2018
DOI: 10.1007/jhep05(2018)196
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Revisiting the D-meson hadroproduction in general-mass variable flavour number scheme

Abstract: We introduce a novel realization of the open heavy-flavour hadroproduction in general-mass variable flavour number scheme at next-to-leading order in perturbative QCD. The principal novelty with respect to the earlier works is in the treatment of smalltransverse-momentum limit, which has been a particularly challenging kinematic region in the past. We show that by a suitable choice of scheme, it is possible to obtain a wellbehaved description of the open heavy-flavour hadroproduction cross sections from zero u… Show more

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Cited by 80 publications
(106 citation statements)
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References 77 publications
(146 reference statements)
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“…The value ∆ = 1 is the default value [1], resulting in k 2 T ∼ 3 GeV 2 for √ s = 7 TeV. Note that it is necessary to use a code such as the exclusive HVQMNR calculation because the QQ pair quantities are calculable in such an approach while only single inclusive quark distributions are available with the FONLL [24] and generalized mass -variable flavor number approaches [25,26]. For further details on the determination of ǫ P and the sensitivity of the QQ results to the magnitude of k 2 T , see Ref.…”
Section: Model Descriptionmentioning
confidence: 99%
“…The value ∆ = 1 is the default value [1], resulting in k 2 T ∼ 3 GeV 2 for √ s = 7 TeV. Note that it is necessary to use a code such as the exclusive HVQMNR calculation because the QQ pair quantities are calculable in such an approach while only single inclusive quark distributions are available with the FONLL [24] and generalized mass -variable flavor number approaches [25,26]. For further details on the determination of ǫ P and the sensitivity of the QQ results to the magnitude of k 2 T , see Ref.…”
Section: Model Descriptionmentioning
confidence: 99%
“…The GM-VFNS "master formula" for D-meson production at fixed rapidity Y and transverse momentum P T is (see Refs. [9,10] for details), Here, f h i (x 1 , µ 2 fact ) denote the PDFs at factorization scale µ 2 fact , D k→D 0 (z, µ 2 frag ) are the parton-tomeson fragmentation functions (FFs) at fragmentation scale µ 2 frag , and dσ i j→k are the partonic Wilson coefficients which also depend on the renormalization scale µ 2 ren and charm-quark mass m. Towards small P T , the coefficient functions behave as in the FFNS, but at the high-P T limit the zero-mass MS expressions are recovered. The fragmentation variable z is not unique due to the finite masses of the charm quark and the D meson.…”
Section: D-meson Production In Gm-vfnsmentioning
confidence: 99%
“…As is well known, the GM-VFNS entails a scheme dependence related to the exact way the mass dependence of the contributions initiated by heavy quarks and those in which a light quark or gluon fragments into a D meson, is treated. In our work, we have adopted the so-called SACOT-m T scheme [10], in which the scheme-dependent contributions retain the kinematics of the heavy-quark pair production, but the Wilson coefficients are massless. In…”
Section: D-meson Production In Gm-vfnsmentioning
confidence: 99%
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“…FFNS calculation in conjunction with PDFs defined in variable flavour-number schemes (the commonly used general-purpose PDFs) may be too restrictive, and in this sense calculations within the framework of general-mass variable-flavour-number scheme (GM-VFNS) would be more natural. Here, we will discuss our novel implementation of the GM-VFNS, the so-called SACOT-m T scheme [6].…”
Section: Introductionmentioning
confidence: 99%