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Azimuthal collimation of long range rapidity correlations by strong color fields in high multiplicity hadron-hadron collisions

Kevin Dusling, Raju Venugopalan

Abstract

The azimuthal collimation of di-hadrons with large rapidity separations in high multiplicity p+p collisions at the LHC is described in the Color Glass Condensate (CGC) effective theory [1] by N_c^2 suppressed multi-ladder QCD diagrams that are enhanced α_S^(-8) due to gluon saturation in hadron wavefunctions. We show that quantitative computations in the CGC framework are in good agreement with data from the CMS experiment on per trigger di-hadron yields and predict further systematics of these yields with varying trigger pT and charged hadron multiplicity. Radial flow generated by re-scattering is strongly limited by the structure of the p+p di-hadron correlations. In contrast, radial flow explains the systematics of identical measurements in heavy ion collisions.

Azimuthal collimation of long range rapidity correlations by strong color fields in high multiplicity hadron-hadron collisions

Abstract

The azimuthal collimation of di-hadrons with large rapidity separations in high multiplicity p+p collisions at the LHC is described in the Color Glass Condensate (CGC) effective theory [1] by N_c^2 suppressed multi-ladder QCD diagrams that are enhanced α_S^(-8) due to gluon saturation in hadron wavefunctions. We show that quantitative computations in the CGC framework are in good agreement with data from the CMS experiment on per trigger di-hadron yields and predict further systematics of these yields with varying trigger pT and charged hadron multiplicity. Radial flow generated by re-scattering is strongly limited by the structure of the p+p di-hadron correlations. In contrast, radial flow explains the systematics of identical measurements in heavy ion collisions.

Paper Structure

This paper contains 1 section, 8 equations, 5 figures.

Table of Contents

  1. Acknowledgements

Figures (5)

  • Figure 1: Representative back-to-back (left) and Glasma graphs (right) in perturbative QCD.
  • Figure 2: Associated yield for four different initial saturation scales representing different centralities. The blue circles (red squares) represent the softer (harder) $D_1(z)$ ($D_2(z))$ fragmentation functions. Dashed lines connect computed points to guide the eye. Data points are from the CMS collaboration CMS-PAS-HIN-11-006.
  • Figure 3: Associated yield for central $p+p$ ($Q_0^2=0.6$ GeV$^2$) collisions using soft (hard) $D_1(z)$-blue circles ($D_2(z)$-red squares) fragmentation functions. Dashed lines connect computed points to guide the eye. The black squares are the vailable CMS data CMS-PAS-HIN-11-006 for the $N\geq 110$ multiplicity bin of $pp$ collisions at $\sqrt{s}=7$ TeV. The middle and bottom figures are predictions for the labeled associated $p_T$ windows.
  • Figure 4: Effect of transverse flow on the intrinsic $pp$ correlation using the hard $D_2(z)$ fragmentation function. Boosts from bottom to top: $\beta=0,0.1,0.2,0.25,0.3$.
  • Figure 5: Computations of the associated per trigger yield in Pb Pb collisions at $\sqrt{s}=2.76$ TeV using $Q_0^2=0.9$ GeV$^2$ in the fundamental representation compared to the CMS data CMS-PAS-HIN-11-006. The curves shown, with the $D_2(z)$ fragmentation function, are for transverse boosts of $\beta=0, 0.65, 0.85$. At large flow velocities, the intrinsic angular correlation is entirely washed out.