Ejectile Polarization for ${}^{2}H(e,e^{\prime }\vec{p})n$ at GeV energies

Abstract

We perform a fully relativistic calculation of the ${}^{2}H(e,e^{\prime }\vec{p})n$ reaction in the impulse approximation employing the Gross equation to describe the deuteron ground state, and we use the SAID parametrization of the full NN scattering amplitude to describe the final state interactions (FSIs). The formalism for treating the ejectile polarization with a spin projection on an arbitrary axes is discussed. We show results for the six relevant asymmetries and discuss the role of spin-dependent FSI contributions.

21 pages, 5 figures

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Cited by in corpus (12)

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• Probing the high momentum component of the deuteron at high Q^2
• A Regge Model for Nucleon-Nucleon Spin Dependent Amplitudes
• Momentum distributions for ${}^2$H$(e,e^{\prime }p)$
• Coincidence charged-current neutrino-induced deuteron disintegration
• ${}^2$H$(e,e^{\prime }p)$ observables using a Regge model parameterization of final state interactions
• The longitudinal response function of the deuteron in chiral effective field theory
• Deuteron Electro-Disintegration at Very High Missing Momenta
• The ${}^3$He$(e,e^{\prime }p{)}^2$H and ${}^4$He$(e,e^{\prime }p{)}^3$H reactions at high momentum transfer
• Off-shell extrapolation of Regge-model NN scattering amplitudes describing final state interactions in ${}^{2}H(e,e^{\prime }p)$
• Reduced nuclear helicity amplitudes for deuteron electrodisintegration and other processes
• Neutral-Current Neutrino Scattering from the Deuteron