2012
DOI: 10.1016/j.cpc.2011.11.018
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THERMINATOR 2: THERMal heavy IoN generATOR 2

Abstract: We present an extended version of THERMINATOR, a Monte Carlo event generator dedicated to studies of the statistical production of particles in relativistic heavyion collisions. The increased functionality of the code contains the following features: The input of any shape of the freeze-out hypersurface and the expansion velocity field, including the 3+1 dimensional profiles, in particular those generated externally with various hydrodynamic codes. The hypersufraces may have variable thermal parameters, which … Show more

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Cited by 183 publications
(188 citation statements)
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“…(10) The two-pion FSI factor of pair (i,j ) is given by K 2 (q ij ) and is calculated by averaging the modulus squared of the Coulomb and strong wave function over an assumed freeze-out distribution. We use the THERMINATOR model of particle production as an estimate for the freeze-out distribution [37,38]. The pair-product approach to three-pion FSI correlations was shown to be a good approximation to the full asymptotic wave function calculation [19,24].…”
Section: Analysis Techniquementioning
confidence: 99%
“…(10) The two-pion FSI factor of pair (i,j ) is given by K 2 (q ij ) and is calculated by averaging the modulus squared of the Coulomb and strong wave function over an assumed freeze-out distribution. We use the THERMINATOR model of particle production as an estimate for the freeze-out distribution [37,38]. The pair-product approach to three-pion FSI correlations was shown to be a good approximation to the full asymptotic wave function calculation [19,24].…”
Section: Analysis Techniquementioning
confidence: 99%
“…From each of these results, a freeze-out hypersurface corresponding to a fixed effective temperature was extracted. The microscopic parameters α, u, and λ on the hypersurface were then fed to a version of THERMINATOR 2 which had been modified to account for an ellipsoidal distribution function [30]. THERMINATOR 2 produces sampled event-by-event hadronic production from the exported freezeout hypersurface and also performs hadronic feed down (resonance decays) for each sampled event.…”
Section: Methodsmentioning
confidence: 99%
“…The feed down contribution from Σ hyperon is difficult to estimate as its reconstruction is not possible in our experiment. Studies based on THERMINATOR2 [23] model show that 20% of the Λ hyperons in the sample are from Σ 0 decays, 26% from Σ * decays and Ξ decays contribute roughly 25%. For the spectra analysis of the Λ hyperon, contributions from Ξ decays are generally corrected using the experimentally measured Ξ − , Ξ 0 (1530) spectra [24].…”
Section: λ Reconstructionmentioning
confidence: 99%