Three-dimensional light bullets in anisotropic microdispersive media

Sazonov, S.V.; Bugay, A.N.; Kalinovich, A.A.; Komissarova, M.V.; Zakharova, I.G.

Авторы: Sazonov S.V., Bugay A.N., Kalinovich A.A., Komissarova M.V., Zakharova I.G.
Журнал: Proceedings of SPIE - The International Society for Optical Engineering
Том: 10232
Год издания: 2017
Издательство: SPIE, the International Society for Optical Engineering
Местоположение издательства: Bellingham, WA, United States
DOI: 10.1117/12.2270478
Аннотация: Three-dimensional light bullets in Kerr media are known to be unstable. Different schemes were proposed to overcome this obstacle. One of them is to use a nonlinear parametric interaction. Such a type of interaction can be achieved in anisotropic micro-dispersive media where space dispersion is of importance. These media allow us to reach a simultaneous approximate fulfillment of group and phase matching. To study the general (3+1)D case we apply both an approximate analytical approach and numerical simulations. We suggest that nonlinear refraction manifests itself earlier than diffraction and dispersion. Both the general (3+1)D case and axial-symmetry case are studied. With the help of averaged Lagrangian method analytical solutions are derived provided that the fixed relation between the negative coefficients of the group velocity dispersion on both harmonics holds. We demonstrate that a spatiotemporal light bullet propagates for at least 300 nonlinear lengths in anisotropic media at second harmonic generation.
Добавил в систему: Комиссарова Мария Валентиновна

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Three-dimensional light bullets in anisotropic microdispersive mediaстатья

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