Nonlinear optics in a birefringent optical fiber.
We extend the perturbation theory of the nonlinear Schrödinger equation for the study of perturbed (nonintegrable) forms of the vector equation. We derive a set of linear equations that describe the radiation field shed by the soliton as it propagates down a birefringent optical fiber. The formalism is applied to the case when strong birefringence and higher-order dispersion are present in the fiber and to the study of polarization mode dispersion. Finally we discuss an analytical treatment of the mechanism that generates the soliton shadow.
Department of Mathematics, Imperial College London, 180 Queen's Gate, London SW7 2AZ, United Kingdom. theodore.horikis@imperial.ac.uk
Theodoros P
TP
Horikis
John N
JN
Elgin