Flavored aspects of QCD thermodynamics from Lattice QCD

TL;DR

This paper reviews recent lattice QCD studies on strange and charm quark thermodynamics, highlighting the role of unobserved hadrons, their impact on freeze-out temperatures, and the melting behavior of open charm and charmonium near the crossover temperature.

Contribution

It presents new lattice QCD evidence that unobserved hadrons influence thermodynamics and that open charm hadrons begin to dissolve near the chiral crossover temperature.

Findings

Unobserved hadrons contribute to hadronic thermodynamics.

Open charm hadrons start melting near the chiral crossover.

Charmonium screening masses indicate sequential melting.

Abstract

We discuss recent progress in lattice QCD studies on various aspects involving strange quarks. Appropriate combinations of conserved net strange and net charm fluctuations and their correlations with other conserved charges provide evidence that in the hadronic phase so far unobserved hadrons contribute to the thermodynamics and need to be included in hadron resonance gas models. In the strange sector this leads to significant reductions of the chemical freeze-out temperature of strange hadrons. In this context, a discussion of data from heavy-ion collisions at SPS, RHIC and LHC on the chemical freeze-out of hadronic species is presented. It can be observed that a description of the thermodynamics of open strange and open charm degrees of freedom in terms of an uncorrelated hadron gas is valid only up to temperatures close to the chiral crossover temperature. This suggests that in addition to light and strange hadrons also open charm hadrons start to dissolve already close to the chiral crossover. Further indications that open charm mesons start to melt in the vicinity of $T_c$ is obtained from an analysis of screening masses, while in the charmonium sector these screening masses show a behavior compatible with a sequential melting pattern. At the end of this chapter we will discuss some basics of lattice gauge theory and Monte Carlo calculations. This will provide the required knowledge for performing first lattice calculations for SU(3) pure gauge theory and studying thermodynamic quantities in the exercises of this chapter.