A cost‐effective single‐phase semi flipped gamma type magnetically coupled impedance source inverters

Abstract

Summary This paper presents a new two winding coupled inductor architecture for a semi magnetically coupled impedance source (SMCIS) inverter by connecting the coupled inductor windings in flipped gamma fashion. The proposed topology is derived from the conventional MCIS inverters. It can produce sinusoidal output voltage/current without using any shoot‐through operation and output LC filter, which improves the system reliability. Further, a doubly grounded feature, no start‐up inrush current, reduced component count, low input current ripple, continuous output currents, and small leakage currents are the major advantages of the proposed inverter. However, the proposed semi flipped gamma MCIS inverters still suffer from limited output voltage gain problem. The voltage‐boosting feature is added to the proposed inverter by connecting two converter modules in differential boost configuration through the embedded structure. The voltage‐boosting ability is the major advantage of this differential boost embedded configuration. It has flexibility in choosing a wide range of duty cycle operation from zero to one (whereas, the duty cycle was limited to 0.666 in case of semi‐Z‐source inverter [ZSI]). The modes of operation, design procedure, and feature comparisons of proposed inverters are discussed in this paper. Finally, the effectiveness of proposed inverters is validated through simulation and experimental results in terms of component count, voltage gain, and feature comparison.

A simplified implementation of NLSPWM control strategy for SqZS inverter via model‐driven processor programming method

“…For impedance‐source converters, small‐signal modeling and comprehensive analysis have been presented in Forouzesh et al 34 In Nozadian et al, 35 small‐signal analysis for some Z‐source network structures and the general signal flow graph is presented in a review paper. The state‐space averaging method will be used to model the power electronic converters 36–38 . Also, in Haimovich et al, 39 the large‐signal stability and averaged model for an ideal SqZSI has been presented.…”