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Simple and branched skins of systems of circles and convex shapes

Citace:
BASTL, B., KOSINKA, J., LÁVIČKA, M. Simple and branched skins of systems of circles and convex shapes. GRAPHICAL MODELS, 2015, roč. 78, č. March 2015, s. 1-9. ISSN: 1524-0703
Druh: ČLÁNEK
Jazyk publikace: eng
Anglický název: Simple and branched skins of systems of circles and convex shapes
Rok vydání: 2015
Autoři: Doc. Ing. Bohumír Bastl Ph.D. , RNDr. Jiří Kosinka Ph.D. , Doc. RNDr. Miroslav Lávička Ph.D. ,
Abstrakt EN: Recently, there has been considerable interest in skinning circles and spheres. In this paper we present a simple algorithm for skinning circles in the plane. Our novel approach allows the skin to touch a particular circle not only at a point, but also along a whole circular arc. This results in naturally looking skins. Due to the simplicity of our algorithm, it can be generalised to branched skins, to skinning simple convex shapes in the plane, and to sphere skinning in 3D. The functionality of the designed algorithm is presented and discussed on several examples.
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