Abstract

The properties of parabolic pulse propagating in power-law nonlinear media with an exponential gain are investigated numerically. The effect of different gain profiles and taper on the amplification process of a Gaussian input pulse is analyzed in details. Our results show that the pulse characterization can be tailored in a predictable fashion by designing the form of gain, nonlinearity degree, and taper. This procedure enables us to obtain a fast amplification of high power parabolic pulses in power-law nonlinear media with the largest broadening and frequency chirp.

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