Production of Heavy Quarks Close to Threshold
arXiv:hep-ph/9502290 · doi:10.1103/PhysRevD.52.6577
Abstract
We calculate production by vector and axial currents of heavy quark pairs (, , ) close to threshold. We take into account strong interaction contributions (including radiative corrections and leading nonperturbative effects) by using the Fermi-Watson final state interaction theorem. We use the results obtained to compare with experiment for open production of , near threshold, and to give a reliable estimate of the so-called ``threshold effects'' contribution to vector and axial correlators, for , , the contribution of regions close to to , for small values of ($ 0 < t \lower2pt\hbox{$\lesssim$} M_Z^2 $).
36 pages, uses RevTeX, 7 postscript figures available upon request
References in corpus (9)
- Observation of Top Quark Production in Pbar-P Collisions
- Observation of the Top Quark
- Rigourous QCD Evaluation of Spectrum and Ground State Properties of Heavy Quarkonium Systems; with a Precision Determination of the bottom quark mass and of the eta-b mass
- Two-Loop Gluon-Condensate Contributions To Heavy-Quark Current Correlators: Exact Results And Approximations
- Quartic Mass Corrections to
- E+ E- -> Tau+ Tau- at the Threshold and Beyond
- On normalization of QCD effects in electroweak corrections
- On the Evaluation of Threshold Effects in Processes Involving Heavy Quarks
- On the Precision of the Computation of the QCD Corrections to Electroweak Vacuum Polarizations
Cited by in corpus (6)
- Gluon Condensate from Superconvergent QCD Sum Rule
- Perturbative O(alpha_s^2) Corrections to the Hadronic Cross Section Near Heavy Quark-Antiquark Thresholds in e+e- Annihilation
- Central exclusive production of longlived gluinos at the LHC
- Threshold resummation -factor in QCD: the case of unequal masses
- The Vacuum Polarization Function to O(alpha^2) Accuracy Near Threshold and Darwin Corrections
- Nonperturbative Effects in Quarkonia Associated with Large Orders in Perturbation Theory