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Analysis of offset error for segmented micro-structure optical element based on optical diffraction theory

机译:基于光学衍射理论的分段微结构光学元件偏移误差分析

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Micro-structure optical elements are gradually applied in modern optical system due to their characters such as light weight, replicating easily, high diffraction efficiency and many design variables. Fresnel lens is a typical micro-structure optical element. So in this paper we take Fresnel lens as base of research. Analytic solution to the Point Spread Function (PSF) of the segmented Fresnel lens is derived based on the theory of optical diffraction, and the mathematical simulation model is established. Then we take segmented Fresnel lens with 5 pieces of sub-mirror as an example. In order to analyze the influence of different offset errors on the system's far-field image quality, we obtain the analytic solution to PSF of the system under the condition of different offset errors by using Fourier-transform. The result shows the translation error along XYZ axis and tilt error around XY axis will introduce phase errors which affect the imaging quality of system. The translation errors along XYZ axis constitute linear relationship with corresponding phase errors and the tilt errors around XY axis constitute trigonometric function relationship with corresponding phase errors. In addition, the standard deviations of translation errors along XY axis constitute quadratic nonlinear relationship with system's Strehl ratio. Finally, the tolerances of different offset errors are obtained according to Strehl Criteria.
机译:微结构光学元件由于具有重量轻,易于复制,衍射效率高和设计变量多等特点而逐渐应用于现代光学系统。菲涅耳透镜是典型的微结构光学元件。因此,本文以菲涅耳透镜为研究基础。基于光学衍射理论,推导了分段菲涅耳透镜的点扩展函数(PSF)的解析解,并建立了数学仿真模型。然后以带5个子镜的分段菲涅耳透镜为例。为了分析不同的偏移误差对系统远场图像质量的影响,利用傅里叶变换获得了不同偏移误差条件下系统PSF的解析解。结果表明,沿XYZ轴的平移误差和围绕XY轴的倾斜误差将引入相位误差,从而影响系统的成像质量。沿XYZ轴的平移误差与相应的相位误差构成线性关系,而围绕XY轴的倾斜误差与相应的相位误差构成三角函数关系。另外,沿XY轴的平移误差的标准偏差与系统的Strehl比构成二次非线性关系。最后,根据Strehl准则获得了不同偏移误差的公差。

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