When one takes into account the transverse momenta of the constituents in a polarized proton, there exists a kinematic, "trigger-bias," effect in the formulation of the QCD-based hard-scattering model which can lead to single-spin production asymmetries. It seems convenient to represent the coherent spin-orbit forces in a polarized proton by defining an asymmetry in the transverse-momentum distribution of the fundamental constituents. It may then be possible to organize the hard-scattering model so that the kinematic constraints of hard 2 {→} 2 scattering provide the leading contribution at large transverse momentum to asymmetries of the type ANdσ(hp_↑→jet+x), ANdσ(hp_↑→``π''x), where p_↑ denotes a transversely polarized proton and "π" represents any spinless meson composed of light quarks. This approach provides testable relationships between different asymmetries.
No takes yet. Share an insight, caveat, or question.
Dennis Sivers (1990) studied this question.
Synapse has enriched one closely related paper. Consider it for comparative context: