Title of article
C-curves: An extension of cubic curves Original Research Article
Author/Authors
Jiwen Zhang، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 1996
Pages
19
From page
199
To page
217
Abstract
A linearly parametrized set of curves, named C-curves, is suggested with basis sin t, cos t, t, and 1. C-curves are an extension of cubic curves, they depend on a parameter α > 0, and their limiting case for α → 0 is a cubic curve. They can deal with free form curves and surfaces, and provide exact reproduction of circles and cylinders. So, they could be used to unify the representation and processing of both free and normal form curves and surfaces in engineering.
Keywords
Bézier curve , Cubic C-Ferguson curve , Uniform B-spline , C-Ferguson curve , C-Bézier curve , C-B-spline , NURBS
Journal title
Computer Aided Geometric Design
Serial Year
1996
Journal title
Computer Aided Geometric Design
Record number
1138746
Link To Document