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Strehl ratio: a tool for optimizing optical nulls and singularities

机译:斯特列尔比:优化光学零点和奇点的工具

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In this paper a set of radial and azimuthal phase functions are reviewed that have a null Strehl ratio, which is equivalent to generating a central extinction in the image plane of an optical system. The study is conducted in the framework of Fraunhofer scalar diffraction, and is oriented toward practical cases where optical nulls or singularities are produced by deformable mirrors or phase plates. The identified solutions reveal unexpected links with the zeros of type-J Bessel functions of integer order. They include linear azimuthal phase ramps giving birth to an optical vortex, azimuthally modulated phase functions, and circular phase gratings (CPGs). It is found in particular that the CPG radiometric efficiency could be significantly improved by the null Strehl ratio condition. Simple design rules for rescaling and combining the different phase functions are also defined. Finally, the described analytical solutions could also serve as starting points for an automated searching software tool. (C) 2015 Optical Society of America
机译:在本文中,对一组径向和方位角相位函数进行了综述,这些函数具有空的Strehl比,这等效于在光学系统的像平面中产生中心消光。这项研究是在弗劳恩霍夫标量衍射的框架内进行的,并且针对实际情况,即由可变形反射镜或相位板产生光学零点或奇异点。确定的解决方案揭示了与整数阶J型贝塞尔函数的零之间的意外链接。它们包括产生光学涡旋的线性方位角相位斜坡,方位角调制的相位函数和圆形相位光栅(CPG)。特别发现,通过无效的斯特列尔比条件可以显着提高CPG的辐射效率。还定义了用于重新缩放和组合不同相位功能的简单设计规则。最后,所描述的分析解决方案还可以用作自动搜索软件工具的起点。 (C)2015年美国眼镜学会

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