Robust Gain Scheduling Control Design in Frequency Domain
Jakub Osuský, Vojtěch Veselý
Abstract
Jakub Osuský, Vojtěch Veselý
Abstract
Gain scheduling control has proven to be a successful nonlinear plant control in many engineering applications. However, if the plant model belongs to an uncertain class and there is absence of a robust gain scheduled controller design procedure, these designs come with no guarantees of robust stability and performance. This paper presents a new robust gain scheduled controller design for uncertain stable MIMO and SISO systems in the frequency domain. The proposed method is based on the Small Gain Theory and known M-delta structure of a closed loop system in the frequency domain. An example illustrates the effectiveness of the proposed gain-scheduled controller.
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Gain scheduling control has proven to be a successful nonlinear plant control in many engineering applications. However, if the plant model belongs to an uncertain class and there is absence of a robust gain scheduled controller design procedure, these designs come with no guarantees of robust stability and performance. This paper presents a new robust gain scheduled controller design for uncertain stable MIMO and SISO systems in the frequency domain. The proposed method is based on the Small Gain Theory and known M-delta structure of a closed loop system in the frequency domain. An example illustrates the effectiveness of the proposed gain-scheduled controller.
Key concepts: Gain scheduling, Control theory (sociology), Robust control, Frequency domain, Automatic gain control, Scheduling (production processes), Nonlinear system, Control engineering