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过控制顶点的B样条曲线

The B-Spline Curve Passing Control Points

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【作者】 林意熊汉伟骆少明张湘伟

【Author】 LIN Yi~1, XIONG Han-wei~2, LUO Shao-ming~3, ZHANG Xiang-wei~3(1 School of Information Technology, Southern Yangtge University, Wuxi 214036, China; 2. School of Mechano-electronic Engineering, Shantou Univiersity, Shantou 515063, China; 3. School of Mechano-electronic Engineering, Guangdong polytechnic University, Guangzhou 510090, China)

【机构】 江南大学信息工程学院汕头大学机电学院广东工业大学机电学院广东工业大学机电学院 江苏无锡214036广东汕头515063广东广州510090广东广州510090

【摘要】 提出了一种B样条曲线构造,得到了通过控制顶点的二次和三次B样条曲线,这种曲线可通过调整控制顶点进行形状修改并始终通过控制点,又不必作反求计算,修改曲线形状很快,同时又能保证精度

【Abstract】 The general B-spline curve does not pass the control points. But the B-spline curve can pass the control points when correcting shape of curve. This is Anti-calculate and An equation can be solved. However, it is difficulty to correct shape of curve real-time. In this paper, a new arithmetic about how to get B-spline curve which pass the control points and need not to solve equation, has been proposed. It is easy with the arithmetic to correct the shape of curve real-time.

【关键词】 B样条曲线控制顶点反求计算
【Key words】 B-splinecontrol pointsanti-calculate
【基金】 国家自然科学基金项目(50105013)资助课题
  • 【文献出处】 江南大学学报 ,Journal of Southern Yangtze University , 编辑部邮箱 ,2003年06期
  • 【分类号】TP391.41
  • 【被引频次】41
  • 【下载频次】516
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