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Fractional Airy beams

机译:分数通风梁

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摘要

Airy beams possess a number of properties that ensure their multifunction and high relevance in many applications. This fact stimulates scientists to search for new modifications and generalizations of classical Airy beams. Several generalizations of the Airy functions are known, on the basis of both the modification of the differential equation and the variations in the integral representation. In this paper we propose and investigate a new type of Airy beams-fractional Airy beams (FrAiB). They are based on the generalization of the integral representation and are close to the Olver functions, but we are considering a wider range of the power-law dependence of the argument, including non-integer (fractional) values of the power. A theoretical and numerical analysis of the FrAiBs, as well as their symmetrized variants, was performed. The properties of FrAiBs, such as being non-diffracting and autofocusing, were numerically investigated by means of the fractional Fourier transform, describing the beam transformations by paraxial optical systems. We believe that new beams can be useful for laser manipulation techniques and lensless laser patterning. (C) 2017 Optical Society of America
机译:通风梁具有许多属性,可确保它们在许多应用中的多功能和高相关性。这一事实刺激了科学家寻找古典通风梁的新修改和概括。在微分方程的修改和整体表示中的变化的基础上,已经知道通气功能的几个概括。在本文中,我们提出并研究了一种新型的通风梁 - 分馏 - 分馏(Fraib)。它们基于整体表示的概括并接近OLVER功能,但我们正在考虑更广泛的幂律依赖性的参数,包括功率的非整数(小数)值。进行了FRAIBS的理论和数值分析,以及它们对称变体。通过分数傅立叶变换来计算FRAIB的性质,例如非衍射和自动聚焦,描述通过剖视光学系统的光束变换。我们认为新光束可用于激光操作技术和无透镜激光图案。 (c)2017年光学学会

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