摘要
本文论述了由作者发明的可绘制双纽线、纺锤线及椭圆三种曲线的新型机构的构成特点;形成这三类曲线族机构连杆上浮动点的轨迹方程式及各类曲线形成的参数 l_6(=l_5)的域值;以及与标准椭圆和卡西尼卵形线的比较。
The constitutional characteristics of the new type mechanism of the three curves--ellipse,sprindle and double kink invented by the author, the phth equation of the moving point-on a floating link of the mechanism and the region parametric L_6(=L_5)for shaping the three curves were discussed in this paper.And a comparison of the curves with the general ellipse and Cassini's oval was also made.
出处
《陕西理工学院学报（自然科学版）》
1993年第2期17-21,13,共6页
Journal of Shananxi University of Technology:Natural Science Edition
关键词
双纽线
纺锤线
椭圆
卡西尼卵形线
轨迹方程式
Double Kink Curve
Sprindle Curve
Ellipse
Cassini's Oval
Path Equation
