Singh Sumit Kumar, Haginaka Honoka, Jackin Boaz Jessie, Kinashi Kenji, Tsutsumi Naoto, Sakai Wataru
Doctor's Program of Materials Chemistry, Graduate School of Science and Technology, Kyoto Institute of Technology, Kyoto 606-8585, Japan.
Bachelor's Program of Materials Chemistry, Graduate School of Science and Technology, Kyoto Institute of Technology, Kyoto 606-8585, Japan.
J Imaging. 2022 May 21;8(5):144. doi: 10.3390/jimaging8050144.
Ince-Gaussian beams, defined as a solution to a wave equation in elliptical coordinates, have shown great advantages in applications such as optical communication, optical trapping and optical computation. However, to ingress these applications, a compact and scalable method for generating these beams is required. Here, we present a simple method that satisfies the above requirement, and is capable of generating arbitrary Ince-Gaussian beams and their superposed states through a computer-generated hologram of size 1 mm, fabricated on an azocarbazole polymer film. Other structural beams that can be derived from the Ince-Gaussian beam were also successfully generated by changing the elliptical parameters of the Ince-Gaussian beam. The orthogonality relations between different Ince-Gaussian modes were investigated in order to verify applicability in an optical communication regime. The complete python source code for computing the Ince-Gaussian beams and their holograms are also provided.
因斯高斯光束被定义为椭圆坐标下波动方程的解,在光通信、光镊和光计算等应用中显示出巨大优势。然而,要应用于这些领域,需要一种紧凑且可扩展的方法来产生这些光束。在此,我们提出一种满足上述要求的简单方法,该方法能够通过在偶氮咔唑聚合物薄膜上制作的尺寸为1毫米的计算机生成全息图来产生任意的因斯高斯光束及其叠加态。通过改变因斯高斯光束的椭圆参数,还成功生成了可从因斯高斯光束导出的其他结构光束。研究了不同因斯高斯模式之间的正交关系,以验证其在光通信领域的适用性。此外,还提供了用于计算因斯高斯光束及其全息图的完整Python源代码。