摘要
随着细分法这种由离散到离散的几何图形设计方法被广泛应用,了解细分方法的特点更有利于对细分法的应用。分析插值细分法与割角细分法两种细分方法的基本思想、细分规则、所得细分曲线与初始特征多边形的关系,得出两种细分方法所得的细分曲线特征。并给出两种细分方法在应用时的建议。
The basic idea,subdivision rule and the relationship between the obtained subdivision curve and the original characteristic polygon of interpolating subdivision method and corner-cutting subdivision method are analyzed. The characteristics of the subdivision curves gotten by the two methods are obtained. Besides,advice about how to use these methods is proposed.
出处
《辽东学院学报（自然科学版）》
CAS
2016年第1期72-76,F0003,共6页
Journal of Eastern Liaoning University:Natural Science Edition
关键词
细分法
插值细分法
割角细分法
细分曲线
subdivision method
interpolation subdivision method
corner-cutting subdivision method
subdivision curve
