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      Charmonia production in p+p collisions under NRQCD formalism

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          Abstract

          This work presents the differential charmonia production cross sections in high energy p+p collisions calculated using NRQCD formalism. The NRQCD formalism, factorizes the quarkonia production cross sections in terms of short distance QCD cross sections and long distance matrix elements (LDMEs). The short distance crosssections are calculated in terms of perturbative QCD and LDMEs are obtained by fitting the experimental data. Measured transverse momentum distributions of \(\chi_{\rm c}\), \(\psi\)(2S) and J/\(\psi\) in p +{\(\bar {\rm p}\)} collisions at \(\sqrt{s}=\) 1.8, 1.96 TeV and in p+p collisions at \(\sqrt{s}=\) 7, 8 and 13 TeV are used to constrain LDMEs. The feed-down contribution to each state from the higher states are taken into account. The formalism provides a very good description of the data in a wide energy range. The values of LDMEs are used to predict the charmonia cross sections in p+p collisions at 13 TeV in kinematic bins relevant for the LHC detectors.

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          New parton distributions for collider physics

          We extract new parton distribution functions (PDFs) of the proton by global analysis of hard scattering data in the general-mass framework of perturbative quantum chromodynamics. Our analysis includes new theoretical developments together with the most recent collider data from deep-inelastic scattering, vector boson production, and single-inclusive jet production. Due to the difficulty in fitting both the DO Run-II W lepton asymmetry data and some fixed-target DIS data, we present two families of PDFs, CT10 and CT10W, without and with these high-luminosity W lepton asymmetry data included in the global analysis. With both sets of PDFs, we study theoretical predictions and uncertainties for a diverse selection of processes at the Fermilab Tevatron and the CERN Large Hadron Collider.
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            Rigorous QCD Analysis of Inclusive Annihilation and Production of Heavy Quarkonium

            , , (2010)
            A rigorous QCD analysis of the inclusive annihilation decay rates of heavy quarkonium states is presented. The effective-field-theory framework of nonrelativistic QCD is used to separate the short-distance scale of annihilation, which is set by the heavy quark mass \(M\), from the longer-distance scales associated with quarkonium structure. The annihilation decay rates are expressed in terms of nonperturbative matrix elements of 4-fermion operators in nonrelativistic QCD, with coefficients that can be computed using perturbation theory in the coupling constant \(\alpha_s(M)\). The matrix elements are organized into a hierarchy according to their scaling with \(v\), the typical velocity of the heavy quark. An analogous factorization formalism is developed for the production cross sections of heavy quarkonium in processes involving momentum transfers of order \(M\) or larger. The factorization formulas are applied to the annihilation decay rates and production cross sections of S-wave states, up to corrections of relative order \(v^3\), and of P-wave states, up to corrections of relative order \(v^2\).
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              Mesons with Beauty and Charm: Spectroscopy

              Applying knowledge of the interaction between heavy quarks derived from the study of \(c\overline{c}\) and \(b\overline{b}\) bound states, we calculate the spectrum of \(c\overline{b}\) mesons. We compute transition rates for the electromagnetic and hadronic cascades that lead from excited states to the \(^1\text{S}_0\) ground state, and briefly consider the prospects for experimental observation of the spectrum.
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                Author and article information

                Journal
                2016-06-27
                2016-07-14
                Article
                1606.08265
                77a1e816-7c12-4e39-8cb5-b1afca78b389

                http://arxiv.org/licenses/nonexclusive-distrib/1.0/

                History
                Custom metadata
                28 pages, 9 figures
                hep-ph hep-ex

                High energy & Particle physics
                High energy & Particle physics

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