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Trajectory Planning for Seven-DOF Robotic Arm Based on Seventh Degree Polynomial

机译:基于七次多项式的七自由度机械臂轨迹规划

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Trajectory planning can ensure the robot arm move smoothly and quickly to the target position. The difficulty is to use inverse kinematics to convert the path point into the joint angle and fit a smooth function to each joint. The paper deals with research on trajectory planning for seven-DOF robotic arm. In the joint space, based on the kinematics analysis, the joint space trajectory planning is realized by the cubic polynomial and the seventh degree polynomial, and the simulation is realized on the MATLAB platform. The simulation results show that the robot link parameters are designed reasonably, the kinematics model is correctly established and the seventh degree polynomial interpolation method effectively solves the problem of acceleration discontinuity, and obtains a continuous smooth trajectory curve of each joint, which visually verifies the effect of trajectory planning and provides an efficient and feasible trajectory planning method.
机译:轨迹规划可以确保机器人手臂平稳快速地移动到目标位置。困难在于使用逆运动学将路径点转换为关节角度并为每个关节拟合平滑函数。本文涉及七自由度机械臂的轨迹规划研究。在关节空间中,基于运动学分析,通过三次多项式和七次多项式实现关节空间轨迹规划,并在MATLAB平台上实现仿真。仿真结果表明,合理设计了机器人的连杆参数,正确建立了运动学模型,七次多项式插值法有效地解决了加速度不连续的问题,获得了各关节的连续平滑轨迹曲线,从视觉上验证了效果。轨迹规划,并提供了一种有效可行的轨迹规划方法。

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