Soft and hard scales of the transverse momentum distribution in the Color String Percolation Model
J. R. Alvarado Garc\'ia, D. Rosales Herrera, P. Fierro, J. E., Ram\'irez, A. Fern\'andez T\'ellez, C. Pajares

TL;DR
This paper models the transverse momentum distribution in the color string percolation framework using a q-Gaussian distribution, linking the distribution's parameters to collision energy and centrality, and identifying conditions for quark-gluon plasma formation.
Contribution
It introduces a comprehensive description of the TMD in the color string percolation model by incorporating q-Gaussian fluctuations and analyzing their dependence on collision parameters.
Findings
q-Gaussian parameters increase with collision energy and centrality.
The model reproduces low and high p_T scales effectively.
A phase diagram indicates conditions for quark-gluon plasma formation.
Abstract
In color string models, the transverse momentum distribution (TMD) is obtained through the convolution of the Schwinger mechanism with the string tension fluctuations distribution. Considering a -Gaussian distribution for these fluctuations, the TMD becomes a hypergeometric confluent function that adequately reproduces the characteristic scales at low and high values. In this approach, the hard scale of the TMD is a consequence of considering a heavy-tailed distribution for the string tension fluctuations whose width rises as , multiplicity or centrality increases. In this paper, we introduce the complete information of the TMD in the color string percolation model by means of the determination of the color suppression factor, which now also depends on the parameters of the -Gaussian. To this end, we analyze the reported data on pp and AA collisions at different…
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Taxonomy
TopicsHigh-Energy Particle Collisions Research · Quantum Chromodynamics and Particle Interactions · Stochastic processes and statistical mechanics
