节点文献
有理Bézier曲线的非均匀细分算法
AN UNEVEN ALGORITHM FOR THE SUBDIVISION OF RATIONAL BE ′[DD)〗ZIER CURVES
【摘要】 deCastaljau算法很早就用于Bézier曲线、曲面的细分.但对于有理Bézier曲线,当某些点出现大权时,固定t=1/2的均匀细分算法失效.本文分析了失效的原因并提出了一种新的非均匀细分方法.通过分析和比较,证明了新方法非常有效,可以很好地应用于实践.
【Abstract】 The de Castaljau algorithm has been applied to the subdivision of Bézier curves and surfaces. But in rational Bézier curves, when some control points have big weights, the even method of fixing t =1/2 proves to be ineffective.A new method of uneven subdivision and its effectiveness are presented in this paper.
【关键词】 deCastaljau算法;
有理Bézier曲线;
细分;
【Key words】 de Castaljau algorithm; rational Bézier curve; subdivision;
【Key words】 de Castaljau algorithm; rational Bézier curve; subdivision;
- 【文献出处】 计算机研究与发展 ,JOURNAL OF COMPUTER RESEARCH AND DEVELOPMENT , 编辑部邮箱 ,1997年09期
- 【分类号】TP391.4
- 【被引频次】5
- 【下载频次】63