Nonlinear Polarization Changes in a Birefringent Fiber
Yasuo Kimura, Masataka Nakazawa
Abstract
Yasuo Kimura, Masataka Nakazawa
Abstract
The nonlinear evolution of the polarization state along a birefringent fiber has been numerically investigated using the Poincaré sphere representation. The polarization changes of intense light in a birefringent fiber are governed by a competition between intrinsic and intensity-induced birefringence. When the intrinsic birefringence is cancelled by the intensity-induced birefringence, the evolution of the polarization state along the fiber is sensitive to a small perturbation, i.e., a fluctuation of the birefringence. The trajectories of the polarization state exhibit a complex behavior.
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The nonlinear evolution of the polarization state along a birefringent fiber has been numerically investigated using the Poincaré sphere representation. The polarization changes of intense light in a birefringent fiber are governed by a competition between intrinsic and intensity-induced birefringence. When the intrinsic birefringence is cancelled by the intensity-induced birefringence, the evolution of the polarization state along the fiber is sensitive to a small perturbation, i.e., a fluctuation of the birefringence. The trajectories of the polarization state exhibit a complex behavior.
Key concepts: Birefringence, Polarization (electrochemistry), Polarization-maintaining optical fiber, Polarization rotator, Optics, Nonlinear system, Materials science, Physics