1. Output Series-Parallel Connection of Passivity-Based Controlled DC–DC Converters: Generalization of Asymptotic Stability
- Author
-
Takashi Hikihara and Yuma Murakawa
- Subjects
Asymptotic stability ,Numerical models ,Computer science ,Passivity ,Systems and Control (eess.SY) ,Dynamical Systems (math.DS) ,Series and parallel circuits ,Topology ,Network topology ,Electrical Engineering and Systems Science - Systems and Control ,Stability (probability) ,storage function ,Exponential stability ,Hybrid power systems ,Stability theory ,FOS: Electrical engineering, electronic engineering, information engineering ,FOS: Mathematics ,Mathematics - Dynamical Systems ,Electrical and Electronic Engineering ,dc-dc converters ,Converters ,passivity-based control (PBC) ,Power system stability ,Power (physics) ,Integrated circuit modeling ,DC-DC power converters ,Lyapunov stability ,Series-paralleled converters ,Switches - Abstract
The series-paralleling technique of dc-dc converters is utilized in various domains of electrical engineering for improved power conversion. Previous studies have proposed and classified the control schemes for the series-paralleled converters. However, they have several restrictions and lack diversity. The purpose of this paper is to propose passivity-based control (PBC) for the diverse output series-parallel connection of dc-dc converters. It is proved that the output series-paralleled converters regulated by PBC are asymptotically stable. The output series-paralleled converters are numerically simulated to confirm the asymptotic stability. PBC is shown to maintain the stability of the output series-paralleled converters with diverse circuit topologies, parameters, and steady-states. The result of this paper theoretically supports the numerical and experimental considerations in the previous studies and justifies the further extension of the series-parallel connection., Comment: 10 pages, accepted for publication in IEEE Transactions on Circuits and Systems I: Regular Papers
- Published
- 2021