Abstract

This article proposes a cascade proportional-integral second-order sliding mode control (PI-SMC) method for matrix converter-fed brushless doubly fed induction machine (BDFIM). The PI-SMC method consists of a PI speed controller with an inner-loop second-order sliding mode control (SMC). The PI controller provides a reference to the inner-loop second-order SMC with constraints according to the system requirements in terms of maximum current and speed. As the discontinuous sign function in the traditional SMC is replaced by the continuous supertwisting function, the chattering problem is eliminated for inner-loop second-order SMC. Moreover, the inner-loop second-order SMC has robustness and interference immunity against nonlinear disturbances of the BDFIM. Simulation and experimental results demonstrate the excellent robust tracking performance of the proposed PI-SMC method.

Highlights

  • T HE brushless doubly-fed induction machine (BDFIM) [1]-[3] is a type of AC induction machine which has been developed from two cascaded asynchronous motors

  • To obtain high robust tracking performance, this paper proposes a cascade PI-second-order Slide Mode Control (SMC) for the matrix converter-fed BDFIM drive system

  • The BDFIM consists of three windings: power winding (PW), control winding (CW) and rotor winding (RW)

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Summary

A Cascade PI-SMC Method for Matrix Converter- fed BDFIM Drives

Abstract—This paper proposes a cascade proportional-integral second-order sliding mode control (PI-SMC) method for matrix converter-fed brushless doubly-fed induction machine (BDFIM). The PI-SMC method consists of a PI speed controller with an inner-loop second-order SMC. The PI controller provides a reference to the inner-loop second-order SMC with constraints according to the system requirements in terms of maximum current and speed. As the discontinuous sign function in the traditional SMC is replaced by the continuous super-twisting function, the chattering problem is eliminated for inner-loop second-order SMC. The inner-loop second-order SMC has robustness and interference immunity against non-linear disturbances of the BDFIM. Simulation and Experimental results demonstrate the excellent robust tracking performance of the proposed PI-SMC method

INTRODUCTION
Mathematical Model and Operation Principle of the Matrix Converter
Mathematical Model of the BDFIM Drives
SLIDING MODEL CONTROL OF THE MATRIX CONVERTERFED BDFIM
Current Loop Design
Speed Loop Design
Robust Analysis and Proof of Stability
SIMULATION RESULTS
EXPERIMENTAL VERIFICATION
Steady-State Performance Test
Dynamic Performance Test
CONCLUSION

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