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Determination of Singularity Occurrence and Characteristic Analysis of Dual 6-DOF Manipulator Using Manipulability and Manipulability Ellipsoid

机译:利用可操纵性和可操纵性椭球法测定双6-DOF操纵器的奇异性发生及特征分析

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In this paper, we judge whether the singularity occurs among the path of dual 6-DOF manipulator using manipulability and analyze the characteristics in the velocity space of the straight path and alternative path what avoids the singularity using manipulability ellipsoid. To do this, we solved the inverse kinematics of the manipulator and made simulator in MATLAB. In this simulator, the path can be set in advance and change of manipulability and manipulability ellipsoid can be observed. This allows better path to be determined in advance before following it. Experiments has confirmed that singularity occurs in straight path and eigenvalue in the direction of yaw is zero. In addition, the alternative path is identified as an improved path due to the large eigenvalue in the direction of pitch and yaw. Since this result can be used as an indicator for evaluating the agent's state, we intend to apply to reinforcement learning and research to create a singularity avoidance path by the robot itself.
机译:在本文中,我们判断奇点是否在双6-DOF操纵器的路径中使用可操纵性以及分析直接路径的速度空间中的特性和替代路径,避免使用可操纵性椭圆形的奇异性。为此,我们解决了机械手的逆运动学,并在Matlab中制作了模拟器。在该模拟器中,可以预先设定路径,并且可以观察到可操纵性和可操纵性椭圆形的变化。这允许在遵循之前预先确定更好的路径。实验证实,奇点发生在直线和偏航方向上的特征值为零。另外,替代路径被识别为由于间距和偏航方向的大特征值而被识别为改进的路径。由于该结果可以用作评估代理商状态的指标,因此我们打算申请加强学习和研究,以通过机器人本身创造一个奇点避免路径。

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