Abstract

Space manipulator suffers from vibration problems mainly due to the flexibility of joints and links in a microgravity environment. This article presents a new optimization method of trajectory planning with minimum residual vibration for space manipulator system which is modeled by absolute coordinate-based method. First, absolute nodal coordinate formulation, which can describe large rotation and large deformation of flexible bodies precisely, is used to describe the deformation of flexible links, and natural coordinate formulation with nonlinear torsion stiffness function is used to model flexible joints. Then, joint rotation trajectory resulting from the planned end-effector trajectory by inverse kinematics theory is discrete through the proposed cosine-based function that has been validated to suppress the residual vibration. The particle swarm optimization algorithm is employed to achieve minimum residual vibration by optimizing redundant coefficients of movement derived from inverse kinematics theory. The effectiveness of the proposed method is illustrated via simulation of a planar three-link manipulator taking large deformation and large rotation into account. Results show that the optimized method can exhibit better features for the residual vibration suppression as compared to those of the original cosine-based trajectory.

Highlights

  • Space manipulator undertakes heavy tasks of cabin translocation, transfer, and installation of equipment, as well as serves as an astronaut auxiliary in a space station system.[1]

  • The proposed trajectory planning function can be used to discrete the movement of space manipulator which will help suppress the residual vibration of the end-effector to some extent

  • This article deals with the residual vibration suppression of the endpoint for space manipulator system

Read more

Summary

Introduction

Space manipulator undertakes heavy tasks of cabin translocation, transfer, and installation of equipment, as well as serves as an astronaut auxiliary in a space station system.[1]. Solutions obtained from inverse kinematics theory are not unique in most cases with the existence of redundant DOFs.[24] while determining motion trajectories of all joints, several optimization algorithms can be integrated into the dynamics algorithm to achieve other required performance by satisfying other constraint equations.

Results
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call