Minimum-variance phase reconstruction from Hartmann sensors with circular subpupils

Details Minimum-variance phase reconstruction from Hartmann sensors with circular subpupils Minimum-variance phase reconstruction from Hartmann sensors with circular subpupils

Mar 1998

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1998optco.148..225v&link_type=abstract

Optics Communications, Volume 148, Issue 4-6, p. 225-229.

Physics

Optics

9

Scientific paper

Analytical expressions for the minimum-variance phase reconstructor for Hartmann sensors with circular subpupils are presented in this work. The approach assumes a wavefront expansion in terms of orthogonal Zernike polynomials, and takes advantage of the a priori knowlegde of the phase correlation function associated to phase distortions produced by atmospheric turbulence with Kolmogorov statistics.

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