A quasilinear regime of propagation of three-dimensional short optical pulses in a dispersive medium

D. I. Dakova; V. P. Velikov; A. M. Dakova

doi:10.1117/12.822532

19 December 2008 A quasilinear regime of propagation of three-dimensional short optical pulses in a dispersive medium

D. I. Dakova, V. P. Velikov, A. M. Dakova

Proceedings Volume 7027, 15th International School on Quantum Electronics: Laser Physics and Applications; 70271J (2008) https://doi.org/10.1117/12.822532
Event: 15th International School on Quantum Electronics: Laser Physics and Applications, 2008, Bourgas, Bulgaria

Abstract

In the present work a quasilinear regime of propagation of three-dimensional short optical pulses in a dispersive medium has been considered. The small parameter method, developed by Bogolyubov, has been used to solve the equation, describing the evolution of such pulses. The relation between the approximate solution obtained, and the corresponding solution, describing a linear regime of short pulse propagation has been derived.

Citation Download Citation

D. I. Dakova, V. P. Velikov, and A. M. Dakova "A quasilinear regime of propagation of three-dimensional short optical pulses in a dispersive medium", Proc. SPIE 7027, 15th International School on Quantum Electronics: Laser Physics and Applications, 70271J (19 December 2008); https://doi.org/10.1117/12.822532

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