2016, Vol.19, No.4, pp.387 - 394
We analyze the dynamics of CO2 laser with a saturable absorber on the base of a model for three- and two-level active and passive media, respectively. This differential model is asymptotically reduced to a discrete one-dimensional map. The fixed point of such a map corresponds to stable periodic spikes and determines their characteristics: period and the energy. In addition, we describe the set of initial conditions which lead to spiking. With initial conditions beyond this set, the system generates mixed-mode oscillations consisting of both small-amplitude oscillations and large-amplitude bursts. Switching between coexisting regimes is discussed
Key words: laser dynamics, relaxation oscillations, asymptotic analysis
Full text: Acrobat PDF (197 KB)
Copyright © Nonlinear Phenomena in Complex Systems. Last updated: December 20, 2016