DYNAMICS OF PONDEROMOTIVE SELF-FOCUSING AND PERIODIC BURSTS OF STIMULATED BRILLOUIN BACKSCATTERING IN PLASMAS

The space-time evolution of ponderomotive self-focusing of electromagnetic beams in a is investigated. The quasineutral, hydrodynamic plasma response to the ponderomotive force is considered. The set of coupled quasioptic and acoustic equations is solved both analytically and numerically for slab and cylindrical beams. It is shown that the transient process of self-focusing has the form of a nonlinear wave propagating along the beam axis from boundary into the interior of a plasma with velocity considerably higher than the ion-sound velocity. Mutual dynamics of self-focusing and stimulated Brillouin backscattering (SBBS) is computed. It is shown that self-focusing results in the high intensity periodical bursts of SBBS. However, the time average level of scattered radiation is quite low.