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Exploiting intrinsic triangular geometry in relativistic (3)He+Au collisions to disentangle medium properties
Physical Review Letters
|September 27, 2014
Summary
Comparing particle emission in heavy-ion collisions using different projectiles (p, d, He-3, t) helps study the quark-gluon plasma. This research explores the initial shape of the medium and its effect on flow.
Area of Science:
- Nuclear Physics
- High-Energy Physics
- Quantum Chromodynamics
Background:
- Recent experiments at RHIC and LHC show collective expansion and flow in d+Au and p+Pb collisions.
- Understanding the properties of the quark-gluon plasma (QGP) requires studying the initial conditions of heavy-ion collisions.
- The formation of a nearly inviscid hydrodynamic QGP droplet is a key area of research.
Purpose of the Study:
- To propose a control experiment comparing particle emission patterns from p+Pb, d+Au, and He-3+Au or t+Au collisions.
- To investigate the influence of the initial spatial distribution of deposited energy on the created medium's properties.
- To disentangle the effects of initial geometry and viscous damping on the system's evolution.
Main Methods:
- Utilizing Monte Carlo Glauber simulations with realistic wave function descriptions for projectiles.
- Analyzing particle emission patterns from different collision systems (one, two, and three initial hot spots).
- Comparing systems at the same center-of-mass energy per nucleon (sqrt[s_{NN}]).
Main Results:
- A He-3 or triton projectile induces a significant intrinsic triangular shape in the initial medium.
- This triangularity survives as a notable third-order flow moment (v3) even with viscous damping.
- The proposed comparison of systems allows for disentangling initial spatial distribution effects from viscous damping.
Conclusions:
- Comparing different collision systems provides crucial insights into the initial state of heavy-ion collisions.
- The initial geometry, particularly triangularity induced by specific projectiles, plays a significant role in the system's evolution.
- This approach is vital for determining the minimum size of a droplet required to form a nearly inviscid hydrodynamic QGP.
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