Bulk properties of the system formed in Au+Au collisions at √s NN = 14.5 GeV using the STAR detector at RHIC Vipul Bairathi (for the STAR Collaboration)

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Presentation transcript:

Bulk properties of the system formed in Au+Au collisions at √s NN = 14.5 GeV using the STAR detector at RHIC Vipul Bairathi (for the STAR Collaboration) National Institute of Science Education and Research, India Outline Introduction & Motivation STAR Experiment at RHIC Results Identified particle production and freeze out parameters Azimuthal anisotropy of identified hadrons Summary Quark Matter Kobe, Japan Sept. 27 – Oct. 3, 2015

STAR Motivation: RHIC BES Program Goals of RHIC beam energy scan program  Search for turn-off of QGP signatures  Search for the first-order phase transition  Search for critical point Freeze out in heavy-ion collisions Chemical freeze out (T ch, μ B )  Inelastic collisions among particles cease Kinetic freeze out (T kin, )  Elastic collisions among particles cease Elliptic flow (v 2 ) of identified hadrons New data: Au+Au √s NN = 14.5 GeV  Corresponding μ B = 260 MeV fills a gap in μ B of about 100 MeV between √s NN = 11.5 GeV (μ B = 315 MeV) and 19.6 GeV (μ B = 205 MeV). Vipul Bairathi 2 QCD Phase Diagram Cross Over

STAR STAR Experiment at RHIC Large Coverage: 0 <  < 2  |  | < 1.0 Uniform acceptance: transverse momentum (p T ) and rapidity (y) Excellent particle identification capabilities (TPC and TOF) Vipul Bairathi 3 Year√s NN (GeV) Minimum Bias Events(10 6 ) BES-I Dataset TPC MTD Magnet BEMC BBC EEMC TOF Maria & Alex Schmah M. Anderson et al., Nucl. Instrum. Meth. A 499 (2003) 659 W. J. Llope., Nucl. Instrum. Meth. A 661 (2012) S110–S113

STAR Time Projection Chamber (TPC) Particle Identification Vipul Bairathi 4 Time Of Flight (TOF) p = momentum t = time of flight L = path length H. Bichsel, NIM A. 562 (2006) 154 Au + Au √s NN = 14.5 GeV

Identified particle production and freeze out properties Vipul Bairathi 5 See also Talk of James Brandenburg Heavy flavors and Strangeness Monday,

STAR Transverse Momentum Spectra Vipul Bairathi 6 Bose-Einstein fit (m T -m) Exponential fit Double Exponential fit Au + Au √s NN = 14.5 GeV Boltzmann fit

STAR Chemical Freeze out Vipul Bairathi 7 New results for Au+Au, 14.5 GeV Particles used in fit : π, K, p, Λ, Ξ and their anti-particles. T ch increases as collision energy increases. μ B decreases with increase in collision energy. Centrality dependence is observed for μ B. 0-5% STAR, SQM 2013, Brimingham, UK S. Wheaton & Cleymans, Comput. Phys. Commun., 180, (2009) (Yield Model – Yield Data ) Error Data J. Cleymans et al. Phys. Rev. C 73, (2006) A. Andronic et al. Nucl. Phys. A 834, 237C (2010)

STAR Kinetic Freeze out Vipul Bairathi 8 Blast-Wave Fit New results for Au+Au 14.5 GeV data decreases from central to peripheral collisions. T kin increases from central to peripheral collisions. An anti-correlation observed between T kin and. PeripheralCentral Centrality 0-5% STAR, QM 2014, Darmstadt, Germany E. Schnedermann, J. Sollfrank, and U. W. Heinz, Phys. Rev. C 48, 2462 (1993). Central Peripheral

Elliptic flow (v 2 ) of Identified hadrons Vipul Bairathi 9 See also Talk of Liao Song, Session: Correlations and fluctuations Tuesday, Poster by Shusu Shi, Board: 0833 / 351, Tuesday,

