用于超短光脉冲具有增益和损耗的pt对称非线性定向光纤耦合器

L. Safaei, Zarndi Mb, M. Hatami
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引用次数: 6

摘要

本文研究了具有三阶色散(TOD)、自渗透(SS)和受激拉曼散射(SRS)效应的定向光纤耦合器的高阶非线性薛定谔(HNLS)方程,并在一个波导中获得增益,在另一个波导中损失。我们将系统方程简化为具有明孤子解和暗孤子解的不耦合HNLS方程。证明了该方程的哈密顿量具有pt对称形式。在此基础上,找到了平衡点,并对平衡点的稳定性进行了讨论。
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Pt-Symmetric Nonlinear Directional Fiber Couplers with Gain and Loss forUltrashort Optical Pulses
In this paper, we study the higher-order nonlinear Schrdinger (HNLS) equations for a directional fiber optic coupler with the third-order dispersion (TOD), self-steeping (SS) and stimulated Raman scattering (SRS) effects and gain in one waveguide and loss in the other. We have reduced the system equations to an uncoupled HNLS equation which has bright and dark soliton solutions. It is shown that the Hamiltonian for this equation has a PT-symmetric form. Furthermore the equilibrium points are found and the discussion about their stability is presented.
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