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Multiple-charged optical vortex solitons: existence and stability in saturable Kerr-type nonlinear media

机译:多电荷光学涡旋孤子:饱和Kerr型非线性介质中的存在和稳定性

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Multiple-charged optical vortex solitons (OVSs) are generated in a thermal nonlinear medium with saturation. The respective soliton constants are found to be linearly proportional to the topological charges. The linear stability analysis and the numerical simulations indicate a rich variety of instability scenaria depending on the type of perturbation. The saturation of the nonlinearity is shown to be able to slow down the decay of multiple charged dark beams at an intermediate evolution stage and to prevent their ultimate decay into charge-one OVSs. This concept is experimentally verified by the experimental observation of a partial decay of a triple-charged optical vortex beam.
机译:在饱和的热非线性介质中生成多电荷光学涡旋孤子(OVS)。发现各个孤子常数与拓扑电荷成线性比例。线性稳定性分析和数值模拟表明,取决于扰动的类型,各种各样的不稳定场景。非线性的饱和被证明能够减慢多个带电暗束在中间演化阶段的衰减,并防止其最终衰减成一个电荷的OVS。通过对三电荷光学涡旋光束进行部分衰减的实验观察,可以对这一概念进行实验验证。

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