Optical forces on atoms subject to higher-order Poincaré vortex modes

Le résumé fourni par la source

The interaction of atoms with higher-order Poincar\'e optical vortex modes of order $m\ensuremath{\ge}0$ is explored for light close to resonance with atomic dipole transitions. It is well known that atoms subject to optical vortex modes experience both translational and rotational forces acting on the atomic center of mass, leading to atom dynamics and atom trapping. Here we consider the optical forces on atoms immersed in general paraxial higher-order Poincar\'e optical vector modes. The coupling to atoms gives rise to wide-ranging scenarios involving such modes in which any specific polarization is within a spectrum of wave polarization and all the interactions are treatable within a single formulation. We show that this gives rise to a variety of physical situations, governed by the mode order $m$, the polarization represented by the angular coordinates of the mode on the surface of the unit Poincar\'e sphere, the atomic transitions involved, and their selection rules. We present the analytical steps leading to the optical forces on sodium atoms and display their variations in various situations.

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