2003
DOI: 10.1080/09398368.2003.11463521
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Design of Pulse Patterns for Matrix Converters

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Cited by 3 publications
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“…The two other input potential assignments (s' and t') and the two other output potential assignments (v' and w') are initially arbitrary. The allocation choice of these input and output potentials generates a permutation of the two last rows (for s' and t' assignment) and two last columns (for v' and w' assignment) in the conversion matrix [M Virtual ] defined in (6). A choice has been done to be able to determine the conversion matrix [M].…”
Section: B Matrix-based Typementioning
confidence: 99%
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“…The two other input potential assignments (s' and t') and the two other output potential assignments (v' and w') are initially arbitrary. The allocation choice of these input and output potentials generates a permutation of the two last rows (for s' and t' assignment) and two last columns (for v' and w' assignment) in the conversion matrix [M Virtual ] defined in (6). A choice has been done to be able to determine the conversion matrix [M].…”
Section: B Matrix-based Typementioning
confidence: 99%
“…-The output selector connects to u' the output which has the largest voltage reference with the same sign as r' input, -This modulation method needs to compute, at any moment, the same four duty cycles (m s'v' , m s'w' , m t'v' and m t'w' ), using equation (4) as shown in (6). The two other input potential assignments (s' and t') and the two other output potential assignments (v' and w') are initially arbitrary.…”
Section: B Matrix-based Typementioning
confidence: 99%
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