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三次样条曲线回转面的车削加工
引用本文:何晶昌,夏铭,黄志勇.三次样条曲线回转面的车削加工[J].组合机床与自动化加工技术,2011(4).
作者姓名:何晶昌  夏铭  黄志勇
作者单位:重庆三峡学院,重庆,404000
基金项目:重庆三峡学院重点课程建设项目资助
摘    要:为了在数控车床上完成三次样条曲线回转面的车削加工,文中介绍了G1连续和G2连续的条件,讨论了通过G1连续和G2连续条件建立三次样条曲线数学表达式的方法,根据该表达式,编写了精车三次样条曲线回转面的NC程序.通过在CK6132数控车床上实际加工验证,以及与UG自动编程加工结果对比,文中通过G1连续和G2连续条件建立三次样条曲线数学表达式的方法是正确的.

关 键 词:G1连续  G2连续  三次样条曲线  车削加工

The Turning Methods of the Revolving Surface Formed by Cubic NURBS Curve
HE Jing-chang,XIA Ming,HUANG Zhi-yong.The Turning Methods of the Revolving Surface Formed by Cubic NURBS Curve[J].Modular Machine Tool & Automatic Manufacturing Technique,2011(4).
Authors:HE Jing-chang  XIA Ming  HUANG Zhi-yong
Affiliation:HE Jing-chang,XIA Ming,HUANG Zhi-yong(Chongqing Three Gorges University,Chongqing 404000,China)
Abstract:In order to turn the revolving surface formed by cubic NURBS curve,this paper introduced the G1 continuity conditions and G2 continuity conditions,and discussed the method to create the mathematical expressions of the cubic NURBS curve by the G1 continuity conditions and G2 continuity conditions.According to the mathematical expressions of the cubic NURBS curve,we programmed the finish turning NC programs of the revolving surface.By turning verification actually in CK6132 lathe with CNC and comparing with t...
Keywords:G1 continuity  G2 continuity  cubic NURBS curve  turning machining  
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