近轴光学采用四个任意焦距的会聚透镜

M. Revilla, J. C. Lorenzo, J. Narag, N. Hermosa
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引用次数: 0

摘要

本文通过求解四透镜光学系统的光传递矩阵,证明了任意焦距的四个会聚透镜都可以实现隐形区域。以前已经证明,隐形可以通过使用四个会聚透镜(所谓的罗切斯特斗篷)来实现。然而,这些斗篷需要2组2个焦距相等的镜头,我们没有强制要求。本文还讨论了焦距对透镜间距的影响。此外,我们还展示了我们的公式在罗切斯特斗篷条件下是如何成立的。
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Paraxial optics cloak using four converging lenses with arbitrary focal lengths
In this paper, we show that cloaking region can be achieved with four converging lenses of any focal length by solving the ray transfer matrix of a four lens optical system. It has been shown before that cloaking can be achieved using four converging lenses (so-called Rochester cloaks). However, those cloaks require having 2 sets of 2 lenses with equal focal lengths, which we did not impose. We also discuss in this paper how the separation lengths between the lenses are affected by their focal lengths. In addition, we show how our formulas hold under Rochester cloak conditions.
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