期刊文献+

基于MATLAB的优化双圆弧插补高次曲线的算法 被引量:4

Biarc Interpolation Method for High Order Curve and Improvement of the Algorithm Based on MATLAB
下载PDF
导出
摘要 针对普通数控机床加工的特点,推算了双圆弧插补法拟合高次曲线的数学模型,在拟合原曲线时,针对高次非圆曲线的特点,优化了双圆弧插补算法。并通过Matlab软件编程实现拟合过程,控制拟合误差。基于双圆弧插补法设计数控加工高次曲线的方法加工效果好,数控加工程序段和加工用时明显减少,且通用性和实用性强。 Aiming at the characteristics of the general CNC programming,the mathematical model of biarc interpolation method is calculated in this paper.An improved interpolation method of biarc is put forward based on the high order curve.The MATLAB software is used to fit the high order curve and analyze the fitting error.The method of designing high order curve of NC machining based on biarc interpolation method has good machining effect;the NC machining program segment and processing time are obviously reduced;and it is efficient,universal and practical.
作者 王霞琴 张伟华 王发生 WANG Xia-qin;ZHANG Wei-hua;WANG Fa-sheng(School of Mechanical Engineering,Lanzhou Petrochemical Polytechnic,Lanzhou Gansu 730060,China;CN Bioenergy,Lanzhou Gansu 730050,China)
出处 《机械研究与应用》 2018年第3期166-168,共3页 Mechanical Research & Application
基金 兰州石化职业技术学院教研项目:高职机械制图教学资源库立体化教材建设的研究与实践(编号:JY2017-11)
关键词 高次曲线 双圆弧插补法 Matlab拟合 high order curve biarc interpolation method Matlab fitting
  • 相关文献

参考文献4

二级参考文献21

  • 1郭文兰,张彤.曲线方程的双圆弧拟合算法及实现[J].哈尔滨理工大学学报,2004,9(6):87-89. 被引量:10
  • 2李庆扬.数值分析[M].武汉:华中工学院出版社,1986.216-217.
  • 3吴祖育 秦鹏飞.数控机床[M].上海:上海科技出版社,1999..
  • 4孙家昶.局部坐标下的样条函数与圆弧样条曲线[J].数学学报,1977,20(1):28-40.
  • 5Marciniak K,Purz B. Approximation of spirals by piecewise curves of fewest circular arc segments [J]. Computer Aided Design,1984,16(2):87-90.
  • 6Chuang S H, Kao C Z. One-sided arc approximation of B-spline curves for inteference-free offsetting[J]. Computer Aided Design, 1999;31:111-118.
  • 7Piegl L,Tiller W. Biarc approximation of NURBS curves[J]. Computer Aided Design, 2002; 34:807-814.
  • 8Parkinson D B,Moreton D N. Optimal biarc-curve fitting[J]. Computer Aided Design 1991;23(6):411-419.
  • 9Ong C L,Wong S ,Loh H T,et al. An optimization approach for biarc curve fitting of B-spline curves[J]. Computer Aided Design,1996,28(12):951-959.
  • 10Meek D S,Walton D J. Approximation of discrete data by Gl arc splines[J]. Computer Aided Design, 1992,24 (6): 371-376.

共引文献40

同被引文献29

引证文献4

二级引证文献3

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部