Speaker
Description
The production of light (anti-)nuclei in ultra-relativistic heavy-ion
collisions is often refered to as "snowballs in hell" puzzle: these loosely
bound states are not expected to survive a thermal medium whose
temperature exceeds their per-nucleon binding energy by roughly two
orders of magnitude. We employ a state-of-the-art hybrid thermal-
coalescence approach in which nucleons are produced from an
expanding thermal fireball and (anti-)nuclei form via coalescence in
phase space. A blast-wave fit to the (anti-)proton spectra fixes the
kinetic-freeze-out parameters, which feed the coalescence integral for
the nuclear spectra with two additional parameters: a width α setting the
momentum-fraction window for coalescence, and an overall
normalization. Using Bayesian inference, we extract the optimum values
of these parameters and reproduce the transverse-momentum spectra
and inclusive yield ratios of deuterons, tritons and ³He in Pb–Pb
collisions at the CERN Large Hadron Collider (LHC). We examine the
centrality dependence of the extracted α parameter and discuss its
implications for the coalescence picture.