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A Novel Non-Stationary Subdivision Scheme for Geometric Modeling
Wuhan, China September 14-September 16
DOI Bookmark: http://doi.ieeecomputersociety.org/10.1109/CIT.2004.1357284Fourth International Conference on Co ...
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Fangquan Chen, Shanghai University
Youdong Ding, Shanghai University
Jian Liu, Shanghai University
Daming Wei, University of Aizu
Based on the subdivision generation analysis of B-spline curves and surfaces, a novel construction non-stationary subdivision scheme is proposed for free form curve and surface modeling. This proposed subdivision rules are designed as a succession of a simple linear subdivision operator followed by several averaging steps, and an optional moving back step is added to handle the interpolation requirement in some application cases. The main advantage of the new scheme is that this framework can work well for both triangular meshes and quadrilateral meshes, and build a natural transition between the interpolating and approximating schemes. In particular, many existing subdivision schemes can be represented in the same framework by choosing suitable parameters
Index Terms:
Subdivision, geometric modeling, interpolation, approximation
Citation:
Fangquan Chen, Youdong Ding, Jian Liu, Daming Wei, "A Novel Non-Stationary Subdivision Scheme for Geometric Modeling," cit, pp.748-752, Fourth International Conference on Computer and Information Technology (CIT'04), 2004
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