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Sep 24 – 29, 2023
US/Eastern timezone

The most spinning baryonic matter

Sep 25, 2023, 4:40 PM
20m
Junior A3 (Durham Convention Center)

Junior A3

Durham Convention Center

Talk Spin in Heavy Ion Collisions Spin in Heavy Ion Collisions

Speaker

JINFENG LIAO (INDIANA UNIVERSITY BLOOMINGTON)

Description

The study of strong interaction matter under external conditions (such as high temperatures and/or baryon densities) provides unique insights into its fundamental theory, the Quantum Chromodynamics (QCD). A nonzero angular momentum imposed on a QCD system can bring rich and intriguing phenomena, with the proton spin structure being a perfect example. A much larger QCD system with substantial angular momentum, produced by non-central heavy ion collisions, has attracted a lot of interests recently. This angular momentum induces nontrivial vortical fluid patterns in the fireball formed by the collision and eventually leads to spin polarization of final state hadrons, as shown by experimental measurements from STAR, ALICE and HADES Collaborations. A clear understanding of the angular momentum initial conditions for the fireball, such as the total amount and its rapidity distribution, is however still lacking. In this talk, we demonstrate how the baryon stopping plays a key role for the deposition of angular momentum toward mid-rapidity region. By calculating rapidity loss after multiple binary collisions for wounded nucleons, we quantify the angular momentum initial conditions for heavy ion collisions from GeV to TeV beam energies. This also allows us to explain the beam energy dependence of experimental data on spin polarization as well as to reveal a nontrivial correlation between net baryon number and initial angular momentum in the fireball. Finally we introduce the ratio of angular momentum to net baryon number as a measure for comparing “spinning-ness” and show that the most spinning baryonic matter, created in heavy ion collisions at a few GeV energies, is about an order of magnitude higher than a proton in terms of this measure.

Primary authors

Alex Akridge (Indiana University Bloomington) JINFENG LIAO (INDIANA UNIVERSITY BLOOMINGTON)

Presentation materials