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Proceedings Paper

Accurate correction of eccentricity errors during microsphere interferometry
Author(s): Binghui Lu; Guodong Liu; Heyi Sun; Bingguo Liu; Fengdong Chen
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Paper Abstract

Interferometry is one of the most suitable method for microsphere profile inspection, and the eccentricity errors during measurement is always allowed to exit and corrected by Zernike polynomials fitting method for better dynamic response ability and higher efficiency. The common usage of coordinates on CCD instead of these on wave-front in fitting process may lead to factors errors when effective aperture is bigger than 0.25. In order to correct the eccentricity errors during microsphere interferometry precisely, the impact of normalized polar radius approximating on Zernike polynomials fitting is analyzed. An accurate correction method based on coordinates transformation is proposed, and the calibration method of NA is also given, which will be necessary in the transformation. The experiment results indicate that the PV and RMS value of corrected profile data are 0.1628λ and 0.0326λ separately, and is much more similar to the standard data where the microsphere is placed at the zero-fringe position with the PV and RMS value of 0.1636λ and 0.0332λ separately. So, it can be seen that the correction method is feasible and effective.

Paper Details

Date Published: 5 November 2015
PDF: 8 pages
Proc. SPIE 9795, Selected Papers of the Photoelectronic Technology Committee Conferences held June–July 2015, 97950V (5 November 2015); doi: 10.1117/12.2212115
Show Author Affiliations
Binghui Lu, Harbin Institute of Technology (China)
Guodong Liu, Harbin Institute of Technology (China)
Heyi Sun, Harbin Institute of Technology (China)
Bingguo Liu, Harbin Institute of Technology (China)
Fengdong Chen, Harbin Institute of Technology (China)


Published in SPIE Proceedings Vol. 9795:
Selected Papers of the Photoelectronic Technology Committee Conferences held June–July 2015
Shenggang Liu; Songlin Zhuang; Michael I. Petelin; Libin Xiang, Editor(s)

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