View
212
Download
0
Category
Tags:
Preview:
Citation preview
Theory Summary H. Stöcker, Theory Summary H. Stöcker, FIASFIAS
AstrophysicsAstrophysics LatticeLattice Colored GlassColored Glass Fluctuations & DCCsFluctuations & DCCs J/Psi & EM ProbesJ/Psi & EM Probes StrangenessStrangeness Transport TheoryTransport Theory Hydro & JetsHydro & Jets ApologiesApologies
AstrophysicsAstrophysics
Ellis Antimatter- Matter asymmetry: BBEllis Antimatter- Matter asymmetry: BB Bombaci Strange Quarkstars & GRBBombaci Strange Quarkstars & GRB Banyopadhyay Massive SQS possibleBanyopadhyay Massive SQS possible Bhattacharyya Transition NS- SQSBhattacharyya Transition NS- SQS Mishra CSC-> SQS-Cooling curves!Mishra CSC-> SQS-Cooling curves!
Hot and Dense Hadronic Matter in Big Hot and Dense Hadronic Matter in Big Bang J.EllisBang J.Ellis
Recreate the first 10-6 seconds …
… and probe the quark-hadronphase transition
LHC
LHC
QGP
pbm&Stachel
“Neutron Stars”
“traditional” Neutron Stars
Hyperon Stars
Hadronic Stars
Hybrid Stars
Strange Stars
Quark Stars
Bombaci
Supernova-GRB connection: the Quark-Deconfinement Nova model
Progenitor star Supernova explosion
Mass accretion on metastable NSGamma Ray Burst
Quark Star
Bombaci
Double Delight in PSR J0737-3039Double Delight in PSR J0737-3039
First ever observed First ever observed Double Double Pulsar SystemPulsar System, , Burgay et al., Nature Burgay et al., Nature 426 (2003) 531426 (2003) 531
Keplerian parametersKeplerian parameters P Porborb
=2.45 h, =2.45 h, aap p , e , e = 0.088,= 0.088, and and TToo measured from the measured from the pulsar timing data.pulsar timing data.
Pulsar A has a spin period Pulsar A has a spin period 22.7 ms and M=1.337 M22.7 ms and M=1.337 M; ;
those of Pulsar B those of Pulsar B are 2.8 s and M= 1.25 Mare 2.8 s and M= 1.25 M , ,
Accurate measurements of Accurate measurements of relativistic corrections to the relativistic corrections to the Keplerian description,Keplerian description,
Enormous bursts of Enormous bursts of gravitational waves.gravitational waves.Bandyopadhyay: will allow to pin down R: spin-
orbit cp
D.Bandyo-D.Bandyo-padhyaypadhyay
Allowed EOS : M Allowed EOS : M max max theotheo > M > M highest highest
obsobs
Hulse-Taylor pulsar , MHulse-Taylor pulsar , M obsobs = 1.44 M= 1.44 M
Radio Binary pulsar systems , M Radio Binary pulsar systems , M obsobs = 1.56 M= 1.56 M
SofterSofter EOS ruled out by EXO 0748-676! EOS ruled out by EXO 0748-676!
Best EXO- fit values: R =11.5 km, but M=1.8MBest EXO- fit values: R =11.5 km, but M=1.8M = SQS!? = SQS!?
Lattice QCDLattice QCD
GavaiGavai LaermannLaermann Order of Phasetransition?Order of Phasetransition? Speed of sound?Speed of sound?
QCD phase diagramQCD phase diagram
Taylor series: order 8Taylor series: order 8
Large lattices Large lattices required:required:
L > 6/m_pi, to avoid L > 6/m_pi, to avoid large finite size large finite size effectseffects
Small quark masses:Small quark masses:
M_pi/m_rho=0.31M_pi/m_rho=0.31
Critical endpoint!Gavai, Gupta hep-lat/0412035
Cv and Cv and Cs^2Cs^2
Continuum limit takenContinuum limit taken
New method for E, P, SNew method for E, P, S
Use anomaly measure Use anomaly measure for Cv and Csfor Cv and Cs
Gavai, Gupta, Gavai, Gupta, Mukherjee, Mukherjee, hep-lat/0412036 and hep-lat/0412036 and in preparationin preparation
Noninteracting?
Laermann‘s Talk
Colored GlassColored Glass
VenugopalanVenugopalan KovchegovKovchegov McLerranMcLerran
The demise of the Structure function: R. Venugopalan
Dipoles (and multipole) operators may be more relevant observables at high energies
Are universal-process independent.
