  We experimentally demonstrate the existence of non dispersive solitary waves
associated with a 2$\pi$ phase rotation in a strongly multimode ring
semiconductor laser with coherent forcing. Similarly to Bloch domain walls,
such structures host a chiral charge. The numerical simulations based on a set
of effective Maxwell-Bloch equations support the experimental evidence that
only one sign of chiral charge is stable, which strongly affects the motion of
the phase solitons. Furthermore, the reduction of the model to a modified
Ginzburg Landau equation with forcing demonstrates the generality of these
phenomena and exposes the impact of the lack of parity symmetry in propagative
optical systems.
