A Space Object Detection Algorithm Using Fourier Domain Likelihood Ratio Test
Document Type
Conference Proceeding
Publication Date
9-14-2017
Abstract
Space object detection is of great importance in the highly dependent yet competitive and congested space domain. Detection algorithms employed play a crucial role in fulfilling the detection component in the situational awareness mission to detect, track, characterize and catalog unknown space objects. Many current space detection algorithms use a matched filter or a spatial correlator to make a detection decision at a single pixel point of a spatial image based on the assumption that the data follows a Gaussian distribution. This paper explores the potential for detection performance advantages when operating in the Fourier domain of long exposure images of small and/or dim space objects from ground based telescopes. A binary hypothesis test is developed based on the joint probability distribution function of the image under the hypothesis that an object is present and under the hypothesis that the image only contains background noise. The detection algorithm tests each pixel point of the Fourier transformed images to make the determination if an object is present based on the criteria threshold found in the likelihood ratio test. Using simulated data, the performance of the Fourier domain detection algorithm is compared to the current algorithm used in space situational awareness applications to evaluate its value. Abstract © AMOS.
Source Publication
Advanced Maui Optical and Space Surveillance Technologies (AMOS), 2017
Recommended Citation
Becker, D. J., & Cain, S. C. (2017). A Space Object Detection Algorithm Using Fourier Domain Likelihood Ratio Test. Advanced Maui Optical and Space Surveillance Technologies (AMOS), 2017. http://amostech.com/2017-technical-papers/
Comments
Copyright © 2017 Advanced Maui Optical and Space Surveillance Technologies Conference (AMOS)
The full paper is hosted at the conference publisher's archive using the "Link to Full Text" on this page, and is free to download. All other rights reserved.