N_f=2+1 flavour equation of state

Borsanyi S, Endrödi G, Fodor Z, Jakovac A, Katz SD, Krieg S, Ratti C, Szabo KK (2010)
arXiv:1011.4229.

Preprint | Englisch
 
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Autor*in
Borsanyi, Szabolcs; Endrödi, GergelyUniBi; Fodor, Zoltan; Jakovac, Antal; Katz, Sandor D.; Krieg, Stefan; Ratti, Claudia; Szabo, Kalman K.
Abstract / Bemerkung
We conclude our investigation on the QCD equation of state (EoS) with 2+1 staggered flavors and one-link stout improvement. We extend our previous study [JHEP 0601:089 (2006)] by choosing even finer lattices. These new results [for details see arXiv:1007.2580] support our earlier findings. Lattices with N_t=6,8 and 10 are used, and the continuum limit is approached by checking the results at N_t=12. A Symanzik improved gauge and a stout-link improved staggered fermion action is taken; the light and strange quark masses are set to their physical values. Various observables are calculated in the temperature (T) interval of 100 to 1000~MeV. We compare our data to the equation of state obtained by the "hotQCD" collaboration.
Erscheinungsjahr
2010
Zeitschriftentitel
arXiv:1011.4229
Page URI
https://pub.uni-bielefeld.de/record/2955781

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Borsanyi S, Endrödi G, Fodor Z, et al. N_f=2+1 flavour equation of state. arXiv:1011.4229. 2010.
Borsanyi, S., Endrödi, G., Fodor, Z., Jakovac, A., Katz, S. D., Krieg, S., Ratti, C., et al. (2010). N_f=2+1 flavour equation of state. arXiv:1011.4229
Borsanyi, S., Endrödi, G., Fodor, Z., Jakovac, A., Katz, S. D., Krieg, S., Ratti, C., and Szabo, K. K. (2010). N_f=2+1 flavour equation of state. arXiv:1011.4229.
Borsanyi, S., et al., 2010. N_f=2+1 flavour equation of state. arXiv:1011.4229.
S. Borsanyi, et al., “N_f=2+1 flavour equation of state”, arXiv:1011.4229, 2010.
Borsanyi, S., Endrödi, G., Fodor, Z., Jakovac, A., Katz, S.D., Krieg, S., Ratti, C., Szabo, K.K.: N_f=2+1 flavour equation of state. arXiv:1011.4229. (2010).
Borsanyi, Szabolcs, Endrödi, Gergely, Fodor, Zoltan, Jakovac, Antal, Katz, Sandor D., Krieg, Stefan, Ratti, Claudia, and Szabo, Kalman K. “N_f=2+1 flavour equation of state”. arXiv:1011.4229 (2010).

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