Titlebook: Soliton-driven Photonics; A. D. Boardman,A. P. Sukhorukov Book 2001 Springer Science+Business Media Dordrecht 2001 Laser.Optics.Planar.Tra

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Evolution of Concentrated Solution of Nonlinear Schrodinger Equations in Regular Non-Uniform MediumIn article, three problems of interaction of spatial solitons in the non-uniform environment are considered. Basic feature of these problems consists in the fact that nonlineariry and heterogeneity are of the same order. The approach to the decision of such type of problems is offered. Efficiency and singularity of the soliton interaction is shown.

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Spatial Solitons in Modulated Magnetooptic Waveguides,to account that gyrotropy can ., . or . [1]. Free gyrotropy and forced gyrotropy are in the same category, because ‘forced’ means that it is created by an . magnetic field, for example, and ‘free’ is associated with . fields. The best known example of natural gyrotropy is optical activity that is ex

MONY

Experiments on Quadratic Solitons,ld and the purpose of this chapter is to review some aspects of this work. (A separate chapter by Sukhorukov in this book deals with the details of the theory of quadratic solitons and related effects.)

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Magnetic Solitons,o DWs as a particular case, so- called topological solitons, and includes the family of localized solutions (“dynamical solitons”). These solitons may be considered as promising information carriers for devices of functional magnetoelectronics, because their maximal velocities are much higher than t

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Observation Nonlinear Effects of a Laser Beam Interaction with Waveguide Photosensitive AgCl-Ag Filture consists of the set of separate microgratings (domains). These microgratings are different from each other by the orientation of grating vectors K in regard to the principal direction K. determined by the polarization vector E of the incident light beam. This work is devoted to the effects conn

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Nonparaxial Propagation of Parametric Spatial Solitons, have very limited effectiveness [.]. Recently, novel boundary conditions, perfectly matched layer (PML) boundary conditions, were proposed by Bérenger [.]. In this paper, an investigation of effectiveness of nonlinear PML (NL-PML) boundary conditions terminated by different realisations of TBC (ada

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ATOPY

Book 2001each other (fuse) upon collision is often something to celebrate for an application, rather than just evidence that, after all, these are not really solitons, in the classic sense. ‘Soliton‘, therefore, is a widely used term with the qualification that we are constantly looking out for deviant behav