Nonlinear H controllers for electromagnetic suspension systems

Abstract

This note presents a unified framework to derive nonlinear H-infinity state and output feedback controllers for magnetically levitated (Maglev) vehicles with controlled dc electromagnets, referred to as electromagnetic suspension systems. The theoretical exposition, based on the Taylor series expansion solution to the Hamilton-Jacobi-Isaacs inequality, is followed by an assessment of some of the practical issues in realizing the nonlinear controllers with a digital signal processor and embedded hardware. A select set of experimental results from a single-degree-of-freedom suspension system is included to highlight the effectiveness of the proposed nonlinear state- and output-feedback H-infinity controllers to suppress guideway-induced disturbances.

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