论文标题
具有三阶分散的光纤中几个非线性波的可控世代
Controllable generations of several nonlinear waves in optical fibers with third-order dispersion
论文作者
论文摘要
我们提出了一种可以控制在连续波上产生六种非线性波的方法，包括单峰孤子，Akhmedieev，Kuznetsov-Ma和Taijiri-Watanabe呼吸器，以及稳定的周期性波。在具有三阶分散的非线性光纤系统中，我们通过修改的线性稳定性分析说明了它们的生成条件，并从连续波的初始扰动中生成它们。我们对其动力学特征进行定量控制，包括波动类型，速度，周期性和定位。我们的结果可能提供了一个有效的方案，可以在连续波上生成光学孤子，并且也可以在其他各种非线性系统中使用波段。
We propose a method to controllably generate six kinds of nonlinear waves on continuous waves, including the one- and multi-peak solitons, the Akhmediev, Kuznetsov-Ma, and Taijiri-Watanabe breathers, and stable periodic waves. In the nonlinear fiber system with third-order dispersion, we illustrate their generation conditions by the modified linear stability analysis, and numerically generate them from initial perturbations on continuous waves. We implement the quantitative control over their dynamical features, including the wave type, velocity, periodicity, and localization. Our results may provide an effective scheme for generating optical solitons on continuous waves, and it can also be applied for wave generations in other various nonlinear systems.
