| Title |
A new approach on the robust control for robot manipulator using Krasovskii theorem |
| Authors |
Kim, Chong-Soo(Kim, Chong-Soo) ; Park, Sei-Seung(Park, Sei-Seung) ; Park, Chong-Kug(Park, Chong-Kug) |
| Abstract |
The robust control technique is generally the iterative design method to determine a robust control for perturbed system with prescribed range of perturbation based on the robust stability measure. However, robot manipulator has the structured pertubation and the unstructured one. This paper proposes the robust technique for designing controller such that the trajectory of end-effector of robot manipulator tracks asymptotically the desired trajectory for all allowable variations in the manipulator's parameter. For satisfying asymptotical stability though we can not know the bound of perturbations and the parameter variations, the relation between the unknown parameter and the parameter of nominal system can be derived from Krasovskii theorem and we construct the new robust control using that relation. (author). 12 refs., 6 figs. |