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Spatially solitary waves in arrays of nonlinear waveguides

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Abstract

We study the evolution of solitary waves in inhomogeneous nonlinear arrays of waveguides. We use both a continuous and a discrete approach. For the continuous approximation we find a Lagrangean that permits us to change to a set of ordinary differential equations. The evolution of the solitary waves is studied for various inhomogeneous arrays.

© 1994 Optical Society of America

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