Title

Least-squares fitting of Hartmann or Shack–Hartmann data with a circular array of sampling points

Author

JOSE ZACARIAS MALACARA HERNANDEZ

DANIEL MALACARA DOBLADO

DANIEL MALACARA HERNANDEZ

Access level

Embargoed Access

Summary or description

A least-squares procedure to find the tilts, curvature, astigmatism, coma, and triangular astigmatism by means of measurements of the transverse aberrations using a Hartmann or Shack–Hartmann test is described. The sampling points are distributed in a ring centered on the pupil of the optical system. The properties and characteristics of rings with three, four, five, six, or more sampling points are analyzed with more detail and better mathematical analysis than in previous publications.

Publish date

August 24, 2015

Publication type

Article

Format

application/pdf

Source repository

REPOSITORIO INSTITUCIONAL DEL CIO

Downloads

0

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