Research on Manipulator Attitude Planning and Transition Algorithm Based on Cardinal Spline

Huo Feipeng, Ge Rui, Sun Yingkai, Liu Xu, Lei Junsong, Wang Hong
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Abstract

Aiming at the problem of the SLERP(Spherical linear interpolation) interpolation algorithm at the end of the manipulator that the multi-posture point interpolation is discontinuous and the angular velocity of the posture movement is abrupt, the smooth interpolation based on the Cardinal spline is studied. With the help of Hopf mapping theory, the quaternion vector is converted into a three-dimensional interpolation vector and expressed in spherical coordinates. It can be proposed that the algorithm based on Cardinal spline to interpolate multi-posture points is feasible and effective. The research results of the thesis show that the quaternion interpolation algorithm based on Cardinal spline can achieve smooth interpolation transition between multi-posture points, and the shape factor of the spline curve can flexibly adjust the shape of the interpolation curve. The algorithm improves the diversity of interpolation schemes, and it is more suitable for quaternion interpolation between multiple orientations.
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基于基数样条的机械臂姿态规划与过渡算法研究
针对SLERP(球面线性插值)末端插补算法多姿态点插补不连续和姿态运动角速度突变的问题,研究了基于基数样条的平滑插补方法。利用Hopf映射理论,将四元数向量转换为三维插值向量,并用球坐标表示。结果表明,基于基数样条插值的多姿态点插值算法是可行和有效的。论文的研究结果表明,基于基数样条的四元数插值算法可以实现多姿态点之间的平滑插值过渡,并且样条曲线的形状因子可以灵活地调整插值曲线的形状。该算法提高了插值方案的多样性,更适合多方向间的四元数插值。
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