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Modeling linear and nonlinear transmission in multi-mode fibers

机译:模拟多模光纤中的线性和非线性传输

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We discuss the modeling of linear and nonlinear propagation in multi-mode optical fibers in the context of optical communications. A generalized Stokes space representation is introduced for handling multi-mode fiber propagation in the presence of mode coupling. Using this formalism, we define the modal dispersion vector and characterize its statistics. We also show that nonlinear propagation in the presence of random mode coupling is described by coupled multi-component Manakov equations, giving rise to interesting new physical phenomena.
机译:我们讨论了在光通信环境下多模光纤中线性和非线性传播的建模。引入了广义斯托克斯空间表示法,用于在存在模式耦合的情况下处理多模光纤传播。使用这种形式主义,我们定义了模态色散向量并表征了其统计量。我们还表明,在存在随机模式耦合的情况下,非线性传播是由耦合的多分量Manakov方程描述的,从而产生了有趣的新物理现象。

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