Abstract
This paper casts the design problem of multiple resonant controllers for uninterruptible power supplies in a robust discrete-time framework. Euler and Adams-Bashforth discretization methods are considered to describe the uncertain open-loop plant and periodic reference tracking/disturbance rejection is guaranteed by the introduction of a discrete-time resonant controller in the control loop. Controller parameters are determined by the solution of a convex optimization problem subject to linear matrix inequality constraints. Simulation results in 3.5kVA power inverter are considered to illustrate the method.
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