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二次Bézier曲线的双圆弧样条插值二分算法
卢建彪 ; 雍俊海 ; LU Jian-biao ; YONG Jun-hai
2010-06-09 ; 2010-06-09
关键词数控加工 二次Bézier曲线 双圆弧样条 二分算法 CNC Quadratic B閦ier Curves Biarc Splines Bisection Algorithms TG659
其他题名Bisection Algorithms for Approximating Quadratic B閦ier Curves by G~1 Biarc Splines
中文摘要在数控加工领域,通常需要用尽量少段数的圆弧样条来对曲线进行拟合。采用二分查找算法,用G1连续的双圆弧样条对二次Bézier曲线进行拟合。该算法在给定误差范围内所需的圆弧段数较少。最后给出了具体的实例说明。; In CNC,it is often required to approximate B閦ier curves by G~1 arc splines with as few arc segments as possible.A bisection algorithm for approximating a quadratic B閦ier curve by a G~1 Biarc spline is presented.The new method reduces the number of the segments in the resultant arc spline under the given error tolerance.Some numerical results are given to illustrate the efficiency of the algorithm.; 国家自然科学基金资助项目(60403047)
语种中文 ; 中文
内容类型期刊论文
源URL[http://hdl.handle.net/123456789/56461]  
专题清华大学
推荐引用方式
GB/T 7714
卢建彪,雍俊海,LU Jian-biao,等. 二次Bézier曲线的双圆弧样条插值二分算法[J],2010, 2010.
APA 卢建彪,雍俊海,LU Jian-biao,&YONG Jun-hai.(2010).二次Bézier曲线的双圆弧样条插值二分算法..
MLA 卢建彪,et al."二次Bézier曲线的双圆弧样条插值二分算法".(2010).
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