An Exactly Soluble Two-body Problem with Non-central Forces

Abstract

A class of local potentials is given which includes hard cores and a finite.range central, tensor, and L.S part, and for which the lowest two neutron.proton states (J = 0, 7T = +1 and J = I, 7T = +1) are exactly soluble. A numerical example is given in which the form factor for the potentials is a hard core plus square well.