Anti-aliasing Wiener filtering for wave-front reconstruction in the spatial-frequency domain for high-order astronomical adaptive-optics systems
Carlos M. Correia, Joel Teixeira

TL;DR
This paper develops an anti-aliasing Wiener filter in the spatial-frequency domain for wave-front reconstruction in high-order astronomical adaptive optics, improving contrast and reducing aliasing effects.
Contribution
It introduces a novel anti-aliasing Wiener filter that explicitly accounts for high-order wave-front aliasing during sensing, enhancing wave-front reconstruction accuracy.
Findings
Alias propagation coefficient reduced to 60% of least-squares filters
Noise propagation around 80% of least-squares filters
Contrast improvements up to a factor of 2 in H-band
Abstract
Computationally-efficient wave-front reconstruction techniques for astronomical adaptive optics systems have seen a great development in the past decade. Algorithms developed in the spatial-frequency (Fourier) domain have gathered large attention specially for high-contrast imaging systems. In this paper we present the Wiener filter (resulting in the maximization of the Strehl-ratio) and further develop formulae for the anti-aliasing Wiener filter that optimally takes into account high-order wave-front terms folded in-band during the sensing (i.e. discrete sampling) process. We employ a continuous spatial-frequency representation for the forward measurement operators and derive the Wiener filter when aliasing is explicitly taken into account. We further investigate and compare to classical estimates using least-squares filters the reconstructed wave-front, measurement noise and…
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