Abstract

With the advent of electric vehicle multi-machine drives are attaining overwhelming responses from the researchers and industries in recent years, as compared to their counterpart of single machine drive. In this regard, the industries are looking for multi motor control with single inverter system with precise speed control. The solution of aforesaid problem lies with multi-leg inverter fed dual induction motor drives that are capable for high power ratings and other specific applications. Any faults in the system leads to the failure of the operation of the entire drive system. Hence condition monitoring of the entire drive system becomes of paramount significance. Considering the aforementioned points, this paper focuses on the fault analysis of five leg voltage source inverter feeding dual induction motors. The drive system is simulated using MATLAB/ SIMULINK for different pulse width modulation techniques like SPWM, SVPWM and Two Arm Modulation (TAM) Techniques. The effect on fault in the inverter like opening of the switch and shorting the switch, on the performance of the induction motors are analysed. Total Harmonic Distortion (THD) of the stator current for different modulation techniques are compared for the analysis purpose. From the results it is observed that the THD is less for SVPWM techniques as compared with SPWM and TAM method. But independent control of both the machine cannot be attained by SPWM and SVPWM method. For independent speed control TAM method is used. So a trade-off has to be done considering the requirement and THD. It is finally concluded that independent speed control is achieved at the cost of higher THD.

Highlights

  • 4.1 Results of FL-VSI Driven by SVPWM method: 7DEOH 6WDWRU FXUUHQW 7+' XQGHU GLIIHUHQW IDXOW FRQGLWLRQV

  •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

Read more

Summary

Introduction

Results
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call