Abstract
In this paper we consider the process of the generation of stimulated Mandel'stam-Brillouin radiation and of stimulated Raman radiation in the laser itself at an arbitrary number of components generated for the case where only one axial mode in each component is excited. The expressions for the steady-state radiation intensities of all the components generated versus the speed of active particle excitation in laser material, as well as the expressions for threshold values of this speed necessary to generate a given number of components, have been obtained. The conditions of possible effective conversion of laser light into radiation of stimulated scattering components have been cleared out. The feasibility of producing super-short light pulses due to synchronization of stimulated Mandel'stam-Brillouin radiation components by introducing a non-linear absorber into a resonator has been established.
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