STAR pypy pzpz pxpx Elliptic Flow (v 2 ) Vipul Bairathi 10 Interactions Pressure(P) η-sub event plane method is used for calculation of v 2. The observed v 2 is corrected for event plane resolution. A.M. Poskanzer & S. Voloshin, Phys. Rev. C58 (1998)

STAR v 2 measurement Mass ordering of v 2 is observed at low p T for π +, K +, p and their antiparticles. No mass ordering observed for K s 0, ϕ, Λ and Λ-bar. Difference between v 2 of Λ and Λ-bar observed. Vipul Bairathi 11 New measurement for Au+Au, 14.5 GeV data STAR Preliminary

STAR v 2 measurement Mass ordering of v 2 is observed at low p T for π +, K +, p and their antiparticles. No mass ordering observed for K s 0, ϕ, Λ and Λ-bar. Difference between v 2 of Λ and Λ-bar observed. Vipul Bairathi 12 New measurement for Au+Au, 14.5 GeV data STAR Preliminary Finite ϕ -meson v 2 in Au+Au at 14.5 GeV. STAR Preliminary

STAR v 2 of Particles and Antiparticles Vipul Bairathi GeV New result for Au+Au, 14.5 GeV data STAR Preliminary L. Adamczyk et. al, (STAR Collaboration) Phys. Rev. C 88 (2013) STAR Preliminary increases with decrease in energy. relative to proton v 2 (at p T = 1.5 GeV/c) shows a centrality dependence.

STAR Centrality dependence Centrality dependence of v 2 is observed. Baryon-meson separation of v 2 is more prominent for particles compared to antiparticles at transverse kinetic energy (m T − m 0 ) > 1 GeV/c 2 Vipul Bairathi 14 (a) (b) STAR Preliminary Fit function: n = 3 for baryons, 2 for mesons

STAR (A) New Measurements:  Transverse momentum spectra and elliptic flow v 2 of identified hadrons in Au+Au collisions at 14.5 GeV were presented.  The results for Au+Au collisions at 14.5 GeV are consistent with the trends established by the other BES energies. (B) Observations: Chemical Freeze-out:  T ch increases as collision energy increases.  μ B decreases collision energy increases.  Centrality dependence of μ B is observed. Kinetic Freeze-out:  Centrality dependence is observed for T kin and.  T kin and are anti-correlated. Elliptic flow v 2 :  Low p T mass ordering of v 2 for π +, K +, p and their anti-particles is observed for Au+Au at 14.5 GeV.  Centrality dependence is observed for v 2 (p)–v 2 ( ) when normalized to proton v 2 for all BES energies. Summary Vipul Bairathi 15 T ch (MeV)152 ± 6 μ B (MeV)240 ± 12 T kin (MeV)113 ± ± 0.02 Au+Au, 14.5 GeV 0-5% Most Central

BackUp Vipul Bairathi 16

STAR Chemical freeze out: Inelastic collisions among the particles ceases and particle yields get fixed. THERMUS: Statistical thermal model Grand Canonical Ensemble: Quantum numbers (B, S, Q) conserved on average Thermodynamics quantities extracted: Chemical freeze out temperature T ch Baryon chemical potential μ B Vipul Bairathi 17 Chemical Freeze-out: THERMUS Model S. Wheaton & Cleymans, Comput. Phys. Commun., 180, (2009)

STAR Kinetic freeze out: Elastic collisions among the particles stop and the momentum distribution gets fixed Blast-Wave (BW) Model: I 0, K 1 : Modified Bessel functions ρ(r) = tanh -1 b, b: transverse radial flow velocity, r/R: relative radial position; R: radius of fireball T kin : Kinetic freeze-out temperature Hydrodynamic based model Assumes local thermalization of particles at a kinetic freeze-out temperature and moving with a common radial flow velocity Vipul Bairathi 18 Kinetic Freeze-out: Blast Wave Model E. Schnedermann, J. Sollfrank, and U. W. Heinz, Phys. Rev. C 48, 2462 (1993).

STAR Comparison with BES energies Vipul Bairathi % L. Adamczyk et. al, (STAR Collaboration) Phys. Rev. C 88 (2013) 14902