Computationally efficient scalar nonparaxial modeling of optical wave propagation in the far-field

We present a scalar model to overcome the computation time and sampling interval limitations of the traditional Rayleigh-Sommerfeld (RS) formula and angular spectrum method in computing wide-angle diffraction in the far-field. Numerical and experimental results show that our proposed method based on...

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Veröffentlicht in:Applied optics (2004) 2014-04, Vol.53 (10), p.2196-2205
Hauptverfasser: Nguyen, Giang-Nam, Heggarty, Kevin, Gérard, Philippe, Serio, Bruno, Meyrueis, Patrick
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container_issue 10
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container_title Applied optics (2004)
container_volume 53
creator Nguyen, Giang-Nam
Heggarty, Kevin
Gérard, Philippe
Serio, Bruno
Meyrueis, Patrick
description We present a scalar model to overcome the computation time and sampling interval limitations of the traditional Rayleigh-Sommerfeld (RS) formula and angular spectrum method in computing wide-angle diffraction in the far-field. Numerical and experimental results show that our proposed method based on an accurate nonparaxial diffraction step onto a hemisphere and a projection onto a plane accurately predicts the observed nonparaxial far-field diffraction pattern, while its calculation time is much lower than the more rigorous RS integral. The results enable a fast and efficient way to compute far-field nonparaxial diffraction when the conventional Fraunhofer pattern fails to predict correctly.
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source Alma/SFX Local Collection; Optica Publishing Group Journals
subjects Computational efficiency
Diffraction
Diffraction patterns
Hemispheres
Mathematical models
Sampling
Scalars
Wave propagation
title Computationally efficient scalar nonparaxial modeling of optical wave propagation in the far-field
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