Forward scattering of a proton from a J=1 nucleus: Selection rules for flipping the spin of the target by two units

We show that in the plane-wave impulse approximation an incident proton cannot, in the case of elastic forward (q=0) scattering, change the polarization state (J,M) of a J=1 target nucleus from (1,+1) to (1,-1), where the direction of polarization is normal to the scattering plane. We then show that this double spin-flip process can take place when the effects of double scattering are taken into account. As a corollary, the spin-quadrupole moment of the deuteron must be zero.