Nonlinear to geometric focusing transition: beam self-cleaning and self-focusing critical power

D. V. Pushkarev, G. E. Rizaev, L. V. Seleznev
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Abstract

We propose an easy but effective approach to find a transition numerical aperture between the regimes of laser pulse filamentation with nonlinear focusing and with geometric focusing predominance. The suggested method based on the beam profile measurements allows correction of the data provided by spectra measurements. Using a simple semi-analytical model, we study the dependence of the transition numerical aperture on the pulse power and medium nonlinearity. The analysis shows that in condensed media the transition from the nonlinear to geometric focusing regime occurs at much tighter focusing than in air. Moreover, if the medium nonlinear refractive index is high enough, only the nonlinear focusing regime is observed even at numerical apertures close to one, which allows symmetric plasma channel formation.
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从非线性到几何聚焦的转变:光束自清洁和自聚焦临界功率
我们提出了一种简便而有效的方法,用于在非线性聚焦和几何聚焦占主导地位的激光脉冲灯丝现象之间寻找过渡数值孔径。建议的方法基于光束剖面测量,可对光谱测量提供的数据进行修正。我们使用一个简单的半分析模型,研究了过渡数值孔径与脉冲功率和介质非线性的关系。分析表明,在凝聚态介质中,从非线性聚焦到几何聚焦的过渡比在空气中聚焦得更紧。此外,如果介质的非线性折射率足够高,即使在数值孔径接近于 1 的情况下,也只能观察到非线性聚焦机制,这使得对称等离子体通道得以形成。
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