RG running of these operators - detailed tests of high energy QCD.
Jalilian-Marian, Gelis;Kovner, WiedemannBlaizot, Gelis, Venugopalan
Our ModelOur Model
from D. Kharzeev, Yu. Kovchegov., K. Tuchin, hep-ph/0405045, where we construct a model based on above physics + add valence quark contribution
RdAu
pT
pT
RCP
Peeking through the Colored Looking Glass
A perspective on Future Directions?
Color Glass Condensate as Medium:
Pomerons, Odderons, Reggeons as
Quasiparticle excitations of the CGC
-> ODD Couplerons develop: Larry, marrying with Klaus Werner??
Ploops: (Pomeron loops) How a little fluctuation becomes a big
problem
The CGC and the QGP: Is the sQGP really the CGC? Is rapid “thermalization” due to the CGC? Does flow arise largely from the CGC?
Comments about the LHC: The CGC Machine
1
Fluctuations and DCCsFluctuations and DCCs
KochKoch CsörgöCsörgö ChandrasekarChandrasekar RandrupRandrup
K/K/ fluctuations increase towards lower beam fluctuations increase towards lower beam energyenergy– Significant enhancement over hadronic cascade model Significant enhancement over hadronic cascade model
p/p/ fluctuations are negative fluctuations are negative– indicates a strong contribution from resonance decays indicates a strong contribution from resonance decays
NA49 Preliminary NA49 Preliminary
Fluctuation studies
Tak
en f
rom
Ch
risto
ph
Rol
and
KOCH‘s
Koch‘s DCC predict. seen in CERES Koch‘s DCC predict. seen in CERES data?data?
Dileptons, J/Psi, Dileptons, J/Psi, PhotonsPhotons LeeLee MustafaMustafa KochKoch
Summary of Lee’s TalkSummary of Lee’s Talk
1.1. Reported on the QCD NLO Quarkonium- Gluon/hadron Reported on the QCD NLO Quarkonium- Gluon/hadron dissociation cross section. dissociation cross section.
Large correction even for upsilon system, especially near thresholdLarge correction even for upsilon system, especially near threshold
2. The corrections becomes smaller with thermal quark and gluon 2. The corrections becomes smaller with thermal quark and gluon mass of larger than 200 MeVmass of larger than 200 MeV
Thermal width of J/Thermal width of J/ : 1 GeV at T=600 MeV : 1 GeV at T=600 MeV @ 1mb@ 1mb
3. The dissociation cross section due to quarks are less than 10 % of that due to 3. The dissociation cross section due to quarks are less than 10 % of that due to the gluons.the gluons.
The quenched lattice calculation of the mass and width of J/The quenched lattice calculation of the mass and width of J/ at finite temperature at finite temperature should be reliable.should be reliable.
Corrected NA50 data 2002Corrected NA50 data 2002
UrQMD 1999
NA502002
StrangenessStrangeness
RafelskiRafelski CleymansCleymans Braun MunzingerBraun Munzinger BleicherBleicher
• 1st Order phase transition at high mueB
•No P.T. at low mueB: Xing
• Search for irregularities around E beam = 10-40 GeV:
Flow, strangeness, E-by-E
Where do we expect Where do we expect interesting effects?interesting effects?
Plot from L. Bravina and E. Bratkovskaya shown in Bleicher’s talk
Cleyman‘s & PBM‘s TalkCleyman‘s & PBM‘s Talk
Rafelski‘s Powerful newmethod
Transport theory: Transport theory: AA Strangeness AA Strangeness Excitation Excitation functions functions Bleicher’s & Bleicher’s & Rafelski’s talkRafelski’s talk
4 pi and mid-y abundancies: OK
But not K+/pi!
Energy dependence: OK
Hadron-string models work well
BUT MULTI-STRANGE BARYONs????Alt: Four parameter T, Mue, Gamma-mue, Gamma-s model ok? Rafelski
3-4 GeV 3-4 GeV heavy heavy resonanceresonances s ????
vs. vs. Colored Colored Cluster Cluster BS-BS-PlasmaPlasma??????
