Abstract
Matter implies the existence of a large-scale interconnected medium of uniform nature. When such a system breaks up into fragments much smaller than the size of the volume in which it is contained, it has undergone a change of state. Such a phase transition is similar to freeze-out (FO) in hadronic matter (HM). We would like to study this in a very simple geometric model of HM [1] — matter formed by hadrons, which can overlap; the volume of an individual hadron is V h =(4π/3)γ 3 h .
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Magas, V.K., Satz, H. (2004). Deconfinement and Freeze-Out Conditions for Hadronic Matter. In: Greiner, W., Itkis, M.G., Reinhardt, J., Güçlü, M.C. (eds) Structure and Dynamics of Elementary Matter. NATO Science Series, vol 166. Springer, Dordrecht. https://doi.org/10.1007/978-1-4020-2705-5_58
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DOI: https://doi.org/10.1007/978-1-4020-2705-5_58
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