Topology of singularaties and umbilic points in dynamic random optical fields

M. Soskin, V. I. Vasil’ev
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引用次数: 0

Abstract

Singularities are realized in variety of physical systems from optics to the Bose-Einstein condensates [1]. Optical singularities (optical vortices, circularly polarized C points, etc.) possess quit new properties against classical optics with smooth wave fields. Their discovery [2, 3] and investigation has created appearance of the singular optics as a new rapidly developing chapter of modern optics [3 5], etc. Most of papers in singular optics are devoted to realization and investigation of static optical fields. Quit new phenomena and regularities are realized in the dynamic optical fields [6–7]. We have shown also that very important and quite unusual topological role in singular optics play umbilic points, where wavefront is locally spherical one and possess special morphology [4].
动态随机光场中奇点和脐点的拓扑结构
奇点可以在各种物理系统中实现,从光学到玻色-爱因斯坦凝聚体[1]。光学奇点(光涡旋、圆极化C点等)与光滑波场的经典光学相比,具有许多新的性质。它们的发现[2,3]和研究创造了奇异光学的出现,成为现代光学快速发展的一个新的篇章[3,5]等。奇异光学领域的大部分论文都致力于静态光场的实现和研究。在动态光场中实现了许多新的现象和规律[6-7]。我们还证明了奇异光学中非常重要和非常不寻常的拓扑作用,即波前局部为球形且具有特殊形态[4]的脐带点。
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