Quarkonium fragmentation in a variable-flavor number scheme: Towards NRFF1.0

We report progress on the determination and study of quarkonium production within the fragmentation approximation. Our analyses address the moderate and large transverse-momentum regime, where the collinear fragmentation of a single parton is expected to dominate over the short-distance production, directly from the hard scattering, of the constituent $(Q \bar{Q})$ system. Parton fragmentation channels to pseudoscalar and vector quarkonia are built on the basis of non-Relativistic QCD next-to-leading computations, which we use to model initial-scale fragmentation inputs. Thus, a preliminary family of Variable-Flavor Number-Scheme (VFNS) fragmentation functions, named NRFF1.0, are constructed through standard DGLAP evolution. Statistical uncertainties are obtained from a Monte Carlo, replica-like approach embodying missing higher-order uncertainties.

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Publication Details

Published
2024-12-27
DOI
https://doi.org/10.22323/1.469.0168
Citations
7
Primary Topic
Nuclear reactor physics and engineering
Type
article
Field-Weighted Citation Impact
9.09
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article

Quarkonium fragmentation in a variable-flavor number scheme: Towards NRFF1.0

Francesco Giovanni Celiberto
7 citations
Nuclear reactor physics and engineering
9.09
article

Quarkonium fragmentation in a variable-flavor number scheme: Towards NRFF1.0

Francesco Giovanni Celiberto
article en
7 citations

Abstract

We report progress on the determination and study of quarkonium production within the fragmentation approximation. Our analyses address the moderate and large transverse-momentum regime, where the collinear fragmentation of a single parton is expected to dominate over the short-distance production, directly from the hard scattering, of the constituent $(Q \bar{Q})$ system. Parton fragmentation channels to pseudoscalar and vector quarkonia are built on the basis of non-Relativistic QCD next-to-leading computations, which we use to model initial-scale fragmentation inputs. Thus, a preliminary family of Variable-Flavor Number-Scheme (VFNS) fragmentation functions, named NRFF1.0, are constructed through standard DGLAP evolution. Statistical uncertainties are obtained from a Monte Carlo, replica-like approach embodying missing higher-order uncertainties.

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Nuclear reactor physics and engineering
9.09
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