Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratios

Abstract A previously unidentified duality between buck and boost configured dc‐ac modular multilevel converters (MMCs) is firstly revealed. Armed with this insight, a new dual‐active‐bridge (DAB)‐MMC is proposed for high‐voltage dc (HVDC)‐to‐medium‐voltage dc (MVDC) power conversion that utilizes c...

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Main Authors: Sunny Kung, Dalu Liu, Chatumal Perera, Moosa Moghimi Haji, John Salmon, Gregory Kish
Format: Article
Language:English
Published: Wiley 2021-06-01
Series:High Voltage
Subjects:
Online Access:https://doi.org/10.1049/hve2.12061
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author Sunny Kung
Dalu Liu
Chatumal Perera
Moosa Moghimi Haji
John Salmon
Gregory Kish
author_facet Sunny Kung
Dalu Liu
Chatumal Perera
Moosa Moghimi Haji
John Salmon
Gregory Kish
author_sort Sunny Kung
collection DOAJ
description Abstract A previously unidentified duality between buck and boost configured dc‐ac modular multilevel converters (MMCs) is firstly revealed. Armed with this insight, a new dual‐active‐bridge (DAB)‐MMC is proposed for high‐voltage dc (HVDC)‐to‐medium‐voltage dc (MVDC) power conversion that utilizes cascaded buck and boost dc–ac stages to obtain high dc step ratios. Single‐phase and three‐phase variants are presented. When compared with the conventional DAB‐MMC solution for the same dc step ratio, both the single‐phase and three‐phase topologies offer reduced MVDC side transformer winding current stresses, while the three‐phase topology also yields reduced MVDC side MMC submodule current stresses. The former is achieved by having the freedom to design the transformer with a lower turns ratio, and the latter is achieved due to the inherent paralleling of submodules on the MVDC side of the converter. Analysis of the three‐phase topology reveals its low‐voltage side transformer winding current stresses can be reduced by a factor of 3.27. A generalized mathematical model of the proposed buck–boost DAB‐MMC is derived and used to propose a dynamic controller for both the single‐phase and three‐phase topologies. Real‐time simulations obtained from a real‐time digital simulator system that incorporates an FPGA‐based controller for the valve firing controls validate the proposed buck–boost DAB‐MMC operation and dynamic controls.
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spelling doaj.art-58a636bdd30942afb47bc5682c42eb192022-12-22T04:14:21ZengWileyHigh Voltage2397-72642021-06-016349551310.1049/hve2.12061Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratiosSunny Kung0Dalu Liu1Chatumal Perera2Moosa Moghimi Haji3John Salmon4Gregory Kish5Department of Electrical and Computer Engineering University of Alberta Edmonton Alberta CanadaDepartment of Electrical and Computer Engineering University of Alberta Edmonton Alberta CanadaDepartment of Electrical and Computer Engineering University of Alberta Edmonton Alberta CanadaDepartment of Electrical and Computer Engineering University of Alberta Edmonton Alberta CanadaDepartment of Electrical and Computer Engineering University of Alberta Edmonton Alberta CanadaDepartment of Electrical and Computer Engineering University of Alberta Edmonton Alberta CanadaAbstract A previously unidentified duality between buck and boost configured dc‐ac modular multilevel converters (MMCs) is firstly revealed. Armed with this insight, a new dual‐active‐bridge (DAB)‐MMC is proposed for high‐voltage dc (HVDC)‐to‐medium‐voltage dc (MVDC) power conversion that utilizes cascaded buck and boost dc–ac stages to obtain high dc step ratios. Single‐phase and three‐phase variants are presented. When compared with the conventional DAB‐MMC solution for the same dc step ratio, both the single‐phase and three‐phase topologies offer reduced MVDC side transformer winding current stresses, while the three‐phase topology also yields reduced MVDC side MMC submodule current stresses. The former is achieved by having the freedom to design the transformer with a lower turns ratio, and the latter is achieved due to the inherent paralleling of submodules on the MVDC side of the converter. Analysis of the three‐phase topology reveals its low‐voltage side transformer winding current stresses can be reduced by a factor of 3.27. A generalized mathematical model of the proposed buck–boost DAB‐MMC is derived and used to propose a dynamic controller for both the single‐phase and three‐phase topologies. Real‐time simulations obtained from a real‐time digital simulator system that incorporates an FPGA‐based controller for the valve firing controls validate the proposed buck–boost DAB‐MMC operation and dynamic controls.https://doi.org/10.1049/hve2.12061DC‐AC power convertorsDC‐DC power convertorsfield programmable gate arraysHVDC power convertorsHVDC power transmissionmathematical analysis
spellingShingle Sunny Kung
Dalu Liu
Chatumal Perera
Moosa Moghimi Haji
John Salmon
Gregory Kish
Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratios
High Voltage
DC‐AC power convertors
DC‐DC power convertors
field programmable gate arrays
HVDC power convertors
HVDC power transmission
mathematical analysis
title Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratios
title_full Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratios
title_fullStr Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratios
title_full_unstemmed Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratios
title_short Exploiting buck–boost duality in dual active bridge modular multilevel converters to achieve high DC step ratios
title_sort exploiting buck boost duality in dual active bridge modular multilevel converters to achieve high dc step ratios
topic DC‐AC power convertors
DC‐DC power convertors
field programmable gate arrays
HVDC power convertors
HVDC power transmission
mathematical analysis
url https://doi.org/10.1049/hve2.12061
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AT chatumalperera exploitingbuckboostdualityindualactivebridgemodularmultilevelconverterstoachievehighdcstepratios
AT moosamoghimihaji exploitingbuckboostdualityindualactivebridgemodularmultilevelconverterstoachievehighdcstepratios
AT johnsalmon exploitingbuckboostdualityindualactivebridgemodularmultilevelconverterstoachievehighdcstepratios
AT gregorykish exploitingbuckboostdualityindualactivebridgemodularmultilevelconverterstoachievehighdcstepratios