How to Carry Out the Interpolation  Algorithm of B-spline Curve

王峰; 王爱玲

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How to Carry Out the Interpolation Algorithm of B-spline Curve

更新时间：2026-09-14

- How to Carry Out the Interpolation Algorithm of B-spline Curve
- B样条曲线的插补算法实现
- Issue 6, Pages: 449-452(2001)
- 作者机构：
  
  1. ,山西,太原,030051
  2. 华北工学院机械工程系,山西,太原,030051
- 作者简介：
- 基金信息：
- DOI：
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- Published：2001
- 稿件说明：
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王峰, 王爱玲. How to Carry Out the Interpolation Algorithm of B-spline Curve[J]. 2001, (6): 449-452.
DOI：

王峰, 王爱玲. How to Carry Out the Interpolation Algorithm of B-spline Curve[J]. 2001, (6): 449-452. DOI：

摘要

目的　编制目前世界上最流行的描述形状的数学方法 B样条曲线的插补算法 .方法　应用最小偏差法和 Clark方法

以实际加工为目的进行程序的编制 .程序的编制利用 VC++语言 .结果　把目前CNC在曲线加工中仅有的离散点的加工能力

提高到对刀具连续运动轨迹的控制 .结论　这种插补方法非常有效地解决了目前 CAD/CAM技术中的“瓶颈”问题

Abstract

Aim\ To workout the interpolation algorithm of B spline curve

which is the most fashionable mathematic method to describe figure in the world. Methods\ The program aims to practical manufacturing by using the method of the least deviation and Clark method. It is worked out by VC++. Results\ Current CNC manufacturing is rest on the discrete points. We can rest on continuous movement tracks of machine tools now. Conclusion\ This algorithm can effectively solve the \!bottle neck\" problem of CAD/CAM.

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references

　王峰.一种新型插补算法的研究与开发[D].太原:华北工学院机械工程系,2001.

　施法中.计算机辅助集合设计与非均匀有理B样条(CAGD &NURBS)[M].北京:北京航空航天大学出版社,1994

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