Trajectory Optimization for 7-Dofs Space Manipulator
Trajectory Optimization for 7-Dofs Space Manipulator

The space manipulator is always designed to have 7 degrees of freedom (Dofs) with the consideration of energy limitation, as well as the flexible moving possibility. Therefore, how to plan the trajectory is important to improve the performance of the manipulator. In this paper, the speed of the end effector is configured as a projecting parameter, when a constant acceleration is applied to adjust the velocity. To implement this trajectory planning strategy, an optimization algorithm through the pseudo inverse of Jacobin matrix is designed, which adjusts the weight functions of joints. According to the functional theory, this algorithm is analyzed and the optimal solution is found in numerous sets of planning. A MATLAB simulation platform is established and the results verity the effectiveness of the algorithm.
The space manipulator is always designed to have 7 degrees of freedom (Dofs) with the consideration of energy limitation, as well as the flexible moving possibility. Therefore, how to plan the trajectory is important to improve the performance of the manipulator. In this paper, the speed of the end effector is configured as a projecting parameter, when a constant acceleration is applied to adjust the velocity. To implement this trajectory planning strategy, an optimization algorithm through the pseudo inverse of Jacobin matrix is designed, which adjusts the weight functions of joints. According to the functional theory, this algorithm is analyzed and the optimal solution is found in numerous sets of planning. A MATLAB simulation platform is established and the results verity the effectiveness of the algorithm.