Micro-pixel accuracy centroid displacement estimation and detector calibration
Chengxing Zhai, Mike Shao, Renaud Goullioud, and Bijan Nemati

TL;DR
This paper introduces a high-precision centroid estimation method that reconstructs the PSF from pixelated images, calibrates inter-pixel variations, and achieves micro-pixel accuracy for astrometry and photometry.
Contribution
It presents a novel centroid estimation algorithm that reconstructs the PSF and calibrates pixel response variations to improve accuracy beyond traditional methods.
Findings
Achieves sub-micropixel centroid estimation in ideal conditions.
Calibrating up to third-order Fourier terms reduces errors to a few micro-pixels.
Applicable to missions like NEAT for exoplanet detection and high-precision photometry.
Abstract
Precise centroid estimation plays a critical role in accurate astrometry using telescope images. Conventional centroid estimation fits a template point spread function (PSF) to the image data. Because the PSF is typically not known to high accuracy due to wavefront aberrations and uncertainties in optical system, a simple Gaussian function is commonly used. PSF knowledge error leads to systematic errors in the conventional centroid estimation. In this paper, we present an accurate centroid estimation algorithm by reconstructing the PSF from well sampled (above Nyquist frequency) pixelated images. In the limit of an ideal focal plane array whose pixels have identical response function (no inter-pixel variation), this method can estimate centroid displacement between two 3232 images to sub-micropixel accuracy. Inter-pixel response variations exist in real detectors, {\it…
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