic mass range A = 1-238.
•Preparation of the project of the nuclear collider and multipurpose particle detector at heavy ion
colliding beams (NICA/MPD) and staged realization.
• Experiments at the Nuclotron nuclear and polarized deuteron beams.
The existing Nuclotron facility
•The Nuclotron was built for five years (1987-1992), the main equipment of its
magnetic system, and many other systems as well, was fabricated by the JINR
central and the LHE workshops without having recourse to specialized industry.
The Nuclotron ring of 251.5 m in perimeter is installed in the tunnel with a crosssection of 2.5m x 3 m that was a part of the Synchrophasotron infrastructure
•Structural magnets power supply
upgrade.
• Beam extraction improvement of
the beam pipe pumping system.
•RF system.
• Beam diagnostic and control
system.
• RF system.
•Beam transfer line from the
Nuclotron ring to the main
experimental area;
• Cryogenic supply system;
• Ion source development;
• Booster magnets R&D
Collider Ring Parameters
Circumference
Ion energy
m
GeV/u
183
2.5 – 3.5
 mm
mrad
Collision point
Beta function in CP
m
Rms beam size in CP
m
Rms angular spread in CP
mrad
Rms momentum spread
Rms bunch length
cm
Peak luminosity
cm-2s-1
0.5
6.0
1.2
0.001
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51027
Ion number per beam
Harmonics number
Ion number per bunch
51010
20
2.5109
Rms beam emittance
RF frequency
RF voltage amplitude
MHz
kV
0.7
31.53
200
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Nuclotron-based Ion Collider fAcility and Mixed
Phase Detector
NICA / MPD
Water-steam transition (firstorder transition with the latent
heat) ends a critical point
(second order). No difference
between steam and water
above the critical point.
PHASE DIAGRAMS
Quark-hadron
deconfinement phase
transition manifests a similar
structure. There is a
crossover above the critical
point
Mixed Phase? Critical Endpoint?