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衍射光学器件精细化设计及光强失真机理
引用本文:颜树华.衍射光学器件精细化设计及光强失真机理[J].光电子.激光,2007,18(3):292-295.
作者姓名:颜树华
作者单位:国防科技大学机电工程与自动化学院,湖南,长沙,410073
摘    要:基于基尔霍夫标量衍射理论,详细分析了输入、输出平面及变换函数抽样间距的选取原则.系统建立了衍射光学器件精细化设计的抽样理论,深入研究了输出图样在非抽样点上的光强失真机理.在定义衍射光学器件光能利用率、顶部不均匀性等性能评价参数的基础上,以盖师贝格-撒克斯通(GS)算法设计一维光束整形器件为例,探讨了输出图样在非抽样点上的光强失真和输出平面抽样间距间的关系,通过模拟计算验证了精细化设计时输入与输出平面抽样理论的有效性.

关 键 词:二元光学  光强失真机理  精细化设计  衍射光学器件
文章编号:1005-0086(2007)01-0292-04
修稿时间:2006-03-05

Finely Design of Diffractive Optical Elements and Intensity Distortion Mechanism
YAN Shu-hua.Finely Design of Diffractive Optical Elements and Intensity Distortion Mechanism[J].Journal of Optoelectronics·laser,2007,18(3):292-295.
Authors:YAN Shu-hua
Affiliation:College of Mechatronical Engineering and Automation, National University of Defense Technology, Changsha 410073 ,China
Abstract:Based on the Kirchhoff scalar diffraction theory,the principle to choose sampling periods in the input plane,output plane and transformation function was analyzed in detail. The sampling theorem to design diffractive optical elements has been systematically established. The intensity distortion mechanism of output pattern at non-sampling points has been studied deeply. Taking designing a one-dimensional beam shaping element by Gerchberg Saxton algorithm as example, the relationship between the intensity distortion of output pattern at non-sampling points and the sampling period in the output plane was explored after giving the definitions of performance parameters to evaluate qualities of beam shaping element. These parameters include light efficiency and top non-uniformity. The effectiveness of sampling theorem in the input and output planes to design diffractive optical elements was validated by simulated experiments.
Keywords:binary optics  intensity distortion mechanism  fine design  diffractive optical element
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