Gluon shadowing in the Glauber-Gribov model at HERA
I. Arsene, L. Bravina, A. Kaidalov, K. Tywoniuk, E. Zabrodin
TL;DR
The paper addresses gluon shadowing in nuclei at small $x$ within a unitarity-respecting Glauber-Gribov framework by summing Pomeron-based multiple scatterings using Schwimmer unitarization. It inputs gluon diffractive parton densities from HERA (DPDFs FIT A/B) and a nucleon gluon distribution (CTEQ6M) to predict the total ${\gamma^*}A$ cross section without free parameters. The main finding is substantial gluon shadowing for heavy nuclei at $x<10^{-3}$ with only mild $Q^2$-dependence, and a shadowing pattern that depends on the diffractive input and the impact-parameter profile; comparisons with other models (FGS, EKS, HKM) show generally stronger shadowing in this framework. The results have important implications for high-energy heavy-ion phenomenology at RHIC/LHC and for ultra-peripheral collisions, and highlight the value of future Electron-Ion Collider measurements for constraining nuclear PDFs.
Abstract
We calculate shadowing using new data on the gluon density of the Pomeron recently measured with high precision at HERA. The calculations are made in a Glauber-Gribov framework and Pomeron tree-diagrams are summed up within a unitarity-conserving procedure. The total cross section of $\vphot A$ interaction is then found in a parameter-free description, employing gluon diffractive and inclusive distribution functions as input. A strong shadowing effect is obtained, in good agreement with several other models. Impact parameter dependence of gluon shadowing is also presented.
