On the possibility of suppression of the self-frequency shift of the cnoidal waves in the medium with delayed nonlinear response by bandwidth-limited amplification

Victor Aleshkevich; Yaroslav Kartashov; Victor Vysloukh

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On the possibility of suppression of the self-frequency shift of the cnoidal waves in the medium with delayed nonlinear response by bandwidth-limited amplification

机译：带宽限制放大抑制非线性响应延迟的介质中的斜波自频移的可能性

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摘要

We both theoretically and numerically investigate conditions of the stable balance between competing processes of the Raman self-frequency shift and bandwidth-limited amplification of the periodical cnoidal waves. The dependencies of the initial wave form-factor and frequency shift necessary for the stable balance on the parameter describing degree of localisation of the wave energy are presented.

机译：我们在理论上和数值上都研究了拉曼自频移和周期性的正弦波的带宽有限放大的竞争过程之间稳定平衡的条件。提出了初始波形因数和稳定平衡所必需的频移对描述波能量局部化程度的参数的依赖性。

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《Optics Communications: A Journal Devoted to the Rapid Publication of Short Contributions in the Field of Optics and Interaction of Light with Matter》 |2001年第6期|共11页
作者
Victor Aleshkevich; Yaroslav Kartashov; Victor Vysloukh;
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原文格式 PDF
正文语种 eng
中图分类光学;
关键词
Self-frequency shift; Cnoidal waves; Bandwidth-limited amplification;

机译：自频移空心波带宽限制放大;

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专利

1. On the possibility of suppression of the self-frequency shift of the cnoidal waves in the medium with delayed nonlinear response by bandwidth-limited amplification [J] . Victor Aleshkevich, Yaroslav Kartashov, Victor Vysloukh Optics Communications: A Journal Devoted to the Rapid Publication of Short Contributions in the Field of Optics and Interaction of Light with Matter . 2001,第1a6期

机译：带宽限制放大抑制非线性响应延迟的介质中的斜波自频移的可能性
2. Interaction of elliptically polarised cross-degenerate cnoidal waves in an isotropic gyrotropic medium with spatial dispersion of cubic nonlinearity [J] . Makarov V. A., Petnikova V. M., Shuvalov V. V. Quantum electronics . 2015,第9期

机译：各向同性回旋介质中椭圆偏振交叉简并的正弦波的相互作用，具有立方非线性空间色散
3. Elliptically polarised cnoidal waves in a medium with spatial dispersion of cubic nonlinearity [J] . Makarov V.A., Perezhogin I.A., Petnikova V.M., Quantum electronics . 2012,第2期

机译：立方非线性空间色散的介质中的椭圆偏振弦波
4. On the cnoidal waves propagation in the medium with delayed response [C] . Yaroslav Kartashov, Victor Vysloukh, Victor Aleshkevich Conference on control of laser beam characteristics and nonlinear methods for wavefront control . 2001

机译：在具有延迟响应的介质中的CNOIDAL波传播
5. An ytterbium-doped all-fiber amplifier system with enhanced suppression of nonlinear effects for high peak-power pulse amplification at 1064nm. [D] . Creeden, Daniel. 2006

机译：一种掺do全光纤放大器系统，具有增强的非线性效应抑制能力，可在1064nm处实现高峰值功率脉冲放大。
6. On shallow water waves in a medium with time-dependent dispersion and nonlinearity coefficients [O] . Hamdy I. Abdel-Gawad, Mohamed Osman 2015

机译：时变和非线性系数随时间变化的介质中的浅水波
7. Travelling wave solutions to nonlinear Schrodinger equation with self-steepening and self-frequency shift [O] . Saini, Anshul, Vyas, Vivek M., Pandey, S. N., 2011

机译：非线性薛定谔方程的行波解自陡和自频移

On the possibility of suppression of the self-frequency shift of the cnoidal waves in the medium with delayed nonlinear response by bandwidth-limited amplification

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