3-7 July 2017
Africa/Johannesburg timezone

Implementation of the orthonormal Zernike-based polynomials in the Extended Nijboer-Zernike diffraction theory

4 Jul 2017, 14:00
20m
A306 (Engineering Building 51)

A306

Engineering Building 51

Oral Presentation Track C - Photonics Photonics

Speaker

Dr Cosmas Mafusire (University of Pretoria)

Description

The Nijboer-Zernike diffraction theory was devised to solve imaging problems in which the phase is represented as a linear combination of Zernike circle polynomials. The extension of the theory to create the Extended Zernike-Nijboer (ENZ) theory gives an allowance for the analysis of imaging systems with high numerical aperture and strong defocus. We investigate the implementation of circular Gaussian-Zernike-based polynomials in the ENZ theory in imaging systems with circular Gaussian pupils. The resulting semi-analytical model gives reasonably accurate results in the case of a diffraction-limited imaging system. The results show that the model allows for the simulation of weakly aberrated imaging systems, specifically phase and intensity profiles, axial intensity, point spread functions and analysis of the focal volume through comparison with numerical calculations. The model has potential use in simulating adaptive optics protocols in which the source of light is nonuniform, such as a laser. The model can also be used to characterize a laser source by decomposing its beam’s point spread function to reveal the beam’s aberration composition.

Main supervisor (name and email)<br>and his / her institution

Tjaart P. J. Krüger
tjaart.kruger@up.ac.za
Department of Physics, Faculty of Natural and Agricultural Sciences, University of Pretoria,

Level for award<br>&nbsp;(Hons, MSc, <br> &nbsp; PhD, N/A)?

N/A

Would you like to <br> submit a short paper <br> for the Conference <br> Proceedings (Yes / No)?

No

Apply to be<br> considered for a student <br> &nbsp; award (Yes / No)?

No

Primary author

Dr Cosmas Mafusire (University of Pretoria)

Co-author

Dr Tjaart Krüger (University of Pretoria)

Presentation Materials

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