Speaker
Description
we investigate the existence of far-from equilibrium attractors in momentum moments of the one particle distribution function by means a 3+1D Boltzmann transport approach at fixed η/s with the full collision integral. Attractors are found in the normalized moments of the distribution function and in the evolution of the distribution function itself. We show the results in systems with Bjorken symmetry, for which analytical relaxation-time approximation solutions are available, and we show some results also when Bjorken symmetry is broken. We compare our results for conformal and non-conformal case and for different values of η/s and m, in order to investigate the role of the equation of state in approaching the universal attractor. We then extend our study by employing a quasi-particle model of quarks and gluons with thermal masses tuned to reproduce lattice QCD thermodynamics.
[1] S. Plumari, G. Galesi, L. Oliva, V. Nugara, V. Greco, Acta Physica Polonica B 16, 1-A27 (2023)
[2] A.Gabbana, S.Plumari, G.Galesi, V.Greco, D.Simeoni, S.Succi and R. Tripiccione,Phys. Rev. C 101 (2020) no.6, 064904.
[3] S. Plumari Eur. Phys. J. C 79 (2019) no.1, 2
What kind of work does this abstract pertain to? | Theoretical |
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Which experiment is this abstract related to? | Other |