Abstract

In this work, we are focusing on assessing the contribution of the initial-state fluctuations of heavy ion collision in the hydrodynamic simulations. We are trying to answer the question of whether the hydrodynamic simulation retains the same level of fluctuation in the final-state as for the initial stage. In another scenario, the hydrodynamic simulations of the fluctuation drowns in the final distribution of expanding matter. For this purpose, we prepared sufficient relativistic hydrodynamic program to study A+A interaction which allows analysing initial-state fluctuations in the bulk nuclear matter. For such an assumption, it is better to use high spatial resolution. Therefore, we applied the (3+1) dimensional Cartesian coordinate system. We implemented our program using parallel computing on graphics cards processors - Graphics Processing Unit (GPU). Simulations were carried out with various levels of fluctuation in initial conditions using the average method of events coming from UrQMD models. Energy density distributions were analysed and the contribution of fluctuations in initial conditions was assessed in the hydrodynamic simulation.

Highlights

  • Relativistic hydrodynamics is used to model strongly interacting matter that can be treated as an ideal liquid at some stage

  • Our approach in relativistic hydrodynamics is the use of the Cartesian system with time (3 + 1) on high resolution numeric lattice, which is necessary to describe the evolution of the nucleus + nucleus collision [1]

  • One of its main features is the use of parallel computing on general-purpose graphical processing units (GPGPU)

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Summary

Introduction

Relativistic hydrodynamics is used to model strongly interacting matter that can be treated as an ideal liquid at some stage. Our approach in relativistic hydrodynamics is the use of the Cartesian (three-dimensional) system with time (3 + 1) on high resolution numeric lattice, which is necessary to describe the evolution of the nucleus + nucleus collision [1]. These types of simulation conditions allow testing sources of perturbation in hydrodynamic observables.

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