Polarization instability, steering, and switching of discrete vector solitons

R.A. Vicencio, M.I. Molina and Kivshar Y.S.
PHYSICAL REVIEW E 71, 5 (2005)

ABSTRACT

We study the dynamics of discrete vector solitons in arrays of weakly coupled birefringent optical waveguides with cubic nonlinear response. We start with a modulational instability analysis, followed by approximate analytical solutions in the form of strongly localized modes. Next, we compute the effective Peierls-Nabarro potential for these modes and obtain the spatial average of the power transfer between both polarizations modes as a function of their relative phase. Finally, we combine the concepts of polarization mode instability with discreteness-induced beam trapping by the array, and demonstrate numerically the amplification of a weak signal by a strong pump of the other polarization, combined with simultaneous discretized all-optical switching.

DOI: http://dx.doi.org/10.1103/PhysRevE.71.056613



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