DESIGN OF CONTROL SIGNALS FOR THREE PHASE MATRIX CONVERTER ON THE BASIS OF DOUBLE FOURIER SERIES

I.Ye.  Korotyeyev; M.  Klytta

No. 4 (2014), Conversion of Electric Energy Parameters

No. 4 (2014)

Conversion of Electric Energy Parameters

DESIGN OF CONTROL SIGNALS FOR THREE PHASE MATRIX CONVERTER ON THE BASIS OF DOUBLE FOURIER SERIES

Published 2014-06-25

I.Ye. Korotyeyev ⁺⁻
M. Klytta ⁺⁻

I.Ye. Korotyeyev

University of Zielona Góra, Institute of Electrical Engineering Podgórna50, 65-246 Zielona Góra, Poland

M. Klytta

Mittelhessen University of Applied Sciences, Department of Electrotechnics and Information Technology Wiesenstrasse 14, 35-390 Giessen, Germany

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Keywords

matrix frequency converter
double Fourier series матричний перетвоювач частоти
подвійний ряд Фур’є

How to Cite

[1]

Korotyeyev , I. and Klytta , M. 2014. DESIGN OF CONTROL SIGNALS FOR THREE PHASE MATRIX CONVERTER ON THE BASIS OF DOUBLE FOURIER SERIES . Tekhnichna Elektrodynamika. 4 (Jun. 2014), 073.

Abstract

A derivation of control signals of three phase matrix converters is based on extension of the space with one to the space with two time variables. The control signals are presented in form of Fourier series with four coefficients. The procedure is based on equating appropriate coefficients corresponding harmonics of double Fourier series and on solving obtained equations. References 3, figures 1.

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References

Alesina A., Venturini M., Solid State Power Conversion: A Fourier Analysis Approach to Generalized Transformer Synthesis // IEEE Transactions on Circuits and Systems − 1981. −Vol. 28. − No. 4. − Pp. 319–330.

Korotyeyev I.Ye., Klytta M., Solution of equations defining transformation rules of three phase matrix frequency converters // Tekhnichna Elektrodynamika. Tematychnyi vypusk " Silova Elektronika ta Enerhoefektivnist". − 2011. − Part 1. − Pp. 154–156.

Korotyeyev I.Ye., Klytta M., Control of three phase matrix frequency converters on base of first harmonics method in space with two time variables // Tekhnichna Elektrodinamika. − 2012. − No 2. − Pp. 55–56.