A perturbation expansion expresses the moving two-nucleon bound-state wave function as a series of rest-frame wave functions with corrections built from the nucleon-nucleon potential and boost kinematics.
Elastic e-d Scattering Data and the Deuteron Wave Function
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abstract
What range of momentum components in the deuteron wave function are available e d elastic scattering data sensitive to ? This question is addressed within the context of a model calculation of the deuteron form factors, based on realistic interactions and currents. It is shown that the data on the $A(q)$, $B(q)$, and $T_{20}(q)$ observables at $q \leq 6$ fm$^{-1}$ essentially probe momentum components up to $\simeq 4 m_\pi$.
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Perturbation theory for a systematic account of the bound-state motion
A perturbation expansion expresses the moving two-nucleon bound-state wave function as a series of rest-frame wave functions with corrections built from the nucleon-nucleon potential and boost kinematics.