On the Low Energy n-d Scattering

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Abstract
The low energy neutron-deuteron scattering at the incident neutron energy 14.1 MeV is investigated by solving two dimensional Faddeev integral equation. Then, a new method is introduced for the integration of a singular function instead of a subtraction method. Two-body off-energy-shell t matrices for the two-body states 1S0, 3S1, 1P1, 3P0,1,2, 1D2, 3D1,2 and 3F2 used here are obtained from the realistic local potentials, i.e., de Tourreil, Rouben and Sprung potential and Hamada and Johnston potential. The results of the differential cross section dσ/dΩ, the neutron polarization P(θ), the deuteron vector polarization iT11(θ) and the deuteron tensor polarizations Q(θ) and R(θ) agree with the experimental data.

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