The Drell-Yan process with pions and polarized nucleons
S. Bastami,
L. Gamberg,
B. Parsamyan
et al.
Abstract:The Drell-Yan process provides important information on the internal structure of hadrons including transverse momentum dependent parton distribution functions (TMDs). In this work we present calculations for the Drell-Yan process from collisions of pions and polarized protons at leading twist. The non-perturbative input for the TMDs is taken from the light-front constituent quark model, the spectator model, and available parametrizations of TMDs extracted from the experimental data. Our results are compatible… Show more
“…In Figs. 3c and 3d we compare the model predictions for xh ⊥(1)q 1T (x) to the LP'15 fit [46] (where the (1)-moment was extracted, though in phenomenological applications [145,146] the (2)-moment of pretzelosity enters naturally). The present data on the azimuthal asymmetry related to pretzelosity are compatible with zero, which is reflected by the uncertainty band of the LP'15 parametrization for u and d flavors [46].…”
Section: Results For Transversity and Pretzelositymentioning
confidence: 99%
“…Subsequently the smallness of the gq T (x) contribution to g q T (x) was confirmed in experiments [137][138][139] and lattice QCD studies [135,136]. These theoretical and experimental results have been a main motivation for exploring the possibility of WW-and WW-type approximations [39,128,145,146] though it cannot be excluded that gq T (x) might be…”
Section: F Predictions For Polarized Twist-3 Pdfs and Tmdsmentioning
confidence: 93%
“…For completeness we remark that the assumption that tilde-terms (and mass terms) are small and numerically negligible has been also applied to TMDs [128,[140][141][142][143][144][145][146]. In this case one speaks of Wandzura-Wilczek-type approximations.…”
Section: Wandzura-wilczek Relationsmentioning
confidence: 99%
“…Such approximations can be tested in SIDIS and Drell-Yan experiments [145][146][147]. In the CPM the relations (25) are exact.…”
The covariant parton model is generalized to describe quark correlators in a systematic way. Previous results are reproduced for the T-even leading-twist transverse momentum dependent parton distribution functions (TMDs), and for the first time all T-even twist-3 TMDs are evaluated in this model. We apply the approach to evaluate the fully unintegrated quark correlator which allows us to understand the model-specific relations between different TMDs. We verify the consistency of the approach, present numerical results and compare to available TMD parametrizations.
“…In Figs. 3c and 3d we compare the model predictions for xh ⊥(1)q 1T (x) to the LP'15 fit [46] (where the (1)-moment was extracted, though in phenomenological applications [145,146] the (2)-moment of pretzelosity enters naturally). The present data on the azimuthal asymmetry related to pretzelosity are compatible with zero, which is reflected by the uncertainty band of the LP'15 parametrization for u and d flavors [46].…”
Section: Results For Transversity and Pretzelositymentioning
confidence: 99%
“…Subsequently the smallness of the gq T (x) contribution to g q T (x) was confirmed in experiments [137][138][139] and lattice QCD studies [135,136]. These theoretical and experimental results have been a main motivation for exploring the possibility of WW-and WW-type approximations [39,128,145,146] though it cannot be excluded that gq T (x) might be…”
Section: F Predictions For Polarized Twist-3 Pdfs and Tmdsmentioning
confidence: 93%
“…For completeness we remark that the assumption that tilde-terms (and mass terms) are small and numerically negligible has been also applied to TMDs [128,[140][141][142][143][144][145][146]. In this case one speaks of Wandzura-Wilczek-type approximations.…”
Section: Wandzura-wilczek Relationsmentioning
confidence: 99%
“…Such approximations can be tested in SIDIS and Drell-Yan experiments [145][146][147]. In the CPM the relations (25) are exact.…”
The covariant parton model is generalized to describe quark correlators in a systematic way. Previous results are reproduced for the T-even leading-twist transverse momentum dependent parton distribution functions (TMDs), and for the first time all T-even twist-3 TMDs are evaluated in this model. We apply the approach to evaluate the fully unintegrated quark correlator which allows us to understand the model-specific relations between different TMDs. We verify the consistency of the approach, present numerical results and compare to available TMD parametrizations.
“…In Ref. [26], based on the model results and the parametrization for pretzelosity, the sin(2φ + φ S ) azimuthal asymmetry, which is due to the convolution of pretzelosity and pion Boer-Mulders function, was estimated and compared with the COMPASS data.…”
We investigate the transverse momentum weighted azimuthal asymmetry with a sin (3φ h − φS) modulation in electroproduction of charged pion production off the transversely polarized proton. The asymmetry is contributed by the product of the second transverse-moment of the pretzelosity distribution function and the first transverse-moment of the Collins function. Using the extracted result for the proton pretzelosity and the available parametrization for the pion Collins function, we numerically predict the P 3 hT -weighted sin (3φ h − φS) asymmetry for charged pion production at electron ion colliders (EICs). It is found that the weighted asymmetry is around 2 percent in the kinematics region of EICs. Our results show that the planned high luminosity electron ion colliders could be feasible to access pretzelosity in the near future.
I review some open questions relating to the large transverse momentum divergences in transverse moments of transverse momentum dependent (TMD) parton correlation functions. I also explain, in an abbreviated and summarized form, recent work that shows that the resulting violations of a commonly used integral relation are not perturbatively suppressed. I argue that this implies a need for more precise definitions for the correlation functions used to describe transverse moments.
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