- Conference date: 13–17 September 2010
- Location: Sofia, (Bulgaria)
The system of linearly coupled nonlinear Schrödinger equations is solved by a conservative difference scheme in complex arithmetic. The initial condition represents a superposition of two one‐soliton solutions of linear polarizations. The head‐on and takeover interaction of the solitons and their quasi‐particle (QP) behavior is examined in conditions of rotational polarization and gain. We found that the polarization angle of a quasi‐particle can change independently of the collision.
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