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Lookup NU author(s): Giorgos Gkizas,
Professor Damian Giaouris,
Professor Volker Pickert
This is the authors' accepted manuscript of an article that has been published in its final definitive form by Elsevier Ltd, 2019.
For re-use rights please refer to the publisher's terms and conditions.
© 2019 Elsevier LtdNowadays, the requirement to ameliorate efficiency in power conversion systems along with the demand for increased power rating gives rise to the implementation of interleaving operation. Interleaving in conjunction with digital state feedback control provide the ability to create sophisticated control schemes which allow for high efficiency under a wide range of operating conditions and restrictions. Along these lines, the interleaved boost converter finds widespread application in a variety of cases such as battery charging, renewable energy sources and distributed power systems. A very salient aspect concerning the performance of the converter is the occurrence of limit cycle instabilities that can have an adverse effect on the operation of the converter resulting in efficiency and lifetime reduction. These instabilities are a trait of the piecewise linear nature of the system dynamics, in which case, a bifurcation analysis is required to investigate their influence on the system. However, in the case of interleaving along with digital control the standard implementation of the bifurcation analysis for determining the Monodromy matrix is impeded by the dependency of the system of past sampled states. As a consequence, the conventional approaches found in literature are inadequate when it comes to predicting and avoiding these kind of instabilities. This paper addresses the specific issues and presents a novel approach on defining the Monodromy Matrix and deciding upon the stability of the limit cycle. The proposed approach relieves the dependence of the system on past samples by augmenting the first return map with expressions that describe the evolution of the control laws. The interleaved boost converter is used as a case study. Finally, numerical, analytical and experimental results validate our work.
Author(s): Gkizas G, Giaouris D, Pickert V
Publication type: Article
Publication status: Published
Journal: Control Engineering Practice
Print publication date: 01/09/2019
Online publication date: 01/07/2019
Acceptance date: 15/06/2019
Date deposited: 28/08/2019
ISSN (print): 0967-0661
ISSN (electronic): 1873-6939
Publisher: Elsevier Ltd
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