Mathematics (Sep 2023)

Robust Sliding-Mode Control Design of DC-DC Zeta Converter Operating in Buck and Boost Modes

  • Humam Al-Baidhani,
  • Fabio Corti,
  • Alberto Reatti,
  • Marian K. Kazimierczuk

DOI
https://doi.org/10.3390/math11173791
Journal volume & issue
Vol. 11, no. 17
p. 3791

Abstract

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This paper presents a new nonlinear control scheme for a pulse-width modulated dc-dc Zeta converter operating in buck and boost modes. The averaged model of the dc-dc power converter is derived, based on which a robust control law is developed using a simplified sliding-mode control technique. The existence and stability conditions are introduced to select proper controller gains that ensure fast output voltage convergence towards reference voltage. A detailed design procedure is provided to realize the control scheme using low-cost discrete components. The proposed control method handles large disturbances, accommodates the non-minimum phase property, and maintains regulated output voltage during step-up and step-down operation modes. The control system also maintains constant switching frequency, improves the transient response, and eliminates the steady-state error at the output voltage. A MATLAB/SIMULINK model is developed to simulate the closed-loop dc-dc Zeta converter in continuous conduction mode and investigate the tracking and regulation performance. The simulation results confirm the robustness and stability of the nonlinear controlled power converter under abrupt line and load variations.

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