外文题目: Modal wavefront reconstruction based on Zernike polynomials for lateral shearing interferometry
作者: Dai, Fengzhao; Zheng, Yazhong; Bu, Yang; Wang, Xiangzhao
刊名: Appl. Optics
年: 2017 卷: 56 期: 1 页： 61--68
英文关键词:

HIGH-SPATIAL-RESOLUTION; DISCRETE FOURIER-TRANSFORM; DIFFERENCE MEASUREMENTS; INTERFEROGRAMS; ABERRATIONS; RECOVERY
英文摘要:
The Zernike-polynomials-based modal reconstruction method is an important wavefront reconstruction method for lateral shearing interferometry. There are four typical Zernike-polynomial-based modal reconstruction methods: the Rimmer-Wyant method, the elliptical orthogonal transformation method, the numerical orthogonal transformation method (NOT), and the difference Zernike polynomial fitting method (DZF). In a previous paper [Appl. Opt. 51, 5028 (2012)], the overall performances of these four methods were comprehensively compared with each other. The conclusions showed that NOT and DZF have the highest reconstruction accuracies among these four methods. In addition, it was shown that the performance of NOT is identical to that of DZF; however, the reason behind this was not known until now, to our knowledge. In the present paper, we present a strictly mathematical proof for this highly significant result. (C) 2016 Optical Society of America


文献类型: 期刊论文
正文语种: English
收录类别: SCI
DOI: 10.1364/AO.56.000061


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