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(Direct) Photons. Photons do not interact strongly Photons have a small cross sections – for production and interactions Two sources of Photons exist: - Photons from decays (e.g. p 0 gg ) - Photons from interactions (direct Photons) There are real Photons and virtual Photons. Gamma Guys.
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(Direct) Photons • Photons do not interact strongly • Photons have a small cross sections – for production and interactions • Two sources of Photons exist:- Photons from decays (e.g. p0gg)- Photons from interactions (direct Photons) • There are real Photons and virtual Photons
Gamma Guys Joe Kapusta Charles Gale
Hadronic channels Example for a differential cross section:
Partonic channels • from QGP: sensitivity to parton density and temperature • from initial state: sensitivity to PDFs (gluon!) (all quark/anti-quark subprocesses) 4
Differential Photon spectra Clear enhancement of Photon production with QGP
Channel decomposition • Dominant contribution from QGP stage • Long life time of partonic and mixed phase
Why are short lived hadron resonances interesting? • There is a (long living) hadronic rescattering stage at FAIR and SPS energies • Lifetime and properties of the hadronic stage aredefined and probed by resonance production/absorption/re-feeding/decay • Use different resonances to explore this stage: e.g. mesons: baryons: • Are resonances dissolved/broadened/shifted in matter?
Dileptons and the rho Jochen Wambach Gerry Brown Ralf Rapp
‘Trivial’ physics effects • Even without chiral symmetry restaurationand in-medium modifications one expects a modification of the r spectral function
r mass distribution in C(2AGeV)+C • Double hump feature • Strong contribution to low mass r’s from N*1520 • Only small contributions from pp channel UrQMD S. Vogel, M. Bleicher, Phys.Rev.C74:014902,2006
p- r0 p+ r0 r0 r0 p- p+ p- r0 + + + p+ - - - Hadronic vs leptonic channel A+A Hot and dense medium Particle yields L* K K p Particle spectra p p L* time
Decay time distribution ofr mesons Resonance formation needs time (most r from baryon resonances) even short lived resonances are dominantly from later stages
Di-leptons: Some technical issues • Different di-lepton physics:- VMD, EVMD, form factors, - collisional broadening, shining, - explicit r,effective r, instant di-leptons Different result from same input! Standard / consensus needed • Bremsstrahlung?!
Hadronsdi-leptons pi, eta, eta’ Delta rho, omega
Comparison to CERES @ 160 AGeV CERES Data from 2000UrQMD (Pb+Au) is filtered • Well known dip around 500 MeV • Dip is from low momentum di-lepton pairs D. Schumacher, M.B., to be published
HADES energies: UrQMD CC@2AGeV CC@1AGeV • Note the broad r mass distribution D. Schumacher, s. Vogel, M.B, Acta Phys.Hung.A27:451-458,2006
HADES energies: IQMD/RQMD nucl-th/0702004 Phys.Lett.B640:170-175,2006 IQMD, CC@2AGeV(instant di-leptons: no baryon and r resonance propagation) RQMD, CC@2AGeV(effective r, no r and p propagation)
Di-lepton summary • Model differences due to different di-lepton ‘after burner’! • Clear hint of non-equilibrium contributions CC@2AGeV, HADES, nucl-ex/0608031
Event-by-Event fluctuations and hadronisation Sean Gavin Volker Koch, Sangyong Jeon (not on the picture
Motivation At RHIC: look for signals of freely moving partons.(D, CBS,k)At FAIR/SPS:look for the mixed phase and the onset of deconfinement(w, k/p, p/p) E. Bratkovskaya, M.B. et al., PRC 2005
Fluctuations are THE tool!? • Fluctuations might provide information on - deconfinement/confinement- correlation length- thermalization- nature of the QGP- critical point • Is it that easy?- finite time and volume- non-equilibrium- hadronization
Some motivation, some data PHENIX, Au+Au, Ecm=130 AGeV Stephanov, Shuryak et al Lungwitz, Bleicher Hadron gas P(O) Original motivation for E-by-E physics Boring New physics Obser-vable
The tool: qMD • qMD : Quark Molecular Dynamics (a toy model for hadronization) • out-of-equilibrium transport model, (Vlasov equation) • provides a hadronization prescription • essentially realizes a dynamical quark recombination approach
Some properties: equilibrium Tc ~ 140 MeV
How to model a real collision • For application, use UrQMD initial state • get initial quark distribution from strings • evolve system with qMD • neglect rescattering of hadrons after qMD
Entropy consideration <N> <m>
Pion gas, D ~ 4 Quark gas, D ~ 1
Can one observe the fluctuations in the initial state? See e.g. Shuryak et al, Phys.Rev.C63:064903,2001
Recombination and fluctuation parton fraction
Who else… Langanke Achim Richter Mishustin Knoll Sinyukov, Shuryak Blaizot