Collection Of theses on high power laser and plasma physics, 2006, 4 (1): 124, Published Online: Jun. 4, 2007  

Wavefront fitting of Interferogram with Zernike polynomials based on SVD

Author Affiliations
Chinese Academy of Shanghai Institute of Optics and Fine Mechanics P. O. Box 20, Jiading, Shanghai, China, 201800
Abstract
As the resolution of the interferometer is rapidly. increasing, the higher requirement is proposed fo the interferometry. For avoiding losing of the useful information of the actual interferogram, an algorithm is presented based on singular value decomposition (SVD). which is more stable than other algorithms to some extent. The weight . coefficients of the orthogonal polynomials can be worked out directly, which can eliminate.the}computational error. Then an evaluation criterion is developed to choose the optimum Zernike polynomial number. The computer simulations of this algorithm are also made. The simulation experiments have proved that it is an efficient algorithm and can reconstruct the wavefront accurately ami stably.

Liping Chang, Wei Zihua, Shen Weixing, Lin Zunqi. Wavefront fitting of Interferogram with Zernike polynomials based on SVD[J]. Collection Of theses on high power laser and plasma physics, 2006, 4(1): 124.

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