1. Statistical method in quark combination model *
- Author
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Feng-lan Shao, Zuo-tang Liang, Qun Wang, Jun Song, and Yang-guang Yang
- Subjects
Quark ,Physics ,Nuclear and High Energy Physics ,Particle physics ,Nuclear Theory ,Meson ,010308 nuclear & particles physics ,High Energy Physics::Lattice ,High Energy Physics::Phenomenology ,Hadron ,FOS: Physical sciences ,Constituent quark ,Astronomy and Astrophysics ,Multiplicity (mathematics) ,01 natural sciences ,Hadronization ,Nuclear Theory (nucl-th) ,Baryon ,0103 physical sciences ,Probability distribution ,High Energy Physics::Experiment ,Nuclear Experiment ,010306 general physics ,Instrumentation - Abstract
We present a new method of solving the probability distribution for baryons, antibaryons and mesons at the hadronization of constituent quark and antiquark system. The hadronization is governed by the quark combination rule in the quark combination model developed by the Shandong Group. We use the method of the generating function to derive the outcome of the quark combination rule, which is much simpler and easier to be generalized than the original method. Furthermore, we use the formula of the quark combination rule and its generalization to study the property of multiplicity distribution of net-protons. Taking a naive case of quark number fluctuations and correlations at hadronization, we calculate ratios of multiplicity cumulants of final-state net-protons and discuss the potential applicability of quark combination model in studying hadronic multiplicity fluctuations and the underlying phase transition property in relativistic heavy-ion collisions., 17 pages, 3 figures. To be published in Chinese Physics C
- Published
- 2020
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