Conveners
Collective Dynamics III
- Boris Hippolyte (Institut Pluridisciplinaire Hubert Curien (FR))
Prof.
Yasushi Nara
(Akita International University)
9/30/15, 9:00 AM
Collective Dynamics
Contributed talk
Yes, it does! We investigate the effects of nuclear mean-field on the directed flow
$v_1$ in high energy nucleus-nucleus collisions
from $\sqrt{s_{NN}}=2.7$ GeV to 27 GeV incident energies
within a transport theoretical model based on the framework of
the relativistic quantum molecular dynamics.
Specifically, we use the JAM transport model with potentials.
Our approach reproduces the...
Bjoern Schenke
(Brookhaven National Lab)
9/30/15, 9:20 AM
Collective Dynamics
Contributed talk
The beam energy scan (BES) and upcoming BESII at the Relativistic Heavy Ion Collider (RHIC) aims at pinning down the detailed phase structure of QCD and locate the critical point that marks the transition from a cross-over to a first order phase transition. In order to do this, fundamental theory needs to be linked to experimental observables, and sophisticated dynamical modeling becomes...
Vipul Bairathi
(National Institute of Science Education and Research)
9/30/15, 9:40 AM
Collective Dynamics
Contributed talk
The main goal of the Beam Energy Scan (BES) Program at RHIC is to study
the structure of the QCD phase diagram. In the years 2010 and 2011 data
were collected for Au+Au collisions at $\sqrt{s_{NN}}$ = 7.7, 11.5,
19.6, 27, 39, 62.4, and 200 GeV. The corresponding baryonic chemical
potential ($\mu_{B}$) ranged from 420 to 20 MeV, leaving a gap of about
100 MeV in the phase space between...
You Zhou
(Niels Bohr Institute (DK))
9/30/15, 10:00 AM
Collective Dynamics
Contributed talk
Anisotropic flow is one of the key observables used to probe the properties and evolution of the hot and dense matter produced in heavy-ion collisions. It was recently realized that event-by-event initial fluctuations lead to correlations between different harmonics (correlations of $v_{n}$ and $v_{m}$ when $n≠m$), present also in transport model calculations. The strengths of some of these...
