Lyapunov's direct method for stabilization of the Furuta pendulum

Authors: TÜRKER TÜRKER, HALUK GÖRGÜN, GALİP CANSEVER

Abstract: This paper presents a novel stabilization result for the Furuta pendulum for a large region of attraction including almost all of the upper half plane. The solution is obtained via constructing a Lyapunov function after set of coordinate changes. Then, a set of differential equations are solved to achieve asymptotic stability which is proved in accordance with La Salle's invariance principle. The effectiveness of the proposed stabilization method is illustrated with simulation studies.

Keywords: Lyapunov based control, furuta pendulum

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