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首页> 外文期刊>Computer Aided Geometric Design >Transition between concentric or tangent circles with a single segment of G~2 PH quintic curve
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Transition between concentric or tangent circles with a single segment of G~2 PH quintic curve

机译:单段G〜2 PH五次曲线的同心圆或切线圆之间的过渡

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摘要

The paper describes a method to join two circles with a C-shaped and an S-shaped transition curve, composed of a Pythagorean hodograph quintic segment, preserving G~2 continuity. It is considered desirable to have such a curve in satellite path planning, highway or railway route designing, or non-holonomic robot path planning. As an extension of our previous work, we show that a single quintic curve can be used for blending or for a transition curve between two circles, including the previously unsolved cases of concentric and tangential circles.
机译:本文介绍了一种将毕达哥拉斯式全息图五角形分段组成的,具有C形和S形过渡曲线的两个圆连接起来的方法,该方法可以保持G〜2的连续性。在卫星路径规划,高速公路或铁路路线设计或非完整机器人路径规划中,希望具有这样的曲线。作为我们先前工作的扩展,我们显示了一条五边形曲线可用于混合或用于两个圆之间的过渡曲线,包括先前未解决的同心圆和切向圆的情况。

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