Abstract
A decentralized control design is presented for industrial robots with flexibilities at the joints. Based on an independent joint robot model, a two-degree-of-freedom, linear compensator is proposed. The latter is designed based on the Youla parametrization yielding a stable compensator which effectively takes into account the oscillatory modes, and uses only measurable actuator signals (motor shaft position). Conditions for achieving global stability are given. A two-step estimation mechanism is applied for estimating the complete robot arm model's parameters.

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