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GA Based Adaptive Singularity-Robust Path Planning of Space Robot for On-Orbit Detection

机译:基于遗传算法的空间机器人在轨自适应奇异稳健路径规划

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As a new on-orbit detection platform, the space robot could ensure stable and reliable operation of spacecraft in complex space environments. The tracking accuracy of the space manipulator end-effector is crucial to the detection precision. In this paper, the Cartesian path planning method of velocity level inverse kinematics based on generalized Jacobian matrix (GJM) is proposed. The GJM will come across singularity issue in path planning, which leads to the infinite or incalculable joint velocity. To solve this issue, firstly, the singular value decomposition (SVD) is used for exposition of the singularity avoidance principle of the damped least squares (DLS) method. After that, the DLS method is improved by introducing an adaptive damping factor which changes with the singularity. Finally, in order to improve the tracking accuracy of the singularity-robust algorithm, the objective function is established, and two adaptive parameters are optimized by genetic algorithm (GA). The simulation of a 6-DOF free-floating space robot is carried out, and the results show that, compared with DLS method, the proposed method could improve the tracking accuracy of space manipulator end-effector.
机译:作为一种新的在轨探测平台,太空机器人可以确保航天器在复杂太空环境中的稳定可靠运行。空间操纵器末端执行器的跟踪精度对于检测精度至关重要。提出了基于广义雅可比矩阵(GJM)的速度水平逆运动学笛卡尔路径规划方法。 GJM将在路径规划中遇到奇异性问题,从而导致关节速度无限或无法计算。为了解决这个问题,首先,使用奇异值分解(SVD)来说明阻尼最小二乘(DLS)方法的奇异避免原理。之后,通过引入随奇异性变化的自适应阻尼因子来改进DLS方法。最后,为了提高奇异鲁棒算法的跟踪精度,建立了目标函数,并通过遗传算法(GA)对两个自适应参数进行了优化。对一个六自由度自由浮动空间机器人进行了仿真,结果表明,与DLS方法相比,该方法可以提高空间操纵器末端执行器的跟踪精度。

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