Publication detail

Notes on the losses compensation of a three-phase power system with DC offset based on geometric algebras*

BRDEČKOVÁ, J. HRDINA, J.

English title

Notes on the losses compensation of a three-phase power system with DC offset based on geometric algebras*

Type

journal article in Web of Science

Language

en

Original abstract

In a three-phase symmetric power system, we propose a transformation that converts the original current to a current with minimal losses while preserving the standard constraints. The selected transformation is realized in suitable geometric algebra and is not time-dependent. The proposed transformation uses the group symmetry of conformal geometric algebra, mainly rotations and tations.

English abstract

In a three-phase symmetric power system, we propose a transformation that converts the original current to a current with minimal losses while preserving the standard constraints. The selected transformation is realized in suitable geometric algebra and is not time-dependent. The proposed transformation uses the group symmetry of conformal geometric algebra, mainly rotations and tations.

Keywords in English

geometric algebra; PGA; CGA; three-phase systems.

Released

22.03.2025

Publisher

VILNIUS UNIV PRESS

Location

VILNIUS

ISSN

1392-5113

Volume

30

Number

2

Pages from–to

252–269

Pages count

18

BIBTEX


@article{BUT197502,
  author="Johanka {Brdečková} and Jaroslav {Hrdina},
  title="Notes on the losses compensation of a three-phase power system with DC offset based on geometric algebras*",
  year="2025",
  volume="30",
  number="2",
  month="March",
  pages="252--269",
  publisher="VILNIUS UNIV PRESS",
  address="VILNIUS",
  issn="1392-5113"
}