利用apozed波前数据计算衍射像质量

L. Selberg
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摘要

光学系统的点扩展函数(PSF)是出瞳电场振幅和相位的函数。光学干涉测试产生有关相位变化的信息,而不是振幅变化的信息。典型的PSF,圈能量函数(EEF)和Strehl比是单独从相位信息计算出来的,隐含地假设振幅在瞳孔上是均匀的。对于非相干、无虚像的成像系统,这个假设通常是有效的。相干光学系统是一个不同的情况下,由于激光的高斯辐照度分布。这种系统中的光学器件是非均匀照明的,瞳孔中的振幅函数具有高斯或截断高斯轮廓的特征。对像差光束和无像差光束进行了分析。给出了解析形式和数值结果,以及基于激光二极管的光学系统的测量结果。一般来说,除瞳孔辐照度从中心到边缘下降一半以上的情况外,离化对通常感兴趣的参数(例如,Strehl, PSF的FWHM, 80%环绕能量)的影响很小。
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Calculation of Diffraction Image Quality Using Apodized Wavefront Data
The point spread function (PSF) of an optical system is a function of both the amplitude and phase of the electric field in the exit pupil. Interferometric testing of optics yields information regarding variations in phase, but not in amplitude. Typically the PSF, encircled energy function (EEF) and Strehl ratio are calculated from the phase information alone, implicitly assuming that the amplitude is uniform across the pupil. For incoherent, unvignetted imaging systems this assumption is generally valid. Coherent optical systems are a different case due to the Gaussian irradiance profile of lasers. The optics in such systems are non-uniformly illuminated, the amplitude function in the pupil being characterized by a Gaussian or truncated Gaussian profile. This effect of apodization is examined for aberrated and unaberrated beams. Analytic forms and numerical results are presented, as are measurements of laser diode based optical systems. In general, little effect from apodization is seen on parameters which are typically of interest (e.g., Strehl, FWHM of PSF, 80% encircled energy) except for cases of pupil irradiance decrease of greater than half from center to edge.
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