Abstract
AbstractIn this paper, the differential cross section of charmed mesons production ($$D_{s}^{\pm }$$
D
s
±
, $$D^{0}$$
D
0
, $$D^{*}$$
D
∗
and $$D^{*\pm }$$
D
∗
±
and $$D^{\pm }$$
D
±
) are computed as a function of transverse momentum $$p_{T}$$
p
T
and the total cross sections. The hadronization mechanism is considered via a fragmentation process of a c heavy quark to a light-heavy meson according to Suzuki’s model. The two-cutoff phase-space slicing method has been applied to calculate the phase-space integral of two- and three-body subprocess cross sections and fragmentation function (FF) at next-to-leading order (NLO) accuracy. By using Monte Carlo (MC) techniques, we try to properly estimate the ratio of neutral to charged D-meson production $$R_{u/d}$$
R
u
/
d
and the strangeness-suppression factor $$\gamma _{s}$$
γ
s
. Our numerical results show that the NLO corrections of the FF have significant effect on D-mesons production and enhance the cross section ratio at NLO respect to leading order (LO) about $$50\%$$
50
%
. A comparison indicates that our cross section results are in agreement (within uncertainties) with available data from ATLAS and ALICE and theoretical predictions of the fixed-order next-to-leading-logarithm (FONLL) approach and NLO parton-shower MC simulation (MC@NLO) in high-energy proton–proton (pp) collisions at $$\sqrt{s}=7TeV$$
s
=
7
T
e
V
.
Publisher
Springer Science and Business Media LLC
Subject
Physics and Astronomy (miscellaneous),Engineering (miscellaneous)
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