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Evaluation of centricity of optical elements by using a point spread function.

Antonín Miks1, Jirí Novák, Pavel Novák

  • 1Department of Physics, Czech Technical University, Prague, Czech Republic. miks@fsv.cvut.cz

Applied Optics
|June 21, 2008
PubMed
Summary

This study introduces a point spread function (PSF) technique for testing optical system centricity. Asymmetry in the PSF reveals optical element decentricity, enabling precise quality control and cementing process verification.

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Area of Science:

  • Optical Engineering
  • Metrology
  • Image Science

Background:

  • Accurate optical system alignment is critical for performance.
  • Detecting optical element decentricity is challenging with traditional methods.
  • Spherical aberration and coma can degrade image quality.

Purpose of the Study:

  • To develop a novel method for testing optical system centricity using point spread functions (PSFs).
  • To identify a specific object point where spherical aberration is minimal or zero for each optical element.
  • To enable precise detection of optical element decentricity and asymmetry.

Main Methods:

  • Utilizing the point spread function (PSF) to analyze optical system performance.
  • Identifying axial object points with zero or minimal spherical aberration.
  • Comparing the experimental PSF to a diffraction-limited PSF to detect asymmetry.
  • Deriving a formula for third-order coma coefficient caused by surface tilt.

Main Results:

  • A method is demonstrated to test optical element centricity by analyzing PSF asymmetry.
  • The PSF of an element imaging a specific axial point closely matches the diffraction-limited PSF when spherical aberration is minimal.
  • Asymmetry in the PSF directly indicates decentricity of the optical element.
  • A formula for coma coefficient due to tilt and a method for asymmetry detection are presented.

Conclusions:

  • The PSF-based method provides a sensitive and direct approach for testing optical element centricity.
  • This technique is applicable for quality control of precisely fabricated optical elements.
  • The method can also be employed during optical element cementing processes.
  • The derived formula and asymmetry detection method aid in understanding and quantifying aberrations caused by decentricity.