Data-calibrated point spread function prediction: General description of the method and demonstration on MUSE-NFM
Arseniy Kuznetsov, Benoit Neichel, Sylvain Oberti, Thierry Fusco

TL;DR
This paper introduces a fast, accurate, data-calibrated PSF modeling framework for adaptive optics data that captures spatial and spectral variability without requiring full AO telemetry, demonstrated on MUSE-NFM.
Contribution
The authors present a novel, neural network-based PSF modeling approach that is data-calibrated, physics-informed, and transferable to various AO instruments, improving PSF prediction accuracy.
Findings
Median errors of 13.5% in Strehl ratio on standard stars
10.9% FWHM error on standard stars
Predicts off-axis PSFs with <5% Strehl error and 4.6% FWHM error in crowded fields
Abstract
Precise knowledge of the point spread function (PSF) underpins many data analysis steps in astronomy, from photometry and astrometry to source de-blending and deconvolution. In adaptive optics (AO) observations, however, the PSF is highly variable with wavelength, field position, and observing conditions, making it difficult to model. Traditional PSF reconstruction (PSF-R) requires full AO telemetry and complex infrastructures, limiting its routine use, especially for tomographic systems. We present a practical framework for fast, accurate, and data-calibrated PSF modeling that captures the spatial and spectral variability of AO-corrected PSFs without relying on complete AO telemetry. Our approach builds on a Fourier-based PSF model inspired by astro-TIPTOP. As inputs, our model uses only a compact set of physically meaningful parameters retrievable from the ESO archive. A lightweight…
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