Abstract
Analysis of the nd → p(nn) reaction in the GeV energy region is performed in the framework based on the multiple-scattering theory for a few-nucleon system. The special kinematic condition where momentum transfer from neutron beam to final proton is close to zero is considered. The possibility of extracting the spin-dependent term of the elementary np → pn amplitude from the nd breakup process is investigated. The energy dependence of the ratio R = \( R = \frac{{d\sigma _{nd} }} {{d\Omega }}/\frac{{d\sigma _{np} }} {{d\Omega }} \) is obtained taking account of the finalstate interaction of the two outgoing neutrons in the 1 S 0 state.
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