• Title of article

    An Adaptive Control Method using Interval Fuzzy Sliding Mode for Direct Matrix Converters

  • Author/Authors

    Bekrani, Mehdi Faculty of Electrical and Computer Engineering - Qom University of Technology, Qom , Behrooz, Tahereh Faculty of Electrical and Computer Engineering - Qom University of Technology, Qom , Heydari, Mojtaba Faculty of Electrical and Computer Engineering - Qom University of Technology, Qom

  • Pages
    14
  • From page
    159
  • To page
    172
  • Abstract
    In this paper, a new adaptive control method is proposed for direct matrix converters. The proposed method uses interval type-2 fuzzy logic integrated with sliding mode control. Employing the sliding mode control in matrix converters leads to an efficient choice of switching combinations and a reliable reference tracking. The main problem of the sliding mode control is the chattering phenomenon that degrades the controller performance through injecting high-frequency variations in the controller variables. The proposed method incorporates the interval type-2 fuzzy with the sliding mode control to mitigate the chattering problem. The sliding mode switch surface can be adjusted adaptively according to the system state and the proposed fuzzy compensation based on the Lyapunov stability theorem, so that the control system has the characteristics of low chattering effect and appropriate operation quality. Comprehensive evaluations of the waveforms are conducted for the new matrix converter through various simulations. Simulation results verify the effectiveness of the proposed adaptive control method for matrix converter in various conditions, and its superiority in chattering suppression in comparison to the conventional sliding mode control and the boundary layer method.
  • Keywords
    Chattering suppression , Matrix converter , Sliding mode control , Type-2 fuzzy logic
  • Journal title
    International Journal of Industrial Electronics, Control and Optimization
  • Serial Year
    2020
  • Record number

    2505012