In this paper, we address the propagation of a near resonant laser inside an atomic vapor in the case when, due to the Kerr effect, the laser beam would either self-focus or self-defocus. We show, both theoretically and experimentally, how to get rid of such an alteration in the transverse beam profile without changing any of the characteristics of the laser light under consideration (wavelength, intensity, etc.), nor of the atomic vapor. Moreover, our proposed method offers a lot of control on the beam profile, whose transverse size after propagation may be chosen at will by making use of a second, copropagating laser, whose required wavelength and intensity may be derived analytically.
APPENDIX: THREE-LEVEL SYSTEM WITH HYPERFINE STRUCTURE.Let us now address the derivation of the polarization, P , when the atoms have a hyperfine structure. As explained in Sec. IIB1, a given hyperfine level, denoted by |J i ,F i ,m i , is identified by the kinetic momentum, J i , of its fine level |i , by the value of its total kinetic momentum, F i = J i + I, where I is the nuclear spin, and by the projection, m i , of F i along the direction of the laser's electric fields. Because hyperfine sublevels are very close to each other, one needs to account for all allowed transitions, F = 0, ± 1, between two given 013849-7