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Line of polarization attraction in highly birefringent optical fibers

机译:高双折射光纤中的偏振吸引线

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摘要

We investigate the phenomenon of polarization attraction in a highly birefringent fiber. This polarization process originates from the nonlinear interaction of two counter-propagating beams. We show that all polarization states of the forward (signal) beam are attracted toward a specific line of polarization states on the surface of the Poincaré sphere, whose characteristics are determined by the polarization state of the injected backward (pump) beam. This phenomenon of polarization attraction takes place without any loss of energy for the signal beam. The stability of different stationary solutions is also discussed through intensive numerical simulations. On the basis of mathematical techniques recently developed for the study of Hamiltonian singularities, we provide a detailed description of this spontaneous polarization process. In several particular cases of interest, the equation of the line of polarization attraction on the Poincaré sphere can be obtained in explicit analytical form.
机译:我们研究了高双折射光纤中的偏振吸引现象。该偏振过程源自两个反向传播光束的非线性相互作用。我们表明,前向(信号)光束的所有偏振态都被吸引到庞加莱球表面上的特定偏振态线,其特性取决于注入的后向(泵浦)光束的偏振态。这种极化吸引现象的发生没有信号束能量的损失。还通过深入的数值模拟讨论了不同固定解的稳定性。基于最近为研究汉密尔顿奇异性而开发的数学技术,我们对这种自发极化过程进行了详细描述。在某些特定的情况下,可以以明确的分析形式获得庞加莱球上的极化吸引线方程。

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