2005Unpublished venueRequires access

New one-step commutation strategies in matrix converters

M. Ziegler, Wilfried Hofmann

Open publisher page 35 citations

Abstract

Due to the nonexistence of natural free-wheeling paths the commutation in matrix converters is more complicated than in voltage source converters. For bidirectional switches where the current flow is controllable separately for both directions this paper proposes new commutation strategies. Based on the measurement of the current direction and the signs of the line to line input voltages commutation in one step is enabled. Compared to multistepped proposals this strategy presents a much smaller deadtime near the switching time.

About this research paper

What this paper is about

Due to the nonexistence of natural free-wheeling paths the commutation in matrix converters is more complicated than in voltage source converters. For bidirectional switches where the current flow is controllable separately for both directions this paper proposes new commutation strategies. Based on the measurement of the current direction and the signs of the line to line input voltages commutation in one step is enabled. Compared to multistepped proposals this strategy presents a much smaller deadtime near the switching time.

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OpenAlex reports 35 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Due to the nonexistence of natural free-wheeling paths the commutation in matrix converters is more complicated than in voltage source converters. For bidirectional switches where the current flow is controllable separately for both directions this paper proposes new commutation strategies. Based on the measurement of the current direction and the signs of the line to line input voltages commutation in one step is enabled. Compared to multistepped proposals this strategy presents a much smaller deadtime near the switching time.

Key concepts: Commutation, Commutation cell, Converters, Wheeling, Voltage, Line (geometry), Control theory (sociology), Computer science

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