Abstract
This paper studies the dynamics and control of the Gough–Stewart platform for vibration control of a flexible supporting structure. The problem arises from a large radio telescope in which the astronomical equipment is mounted on a platform to be stabilized by a Gough–Stewart platform, while the base platform of the mechanism itself is carried by a vibrating cable-car that moves along flexible cables. As the base platform is not fixed on the ground, the reaction force caused by the motion of the stabilized platform will lead to perturbation on the base platform, and will induce vibration of the whole system. To study the feasibility for vibration control, this paper models the Stewart parallel mechanism as a multi-body systems with an elastically restrained base platform by the Newton–Euler method and proposes a PD control law based on the position prediction of the two platforms. Control simulations are carried out with the simulated wind excitations. The control effects are evaluated by comparing the root-mean-square responses of the stabilized platform.
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