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Planar G~2 transition curves composed of cubic Bezier spiral segments

机译:由三次贝塞尔螺旋线段组成的平面G〜2过渡曲线

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摘要

In curve and surface design it is often desirable to have a planar transition curve, composed of at most two spiral segments, between two circles. The purpose may be practical, e.g., in highway design, or aesthetic. Cubic Bezier curves are commonly used in curve and surface design because they are of low degree, are easily evaluated, and allow infection points. This paper generalizes earlier results on planar cubic Bezier spiral segments which were proposed as transition curve elements, and examines techniques for curve design using the new results.
机译:在曲线和曲面设计中,通常希望在两个圆之间具有一个由最多两个螺旋段组成的平面过渡曲线。该目的可以是实际的,例如在高速公路设计中,或者是美观的。三次贝塞尔曲线通常在曲线和曲面设计中使用,因为它们的程度低,易于评估并且允许感染点。本文归纳了关于平面三次贝塞尔曲线扇形段的早期结果,这些曲线段被建议作为过渡曲线元素,并使用新结果检验了曲线设计技术。

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