用梭形样条解生成的可避障g2连续轨迹

Huiqiao Ren, K. Fujisawa
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引用次数: 1

摘要

本文研究了连续曲率轨迹的生成和混合情况的应用。仿线样条具有曲率与弧长线性相关的重要性质,该性质可为插值操作提供曲率(G2)连续性。但由于其形状难以控制以避开障碍物,在轨迹规划中很少使用。本文使用无碰撞走廊来限制轨迹的生成,以避开障碍物。在可变换系统中,使用线段与Clothoid螺旋段连接,将起始条件设为零可以大大降低计算复杂度。通过计算,得到了螺旋线段的唯一解。本文阐述了计算过程和相应的算法。
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Obstacle Avoidable G2-continuous Trajectory Generated with Clothoid Spline Solution
This research engages in generating trajectories with continuous curvature and applying blending cases. Clothoid spline has an important property that its curvature is linear related to its arclength, this property can provide a curvature (G2) continuity to the interpolation operation. But it is rarely used in the trajectory plan because its shape is hard to control to avoid obstacles. This paper uses a collision-free corridor to limit the trajectory generation to avoid obstacles. In a transformable system, using line segments to connect with Clothoid spiral segments, the computation complexity could be greatly reduced by setting the starting conditions equal to zero. With the computation, a unique solution to the spiral segment is found. The computation process and the corresponding algorithm are elaborated in this paper.
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