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5. Stability Analysis of Nonlinear Digital Control of dc-dc Boost Power Converters with Dynamical Feedback

Author

H. El Fadil, Fouad Giri, K. Gaouzi, and Tarek Ahmed-Ali

Subjects
0209 industrial biotechnology, Discretization, 020208 electrical & electronic engineering, 02 engineering and technology, Converters, Nonlinear control, Lipschitz continuity, Power (physics), Nonlinear system, 020901 industrial engineering & automation, Exponential stability, Control and Systems Engineering, Control theory, 0202 electrical engineering, electronic engineering, information engineering, Digital control, Mathematics
Abstract

This work deals with the problem of asymptotic stability for nonlinear sampled-data boost power converters. The converter is stabilized using a dynamical feedback control. The paper shows that the discretization preserves the stability of the initial nonlinear system provided the Lipschitz property is fulfilled and the sampling period is properly chosen.

Published
2016
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