->Talks by ->Talks by
Shuryak & Shuryak & W. W. GreinerGreiner
Deeply bound P-bar and Deeply bound P-bar and KK-- states : states : Gateway Gateway to to cold and dense cold and dense matter: W. matter: W. GreinerGreiner Bound Bound P and K - nuclear P and K - nuclear
systems: systems: strong interactionstrong interaction pbars suppress vector fieldspbars suppress vector fields
Discrete bound states with Discrete bound states with binding energies ~ 100th binding energies ~ 100th MeV and 20 fm/c widths,MeV and 20 fm/c widths,
Y. Akaishi and T. Yamazaki , Phys. Y. Akaishi and T. Yamazaki , Phys. Rev. C65 (2002) 044005Rev. C65 (2002) 044005
I. Mishustin et alI. Mishustin et al Formation of cold and Formation of cold and
highly dense nuclear highly dense nuclear system ~ 3-5 nsystem ~ 3-5 n00,,
‘‘Study of dense Study of dense p - p - nuclear systems’ at FAIR nuclear systems’ at FAIR and K-Nucleus at and K-Nucleus at J-PARCJ-PARC..
HydroHydro
ShuryakShuryak HeinzHeinz ChauduriChauduri
hydro describes both radial and elliptic flows (from Jacak’s talk)
proton pion
Hydro models:
Hirano(3d)
Teaney(w/ & w/oRQMD)
Kolb
Huovinen(w/& w/oQGP)
nucl-ex/0410003
EOS of QCD is such that cs^2 is not constant EOS of QCD is such that cs^2 is not constant Shuryak-talkShuryak-talkp/e (e) = EoS along fixed np/e (e) = EoS along fixed nBB/s lines (Hung,ES,hep-ph/9709264).:/s lines (Hung,ES,hep-ph/9709264).:
<= RHIC
A gas of Relativistic pions =>
Relativisitc QGP=>
The softest point
QGP pressure is nearly balanced by the vacuum QGP pressure is nearly balanced by the vacuum pressure: p=p(QGP)-Bpressure: p=p(QGP)-B
Viscosity: Aswindini, ChaudhuriChaudhuri
NA49: Collapse of V2(protons) at 40 AGeV: 1.Order PT?
15840
Hydro-Heinz: v2 vs. Eta- corrected
P.K. Sahu et al, arXiv:nucl-th/0206010
Nara
V2 from UrQMD
Brahms vs. Bleicher‘s talk
<v2> of high pt particles:
Factors 3-5 from plasma
pressure!
0 100 200 300N part
0.0
0.1
0.2
0.3
<v 2>
STAR
Cassing, Gallmeister, Carsten Greiner, HSD
HSD: pt>2 GeV/c
Huge Plasma pressure!
Tomographic Approach
SPS 0.8 210-240 1.5-2.5 1.4-2 200-350
RHIC
0.6 380-400 14-20 6-7 800-1200
LHC 0.2 710-850 190-400 18-23 2000-3500
SPS RHIC LHC
F.Karsch, Nucl.Phys.A698 (2002)
0[ ]fm [ ]T MeV [ ]tot fm3[ / ]GeV fm /gdN dy
3
6.8 , 175
1 /
Au c
c
R fm T MeV
GeV fm
Ivan Vitev, LANL
• Consistent estimate with hydrodynamic analysis But: assumes to much action in QGP
S.A. Voloshin, Nucl. Phys. A715, 379 (2003).Z. Lin et al., Phys. Rev. Lett., 89, 202302 (2002).R. Fries et al., nucl-th/0306027.D. Molnar and S.A. Voloshin, PRL 91, 092301(2003).
*LEPS: Phys. Rev. Lett. 91, 012002-1 (2003).
v2 of and 0
Quark Coalescence =Recombination -> BASS
Charmonium follows flow!
J. Castillo, S. Salur , P. Sorensen
STAR Preliminary
UrQMD also shows „Recombination“- no Const.Qs?
