The Ridge Effect, Azimuthal Correlations, and other Novel Features of Gluonic String Collisions in High Energy Photon-Mediated Reactions

TL;DR

This paper explores the ridge phenomena in high-energy photon-mediated reactions, predicting azimuthal correlations and oscillations in particle multiplicity linked to gluonic flux tube collisions, with implications for collider experiments.

Contribution

It introduces a novel analysis of gluonic string collisions in photon-mediated reactions, predicting azimuthal correlations and oscillations in particle production.

Findings

Azimuthal ridges are correlated with the scattering plane.

Oscillations in multiplicity and elliptic flow are predicted as functions of azimuthal angles.

Oscillation amplitudes are estimated to be 2-4% in minimum-bias events, larger in high-multiplicity events.

Abstract

One of the remarkable features of high-multiplicity hadronic events in proton-proton collisions at the LHC is the fact that the produced particles appear as two "ridges", opposite in azimuthal angle $\phi$, with approximately flat rapidity distributions. This phenomena can be identified with the inelastic collision of gluonic flux tubes associated with the QCD interactions responsible for quark confinement in hadrons. In this paper we analyze the ridge phenomena when the collision involves a flux tube connecting the quark and antiquark of a high energy real or virtual photon. We discuss gluonic tube string collisions in the context of two examples: electron-proton scattering at a future electron-ion collider or the peripheral scattering of protons accessible at the LHC. A striking prediction of our analysis is that the azimuthal angle of the produced ridges will be correlated with the scattering plane of the electron or proton producing the virtual photon. In the case of $ep \to eX$, the final state $X$ is expected to exhibit maximal multiplicity when the elliptic flow in $X$ is aligned with the electron scattering plane. In the $pp \to ppX$ example, the multiplicity and elliptic flow in $X$ are estimated to exhibit correlated oscillations as functions of the azimuthal angle $\Phi$ between the proton scattering planes. In the minimum-bias event samples, the amplitude of oscillations is expected to be on the order of 2 to 4 percent of the mean values. In the events with highest multiplicity, the oscillations can be three times larger than in the minimum-bias event samples.