Generation of bright and dark solitons in photonic nanowire

E. Gunasundari, K. Senthilnathan, P. R. Babu, S. Sivabalan, K. Nakkeeran
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Abstract

In this paper, we generate bright as well as dark soliton type ultrashort laser pulses in a photonic nanowire. The pulse evolution in the photonic nanowire is described by higher order nonlinear Schrödinger equation with an additional effect relating to the nonlinear change of group velocity, which, in turn, is proportional to the field intensity. The pulse evolution equation is solved by coupled amplitude-phase method. Further, we calculate the minimum power required for realizing the ultrashort laser pulses. The main crux of this work stems from the generation of ultrashort pulses by an entirely new nonlinear effect involving change of group velocity.
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光子纳米线中明暗孤子的产生
在本文中,我们在光子纳米线中产生明亮和暗孤子型超短激光脉冲。脉冲在光子纳米线中的演化由高阶非线性Schrödinger方程描述,其中附加的效应与群速度的非线性变化有关,而群速度的非线性变化又与场强成正比。采用幅相耦合法求解脉冲演化方程。此外,我们还计算了实现超短激光脉冲所需的最小功率。这项工作的主要关键在于利用一种涉及群速度变化的全新非线性效应产生超短脉冲。
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