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The Rational Quadratic Trigonometric Bézier Curve with Two Shape Parameters

机译:两个形状参数的有理二次三角Bézier曲线

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摘要

In this paper, a newly constructed rational quadratic trigonometric Bézier curve with two shape parameters is presented. The purposed curve enjoys all the geometric properties of the traditional rational quadratic Bézier curve. The local control on the shape of the curve can be attained by altering the values of the shape parameters as well as the weight. The curve exactly represents some quadratic trigonometric curves such as the arc of an ellipse and the arc of a circle and best approximates the ordinary rational quadratic Bézier curve.
机译:在本文中,提出了一种具有两个形状参数的新构造的有理二次三角Bézier曲线。目标曲线具有传统有理二次Bézier曲线的所有几何特性。可以通过更改形状参数值和权重来实现对曲线形状的局部控制。该曲线准确地代表了一些二次三角曲线,例如椭圆弧和圆弧,并且最接近普通的有理二次贝塞尔曲线。

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