Robust Output Feedback Stabilization of a Field-Sensed Magnetic Suspension System

Abstract EN

The magnetic suspension system (MSS) is very important in many engineering applications.

This paper proposes the dynamic output feedback control of a field-sensed MSS (FSMSS).

Subsequently, the mathematical model of the MSS is described by discrete-time systems.

Ideally, the coefficients of a nominal polynomial can precisely determine the Schur stability.

But in reality, the coefficients may contain uncertainties due to reasons such as computational errors.

Therefore, there is a need to address the problem of robust stability for discrete-time systems.

In this paper, the size of allowable perturbation in polynomial coefficient space was estimated for the output feedback control of the MSS.

The ℓ∞-norm and a lower bound for the size of the Schur stability hypercube are provided in this paper.