The control problem for a truly cooperative manipulator system cannot be regarded as a simple extension of single manipulator control since additional complexity arises from the need of ensuring coordinated motion of the system. Previously, we have proposed a control strategy based on two stages; namely, kinematic inversion of a set of cooperative task variables, and a joint space control law with kinetostatic filtering of cooperative task space errors; this strategy avoids some of the drawbacks of other approaches. In this paper, the stability analysis for the joint space control law is provided and global asymptotic stability of a set of equilibrium points is demonstrated. The addition of a force loop to achieve internal force regulation is also discussed
Stability analysis of a joint space control law for a two-manipulator system
CACCAVALE, Fabrizio;
1996-01-01
Abstract
The control problem for a truly cooperative manipulator system cannot be regarded as a simple extension of single manipulator control since additional complexity arises from the need of ensuring coordinated motion of the system. Previously, we have proposed a control strategy based on two stages; namely, kinematic inversion of a set of cooperative task variables, and a joint space control law with kinetostatic filtering of cooperative task space errors; this strategy avoids some of the drawbacks of other approaches. In this paper, the stability analysis for the joint space control law is provided and global asymptotic stability of a set of equilibrium points is demonstrated. The addition of a force loop to achieve internal force regulation is also discussedI documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
