Coulomb scattering of a charged vector meson with an electric dipole moment

We generalize, by including an electric dipole moment that leads to parity nonconservation, our previous investigation of the scattering of a charged vector meson by a static Yukawa potential, or, in particular, a static Coulomb field. The existence of a solution that satisfies Meixner's corner condition requires the following inequality between the anomalous magnetic moment $\kappa$ and the electric dipole moment $w:\kappa >1+w^2$. In the special case where the electric dipole moment is absent, this condition reduces to the one obtained previously.