Semi-Inclusive Distributions in Statistical Models
arXiv:0812.3078 · doi:10.1103/PhysRevC.80.064903
Abstract
The semi-inclusive properties of the system of neutral and charged particles with net charge equal to zero are considered in the grand canonical, canonical and micro-canonical ensembles as well as in micro-canonical ensemble with scaling volume fluctuations. Distributions of neutral particle multiplicity and charged particle momentum are calculated as a function of the number of charged particles. Different statistical ensembles lead to qualitatively different dependencies. They are being compared with the corresponding experimental data on multi-hadron production in interactions at high energies.
Two subsections are added: "Average multiplicities, fluctuations and correlations" and "Quantum statistics"
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- Strongly Intensive Quantities
- Statistical Power Law due to Reservoir Fluctuations and the Universal Thermostat Independence Principle
- New Entropy Formula with Fluctuating Reservoir
- Statistical hadron-gas treatment of systems created in proton-proton interactions at CERN SPS
- Scale dependence of the q and T parameters of the Tsallis distribution in the process of jet fragmentation
- Jet Mass Dependence of Fragmentation in Positron-Proton Collisions