Asymptotic relations for the diffraction of the ultrashort pulse from the circular aperture

Mikhail K. Lebedev; Yurii A. Tolmachev; Andrey G. Antipov; Maria V. Razmanova

doi:10.1117/12.454666

5 February 2002 Asymptotic relations for the diffraction of the ultrashort pulse from the circular aperture

Mikhail K. Lebedev, Yurii A. Tolmachev, Andrey G. Antipov, Maria V. Razmanova

Proceedings Volume 4680, Second International Conference on Lasers for Measurement and Information Transfer; (2002) https://doi.org/10.1117/12.454666
Event: Second International Conference on Lasers for Measurement and Information Transfer, 2001, St. Petersburg, Russian Federation

Abstract

The solution of the problem of ultrashort pulse diffraction is considered using a method of linear systems theory. The diffraction of the ultrashort pulse from the circular aperture is studied both analytically and in computer simulation. Asymptotic relations for the Fraunhofer diffraction of the monochrome wave obtained with the method under consideration are shown to be equivalent to the well- known results of the conventional approach.

Citation Download Citation

Mikhail K. Lebedev, Yurii A. Tolmachev, Andrey G. Antipov, and Maria V. Razmanova "Asymptotic relations for the diffraction of the ultrashort pulse from the circular aperture", Proc. SPIE 4680, Second International Conference on Lasers for Measurement and Information Transfer, (5 February 2002); https://doi.org/10.1117/12.454666

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