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Multistrange Hadron v2 and Partonic Collectivity

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sensitive to early time in the system's evolution ... only one fit per pT bin. smaller systematic uncertainties. new method used for K0S, ?, ?, , and analysis ... – PowerPoint PPT presentation

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Title: Multistrange Hadron v2 and Partonic Collectivity


1
Multi-strange Hadron v2 and Partonic
Collectivity
  • Markus Oldenburg
  • Lawrence Berkeley National Laboratory
  • STAR Heavy Flavor Workshop
  • October 13-15, 2005

2
Overview
  • Motivation on why to measure
  • v2 of multi-strange hadrons
  • Analysis details and technique
  • Data and results
  • Discussion
  • Conclusion
  • Outlook
  • from multi-strange to heavy flavor

3
Timeline of a heavy-ion collision
by S. Bass
4
Flow of strange hadrons
  • freeze-out of multi-strange hadrons
  • - at higher
  • temperature Tfo
  • - with lower
  • collective
  • velocity ??T?
  • small cross section of strange hadrons with
    non-strange hadrons
  • sensitivity to the early, partonic stage

STAR
Nucl. Phys. A715, 458c (2003) Phys. Rev. Lett.
92, 112301 (2004) Phys. Rev. Lett. 92, 182301
(2004)
5
Importance of ? v2
STAR Phys. Rev. C65, 041901(R) (02) Phys.
Lett. B612, 181 (2005)
Kaon coalescence effectively ruled out as a
dominant channel for ? production at these
energies.
  • ? is a true signal from the early stage of the
    collision!
  • anisotropic flow measurement of ? will conclude
  • type of the system at an early stage
  • partonic vs. hadronic
  • origin of observed scaling at intermediate pT
  • mass vs. particle type

6
Elliptic flow v2
  • non-central collisions azimuthal anisotropy in
    coordinate-space
  • interactions ? asymmetry in momentum-space
  • sensitive to early time in the systems evolution
  • Measurement Fourier expansion of the azimuthal
    pT distribution

7
Dataset
  • system AuAu collisions
  • energy ?sNN 200 GeV
  • event sample 11 M events
  • centrality 080
  • event plane
  • resolution 75
  • correction

8
Particle identification and mass spectra
  • ?
  • identified via decay topology
  • ? K K-
  • background estimation by event mixing
  • gt 10,000,000 particles identified

O- and (anti-O) identified via decay
topology ? ? ? K and ? ? p ? background
estimated by rotating the ? by 180 in the
transverse plane gt 13,000 particles identified
?- and (anti- ?) identified via decay
topology ? ? ? ? and ? ? p ? background
estimated by rotating the ? by 180 in the
transverse plane gt 450,000 particles identified
? results by Sarah Blyth
9
New analysis technique
  • analysis method v2 vs. minv
  • motivated by
  • Borghini et al. nucl-th/0407041
  • advantages over standard method
  • only one fit per pT bin
  • smaller systematic uncertainties
  • new method used for K0S, ?, ?, ?, and ? analysis
  • standard method and v2 vs. minv method give
    consistent results

SIG BG
BG
BG (SIGBG)
SIG (SIGBG)
v2TOT(minv)
10
v2 of multi-strange hadrons
_
  • common fit to K and ?
  • n number of constituent quarks
  • X. Dong et al.,
  • Phys. Lett. B597 (2004)

v2
?? OO ?
_
baryons
mesons
_
200 GeV AuAu
_
? results by Sarah Blyth
11
Discussion of strange hadron v2 results
K0S and ? results by Yan Lu
STAR preliminary
? results by Sarah Blyth
Hydro P. Huovinen, priv. comm. (2004)
  • ? flows as strongly as other mesons.
  • Collective flow is generated during the partonic
    stage already.
  • The strange baryons ? and O show strong elliptic
    flow.
  • The ? v2 clearly follows the baryon v2(pT).

12
Conclusions from the measurements
  • v2 of multi-strange hadrons
  • ?, ?, and ? show strong elliptic flow.
  • Their behavior is similar to the other mesons and
    baryons.
  • They flow as strongly as the other particles.
  • NCQ scaling of v2
  • observed scaling is a meson?baryon, not a mass
    effect!
  • Collectivity develops early among partons!
  • Partonic Collectivity at RHIC

Thermalization?
13
Timeline of a heavy-ion collision
by S. Bass
14
Heavy-Flavor Quarks
B. Mueller, nucl-th/0404015.
  • Even in a QGP with chiral restoration, the c, b
    (and t) quarks stay heavy.
  • If charm quarks show collective behavior ( flow)
    the must have suffered frequent interactions with
    the light quarks u, d, s.
  • The light quarks u, d, s must be thermalized.
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