Xianglei Zhu FIAS/STAR from Bleicher‘s talk-spares
Flow (vFlow (v1,1,vv22) of D+Dbar & J/) of D+Dbar & J/ vs. p vs. pTT , y , y Flow (vFlow (v1,1,vv22) of D+Dbar & J/) of D+Dbar & J/ vs. p vs. pTT , y , y
• Flow of D+Dbar & J/follows light hadrons but v2 < 3%
-6 -4 -2 0 2 4 60.00
0.01
0.02
0.03
0.04
0.05
0.06
PHOBOS HSD
Au+Au, s1/2
=200 GeVcharge particles
v 2()
0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5
-0.04
-0.02
0.00
0.02
0.04
D+Dbar J/
v 1 (y)
v 2 (y)
v 1 (p T
)
D+Dbar J/
Au+Au, s1/2=200 GeVb=7 fm, 0<y<1
v 2 (p T
)
-2 -1 0 1 2
-0.04
-0.02
0.00
0.02
0.04 Au+Au, s1/2=200 GeVb= 7 fm
0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5
-0.04
-0.02
0.00
0.02
0.04
0.06
0.08
0.10
Au+Au, s1/2=200 GeVb=7 fm, |y|<1
D+Dbar J/
pT [GeV/c]
pT [GeV/c]
-2 -1 0 1 2
-0.04
-0.02
0.00
0.02
0.04
0.06
0.08
0.10
Au+Au, s1/2=200 GeVb= 7 fm
D+Dbar J/
y
y
-4 -3 -2 -1 0 1 2 3 4-0.03
-0.02
-0.01
0.00
0.01
0.02
0.03
STAR PHOBOS HSD
v 1 ()
Au+Au->h++X
s1/2
=200 GeV, semi-central
Antiflow of pions & Kaons
Xianglei Zhu, M.Bleicher
Jetquenching in medium discovered@ RHIC but: Open Questions..
• How much of jet quenching due to JET->Hadron coll?
• Measure leading particle kind & p-tot -
• Different X-sections – different quenching...
• Jets thru equilibrized plasma-> Machshock in Plasma!
• What is the sound velocity of the medium ?
• Use jet-induced Mach-cones -> c_s of plasma !
expansion of small color transparency
configuration
- 50% hadronic quenching !
- 50% QGP needed Cassing,Gallmester
Carsten Greiner
50% of p_T - Suppression
due to hadron Rescattering !
Plasma suppression
Rho + Proton suppression
Correlated Jets: Transport model predictionCorrelated Jets: Transport model predictionHow much of Jet quenching is due to (pre-) hadronic FSI ?How much of Jet quenching is due to (pre-) hadronic FSI ?
Correlated Jets: Transport model predictionCorrelated Jets: Transport model predictionHow much of Jet quenching is due to (pre-) hadronic FSI ?How much of Jet quenching is due to (pre-) hadronic FSI ?
•p-p jet angular correlations o.k.
•near-side jet angular correlation o.k. for central Au+Au
•50% too little suppression of away-side jet by hadrons !
• 50% QGP needed !
STAR
W. Cassing, K. Gallmeister,
Carsten Greiner, hep-ph/0403208, QM’04 Proceedings
HSD
Plasma suppression
(pre-)hadronic FSI(pre-)hadronic FSI
New hydro New hydro phenomenon:phenomenon:“conical” Mach Shock “conical” Mach Shock flowflow
H.Stöcker, W. Greiner Schopper 1975 H.Stöcker, W. Greiner Schopper 1975 Machshocks in Nuclei Machshocks in Nuclei
H.Stöcker, nucl-th/04: H.Stöcker, nucl-th/04: Jet in QG-Plasma=Machshock, WakesJet in QG-Plasma=Machshock, WakesPROOF OF THERMALIZED PLASMA!PROOF OF THERMALIZED PLASMA! -> Cs -> -> Cs -> Vflow compression of dense Vflow compression of dense plasmaplasmaPhase transitionPhase transition
Casalderey-SolanaCasalderey-Solana Shuryak Teaney, Shuryak Teaney, hep-ph/04…..hep-ph/04…..
Jets interact in the plasma, causing wakes and shock waves relativ to jet-axis
Emission angle alpha relativ to jet axis: Cos (alpha)= Cs / V (jet)
Cs~ 0.3 in hadron matter
Cs = 0.57 for m = 0 Thermalized QG plasma
Hadronic rescattering responsible for
energyloss?
Collapse of Baryon Flow= 1.Order Phase Trans. H.Stöcker, Hofmann, Scheid, W.Greiner 1974/76
Bear Mountain 1974
Nuclear EoS Lee-Wick (m=0) state 2-4 AGeV/c Carbon on Silver
Distribution of radial velocity v_r (left) and modulus v (right).
(note tsunami-like features, a positive and negative parts of the wave shuryak teany)
PHENIX jet pair distribution (from B.Jacak)Away-side jet ~2
dip at – 1.1:
60° Mach peak around Jetaxis, all bins
wrong projection, should be clear in principle axis system of the jet
Is such a sonic boom already observed?
flow of matter normal to the Mach cone seems to be observed! See data from STAR, Fuqiang Wang, JPhysG, QM04 nucl-ex/0404010, but stable?? J. Adams… 0501016
+/-1.1=2.0,4.2
Careful, if you wanna „go with the flow“
THANK YOU ALL!!!
Recommended