Asian Journal of Physics Vol. 33, Nos 5 & 6 (2024) 411-418

Sensing wavefront aberrations using intensity gradients

Brian Vohnsen1, Denise Valente dos Santos2, and Diego Rativa3
1Optics Group, School of Physics, University College Dublin, Dublin 4, Ireland
2Fisica de Materiais, University of Pernambuco, Recife, PE, Brazil
3Institute of Technological Innovation, University of Pernambuco, Recife, PE, Brazil


Light propagation is governed by the optical wavefront and is vital to describe the performance and quality of any optical system. The wavefront represents a 2-D surface of in-phase points. It is commonly described by a function that depends on the cartesian (x, y) or radial (r, θ) pupil coordinates. For convenience this can be projected onto orthogonal functions such as the Zernike polynomials which is the approach we will take.

                There are different methods available to characterize wavefronts each with their pros and cons. Interferometric methods are useful for high precision tasks but are complicated by the fact that phase unwrapping is usually needed to reconstruct the measured wavefront. The wavefront may also be probed at multiple planes where comparative analysis can then reveal its shape. Alternatively, local wavefront sampling is often used for fast sensing tasks. The sampling can be accomplished by apertures, lenslets, fibre arrays, sectored pupils, refractive pyramids, etc. These may be physical objects but can also be realized by means of programmable spatial light modulators offering greater flexibility.

                Ultimately, the wavefront phase impacts on intensity distributions and, therefore, several techniques have been developed that rely entirely or predominantly on intensity variations to determine the wavefront. In this contribution, we review intensity-based wavefront sensors developed in our laboratory from fibre-guided arrays, sequential wavefront sensing, to quasi-resonant sensors that all allow reconstruction of the probed wavefront. We also discuss some of the applications where the developed sensors may prove beneficial. © Anita Publications. All rights reserved.
Doi: 10.54955.AJP.33.5-6.2024.411-418
Keywords: Wavefront sensors, Intensity gradients, Aberrations, Adaptive optics, Dynamic range, Sensitivity.


Peer Review Information
Method: Single- anonymous; Screened for Plagiarism? Yes
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References

  1. Malacara D, “Optical Shop Testing”, 3rd Edn, (Wiley), 2007.
  2. Fried D L, Statistics of a geometric representation of wavefront distortion, J Opt Soc Am, 55(1965)1427–1435.
  3. Booth M J, Neil M A A, Juškaitis R, Wilson T, Adaptive aberration correction in a confocal microscope, PNAS 99(2002)5788–5792.
  4. Maeda K N, Kuroda T, Hori Y, Watanabe H, Fujikado T, Tano Y, Hirohara Y, Mihashi T, Effect of tear film break-up on higher-order aberrations measured with wavefront sensor, Am J Ophthalmol, 133(2002)115–117.
  5. Ryle J P, Vohnsen B, Sheridan, J T, Simultaneous drift, microsaccades, and ocular microtremor measurement from a single noncontact far-field optical sensor, J Biomed Opt, 20(2015)027004; 10.1117/1.JBO.20.2.027004.
  6. Trujillo-Sevilla J M, González O C, Bonaque-González S, Gaudestad J, Rodríguez Ramon J M, High-resolution wavefront phase sensor for silicon wafer metrology, Proc SPIE 10925, 2019; doi.org/10.1117/12.2505764.
  7. Campbell H I, Zhang S, Greenaway A H, Restaino S, Generalized phase diversity for wave-front sensing, Opt Lett, 29(2004)2707–2709.
  8. Ragazzoni R, Pupil plane wavefront sensing with an oscillating prism, J Mod Opt, 43(1996)289–293.
  9. Akondi V, Castillo S, Vohnsen B, Digital pyramid wavefront sensor with tunable modulation, Opt Express, 21(2013)18261–18272.
  10. Vohnsen B, Castillo S, Rativa D, Wavefront sensing with an axicon, Opt Lett, 36(2011)846–848.
  11. Linnik W P, A simple interferometer for the investigation of optical systems, Proc Acad Sci USSR, 1(1933)208–210.
  12. Akondi V, Jewel A R, Vohnsen B, Digital phase-shifting point diffraction interferometer, Opt Lett, 39(2015)1641–1644.
  13. Valente D, Rativa D, Vohnsen B, Wavefront sensing using a liquid-filled photonic crystal fiber, Opt Express, 23 (2015)3005–13014.
  14. Vohnsen B, Martins A C, Qaysi S, Sharmin N, Hartmann–Shack wavefront sensing without a lenslet array using a digital micromirror device, Appl Opt, 22(2018)E199–E204.
  15. Martins A C, Vohnsen B, Measuring ocular aberrations sequentially using a digital micromirror device, Micromachines, 10(2019)117; doi.org/10.3390/mi10020117.
  16. Vohnsen D, Valente D, Surface-plasmon-based wavefront sensing, Optica, 2(2015)1024–1027.
  17. Vohnsen B, Valente D, Deshpande R A, Pors A, Bozhevolnyi S, Towards wavefront sensing with metamaterials, Frontiers in Optics abstract FF1G.5 (2016); doi.org/10.1364/FIO.2016.FF1G.5.
  18. Stiles W S, Crawford B H, The luminous efficiency of rays entering the eye pupil at different points, Proc R Soc London, 112(1933)428–450.
  19. Vohnsen B, Iglesias I, Artal P, Guided light and diffraction model of human-eye photoreceptors, J Opt Soc Am A, 22(2005)2318–2328.
  20. Valente D, Vohnsen B, Retina-simulating phantom produced by photolithography, Opt Lett, 42(2017)4623–4626.
  21. Priscilla N, Sulejman S B, Roberts A, Wesemann L, New avenues for phase imaging: optical metasurfaces, ACS Photonics 11(2024)2843–2859.