$<m_T>$ excitation function: Freeze-out and equation of state dependence
Hannah Petersen, Jan Steinheimer, Marcus Bleicher, Horst Stoecker

TL;DR
This study uses a combined Boltzmann+hydrodynamics model to analyze how freeze-out conditions and the equation of state influence the mean transverse mass in heavy-ion collisions across a wide energy range, revealing sensitivity of <m_T> to these factors.
Contribution
It introduces a systematic comparison of freeze-out and equation of state effects on <m_T> using a hybrid UrQMD-based approach without parameter tuning.
Findings
<m_T> is sensitive to freeze-out and EoS variations.
Bag model EoS with phase transition aligns with experimental <m_T> step behavior.
Pure transport models overestimate <m_T> at high energies.
Abstract
An integrated Boltzmann+hydrodynamics transport approach is applied to investigate the dependence of the mean transverse mass on the freeze-out and the equation of state over the energy range from GeV. This transport approach based on the Ultra-relativistic Quantum Molecular Dynamics (UrQMD) with an intermediate hydrodynamic stage allows for a systematic comparison without adjusting parameters. We find that the multiplicities of pions and protons are rather insensitive to different freeze-out prescriptions and changes in the equation of state, but the yields are slightly reduced in the hybrid model calculation compared to a pure transport calculation while the (anti)kaon multiplicities are increased. The mean transverse mass excitation functions of all three particle species are found to be sensitive to the different freeze-out treatments as well as to the equation…
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