Curves with quadric boundary precision

Abstract

We describe a method for constructing rational quadratic patch boundary curves for scattered data in B3. The method has quadric boundary precision; if the given point and normal data are extracted from a quadric, then the boundary curves will lie on this quad&. Each boundary curve is a conic section represented in the rational BCzier representation.

DOI: 10.1016/0167-8396(94)90302-6

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Cite this paper

@article{Hansford1994CurvesWQ, title={Curves with quadric boundary precision}, author={Dianne Hansford and Robert E. Barnhill and Gerald E. Farin}, journal={Computer Aided Geometric Design}, year={1994}, volume={11}, pages={519-531} }