Abstract
A class of local potentials containing central, tensor, and L.S parts is con� sidered, for which the n-p coupled radial equations for the states of any J reduce to uncoupled equations over a region R of r. If R is finite all potentials may be of short range. The possibilities of describing the deuteron and n-p scattering by this model are considered. It is shown that the observed values of the high.-energy mixing parameters �4 may be fitted without solving the wave equations.
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