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Bézier曲线与Wang-Ball曲线的统一表示

Unifying Representation of Bézier Curve and Wang-Ball Curve

  • 摘要: 为了扩大自由型曲线曲面的选择范围,提出了一族介于Bézier曲线与Wang-Ball曲线之间的新型曲线,并在形式上将Bézier曲线与Wang-Ball曲线统一起来;同时给出了有关的升阶公式、递推算法以及将基函数用Bernstein多项式来表示的系数公式.

     

    Abstract: In order to extend representation of free form curve and surface,this paper presents one family of new curves which is unified representation Bézier and Wang-Ball curves are its special cases.This paper also presents the relative degree elevation scheme,recursive algorithm and explicit conversion formulas to Bernstein polynomial.

     

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