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Optimal packings for filled rings of circles

Dinesh B. Ekanayake, Manjula Mahesh Ranpatidewage, Douglas J. LaFountain (2020)

Applications of Mathematics

General circle packings are arrangements of circles on a given surface such that no two circles overlap except at tangent points. In this paper, we examine the optimal arrangement of circles centered on concentric annuli, in what we term rings. Our motivation for this is two-fold: first, certain industrial applications of circle packing naturally allow for filled rings of circles; second, any packing of circles within a circle admits a ring structure if one allows for irregular spacing of circles...

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