Phase twisted modes and current reversals in a lattice model of waveguide arrays with nonlinear coupling

Mathematics – Logic

Scientific paper

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Nonlinear Waveguides, Tunneling, Josephson Effect, Bose-Einstein Condensates In Periodic Potentials, Solitons, Vortices, And Topological Excitations, Optical Bistability, Multistability, And Switching, Including Local Field Effects, Localized Modes

Scientific paper

We consider a lattice model for waveguide arrays embedded in nonlinear Kerr media. Inclusion of nonlinear coupling results in many phenomena involving complex, phase-twisted, stationary modes. The norm (Poynting power) current of stable plane-wave solutions can be controlled in magnitude and direction, and may be reversed without symmetry-breaking perturbations. Also stable localized phase-twisted modes with zero current exist, which for particular parameter values may be compact and expressed analytically. The model also describes coupled Bose-Einstein condensates.

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