The Community for Technology Leaders
Shape Modeling and Applications, International Conference on (2002)
Banff, Canada
May 17, 2002 to May 22, 2002
ISBN: 0-7695-1546-0
pp: 21
<p>This paper presents simple and efficient deformation methods based on a new class of interpolating N-adic sub-division algorithms. Our N-adic scheme is a natural extension of a standard dyadic scheme-each face of the mesh is more generally divided into N 2 sub-faces and geometric properties are similar.</p> <p>This framework enables us to locally deform the surface using different tools by either modifying the direction of normals at the vertices of the control mesh, or twisting them. Experiments show that the N-adic decomposition provides a more accurate control over deformations, and proves to be a good alternative to dyadic decompositions.</p>
E. Galin, A. Leclercq, G. Salomon, S. Akkouche, "Normal Control using N-adic Subdivision Schemes", Shape Modeling and Applications, International Conference on, vol. 00, no. , pp. 21, 2002, doi:10.1109/SMA.2002.1003524
89 ms
(Ver 3.3 (11022016))