On the classical and fractional control of a nonlinear inverted cart-pendulum system: a comparative analysis
Résumé
The use of fractional-order controllers to drive dynamical systems to a desired/target configuration became extremely popular in the last decade, with many studies stating that they present superior performance when compared to the integer-order counterparts, especially for nonlinear systems. Following this trend, the purpose of this chapter is to verify the possibility of improving the performance of the control of an inverted cart-pendulum system using fractional-order in-tegrators. The strategy is to employ the classical pole location linear method to calculate the gains of the controller and then to compare the performance between integer-order and fractional-order integrators, the last one that are calculated using an optimization method.
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