Event-by-Event Investigation of the Two-Particle Source Function in Heavy-Ion Collisions with EPOS

Exploring the shape of the pair-source function for particles such as pions or kaons has been an important goal of heavy-ion physics, and substantial effort has been made in order to understand the underlying physics behind the experimental observations of non-Gaussian behavior. In experiments, since no direct measurement of the source function is possible, quantum-statistical momentum correlations are utilized to gain information about the space-time geometry of the particle emitting source. Event generators, such as EPOS, however, provide direct access to the freeze-out coordinates of final state particles, and thus the source function can be constructed and investigated. The EPOS model is a sophisticated hybrid model where the initial stage evolution of the system is governed by Parton-Based Gribov-Regge theory, and subsequently a hydrodynamic evolution is utilized, followed by hadronization and hadron dynamics. EPOS has already proven to be successful in describing several different experimental observations for systems characterized by baryon chemical potential close to zero, but so far the source shape has not been explored in detail. In this paper we discuss an event-by-event analysis of the two-particle source function in root s(NN) = 200 GeV Au+Au collisions generated by the EPOS model. We find that when utilizing all stages of the model, Levy-shaped distributions (unlike Gaussian distributions) provide a good description of the source shape in the individual events. Hence it is clear that it is not the event averaging that creates the non-Gaussian features in the pair distributions. Based on this observation, we determine Levy-parameters of the source as a function of event centrality and particle momentum.

Automated summary

Exploring the shape of the pair-source function for particles such as pions or kaons has been an important goal of heavy-ion physics. In this study, an event-by-event analysis method is proposed to investigate the source shape using data generated by the EPOS model. It is found that Levy distributions provide a good description of the source shape in individual events, indicating that the non-Gaussian features are not caused by event averaging.