We investigate numerically Optical Vortex Solitons (OVSs) with differe
nt topological charges (m) and show that they are characterised with s
oliton constants equal to the product of their topological charge and
the soliton constant of unit OVS. The propagation characteristics for
\m\ = 1,2,3 and 4 are investigated. We proposed an approximate analyti
cal description of the field distribution, which was found to be adequ
ate to describe multiple-charged solitons. The instability of these so
litons is discussed and they were found to be unstable in the presence
of a perturbation. (C) 1997 Elsevier Science B.V.