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Image of A geometric algebra reformulation and interpretation of Steinmetz’s symbolic method and his power expression in alternating current electrical circuits
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A geometric algebra reformulation and interpretation of Steinmetz’s symbolic method and his power expression in alternating current electrical circuits

Alexander I. Petroianu - Nama Orang;

Abstract Developed more than a century ago, Steinmetz’s symbolic method is still puzzling us. It puzzles us because, in spite of its theoretical inconsistencies, it is heuristically efficient.
However, it remains the dominant method in design, analysis, and operation of electrical power networks. The paper shows that Steinmetz’s mathematical expression for electrical power is based on assumptions inconsistent with the algebra of complex numbers. The paper argues that, although the numbers are correct, the mathematical interpretation of these numbers is not. Steinmetz got empirical
right results for wrong conceptual reasons; the success of the symbolic method is based on the fact that, unwittingly, Steinmetz rediscovered Grassmann–Clifford geometric algebra. The paper challenges the dominant paradigm in power theory which represents voltage, current, active, reactive and
apparent power as complex numbers and/or vectors (phasors). The author proposes a new paradigm in which these entities are represented as an algebraic group; the group is composed of a scalar, two vectors and a bivector which are residing in a four-dimensional algebraic space and in a twodimensional
Euclidean geometric space. The paper claims that Steinmetz’s symbolic method is the oldest engineering
application of Clifford Algebra. The paper provides a strong motivation for a new didactic of power theory based on Geometric Algebra as Physics’ unifying language.

Keywords Power theory · Steinmetz’s symbolic method · Non-commutative power algebra · Geometric algebra.
Power systems · Alternating current electrical circuits


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Informasi Detail
Judul Seri
Electronic Engineering (2015) Volume 97:175–180
No. Panggil
-
Penerbit
: Springer-Verlag Berlin Heidelberg., 2015
Deskripsi Fisik
Electronic Engineering (2015) Volume 97:175–180
Bahasa
English
ISBN/ISSN
1432-0487
Klasifikasi
-
Tipe Isi
-
Tipe Media
-
Tipe Pembawa
-
Edisi
-
Subjek
TEKNIK ELEKTRO
Info Detail Spesifik
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ETY
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