2019
DOI: 10.1017/s0373463318001029
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Uniform Star Catalogue using GWKM Clustering for Application in Star Sensors

Abstract: In this paper, a novel algorithm of weighted k-means clustering with geodesic criteria is presented to generate a uniform database for a star sensor. For this purpose, selecting the appropriate star catalogue and desirable minimum magnitude and eliminating double stars are among the steps of the uniformity process. Further, Delaunay triangulation and determining the scattered data density by using a Voronoi diagram were used to solve the problems of the proposed clustering method. Thus, by running a Monte Carl… Show more

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Cited by 4 publications
(3 citation statements)
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“…The centroid clustering algorithm is a more suitable method for the problem of the uniformity of the star catalog [26]. Our data are the position of the star in the celestial coordinate system, which is normalized, and the data in the field of view are scattered.…”
Section: Binary K-means Clustering Algorithmmentioning
confidence: 99%
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“…The centroid clustering algorithm is a more suitable method for the problem of the uniformity of the star catalog [26]. Our data are the position of the star in the celestial coordinate system, which is normalized, and the data in the field of view are scattered.…”
Section: Binary K-means Clustering Algorithmmentioning
confidence: 99%
“…When the brightness noise of the star sensor is 0.2, the FOV is 16 • , and the average NOS in the FOV is 16, the star guide catalog is more evenly distributed, and the standard deviation is 2.39, which is 76% lower than the source catalog. Somayehee et al [25] proposed a method to make the star catalog uniform using the uniform distribution of points on the celestial sphere and Delaunay's triangulation method. For a non-uniform star catalog, the FOV must be at least 12.5 • , and the probability of observing four or more stars can be greater than 95%.…”
Section: Introductionmentioning
confidence: 99%
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