Exponential polynomial uniform splines model

Zhao Yanli、Ping Ping、Liu Fengyu

Strategic Study of CAE ›› 2008, Vol. 10 ›› Issue (7) : 147-152.

PDF(888 KB)
PDF(888 KB)
Strategic Study of CAE ›› 2008, Vol. 10 ›› Issue (7) : 147-152.

Exponential polynomial uniform splines model

  • Zhao Yanli、Ping Ping、Liu Fengyu

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Abstract

 A new model of k( k ≥ 3) order exponential polynomial uniform spline is given.Most of its properties similar to those of the B - spline model, and also it has an adjustable shape parameter. The spline curves which are constructed by the exponential polynomial uniform splines can adjust the curve's shape and degrees between the curve and its control polygon by changing the parameter value. The new model can be applied to the field of CAD/CAM.

Keywords

exponential polynomial uniform spline function / uniform B - spline function / shape parameter

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Zhao Yanli,Ping Ping,Liu Fengyu. Exponential polynomial uniform splines model. Strategic Study of CAE, 2008, 10(7): 147‒152
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