Generalized Relativistic Meson Wave Function
arXiv:hep-ph/9309284 · doi:10.1103/PhysRevD.49.3466
Abstract
We study the most general, relativistic, constituent meson wave function within a new covariant framework. We find that by including a tensor wave function component, a pure valence quark model is now capable of reproducing not only all static pion data (, ) but also the distribution amplitude, form factor , and structure functions. Further, our generalized spin wave function provides a much better detailed description of meson properties than models using a simple relativistic extension of the nonrelativistic wave function.
17 pages, REXTeX 3.0 file, (uuencoded postscript files of 8 figures appended)
Cited by in corpus (21)
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- First direct lattice-QCD calculation of the -dependence of the pion parton distribution function
- Pion and kaon valence-quark parton distribution functions
- Pion structure function from leading neutron electroproduction and SU(2) flavor asymmetry
- Contact interaction analysis of pion GTMDs
- The leading-twist pion and kaon distribution amplitudes from the QCD instanton vacuum
- An Analysis of Parton Distribution Functions of the Pion and the Kaon with the Maximum Entropy Input
- Quantifying finite-momentum effects in meson quasi-PDFs
- Complementarity of experimental and lattice QCD data on pion parton distributions
- Pion Valence Quark Distributions from Maximum Entropy Method
- Weak Decays in the light--front Quark Model
- Consistent Analysis of O(α_s) Corrections to Pion Elastic Form Factor
- Single Pion Transitions of Charmed Baryons
- Simulation of the neutron-tagged deep inelastic scattering at EicC
- Pion parton distribution functions with the nonrelativistic constituent quark model
- Global QCD Analysis of Pion Parton Distributions with Threshold Resummation