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首页> 外文期刊>Physical review, E. Statistical physics, plasmas, fluids, and related interdisciplinary topics >Self-bending of the coupled spatial soliton pairs in a photorefractive medium with drift and diffusion nonlinearity - art. no. 016603
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Self-bending of the coupled spatial soliton pairs in a photorefractive medium with drift and diffusion nonlinearity - art. no. 016603

机译:具有漂移和扩散非线性的光折射介质中耦合空间孤子对的自弯曲。没有。 016603

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摘要

The propagation of two incoherently coupled laser beams (coupled soliton pairs) in the photorefractive crystal with drift and diffusion components of nonlinear response is investigated. By the effective particles method we have shown that not only the well-known Manakov's soliton pairs but also asymmetric pairs can propagate undistorted in photorefractive crystal with diffusion nonlinearity along the parabolic trajectory for the definite relations of propagation constants. We numerically found the exact profiles of the specific multi-hump soliton solutions that are possible only in the photorefractive medium with nonlocal diffusion response. The stability properties and specific features of pair collisions are analyzed. [References: 36]
机译:研究了具有非线性响应漂移和扩散分量的光折变晶体中两个非相干耦合的激光束(耦合的孤子对)的传播。通过有效粒子方法,我们已经表明,对于传播常数的确定关系,不仅著名的马纳科夫孤子对而且非对称对也可以沿抛物线轨迹在具有折射非线性的光折射晶体中无畸变地传播。我们在数值上找到了特定的多峰孤子解决方案的精确轮廓,这些轮廓仅在具有非局部扩散响应的光折变介质中才可能出现。分析了成对碰撞的稳定性和特定特征。 [参考:36]

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