DocumentCode :
167809
Title :
Contributions concerning the clock hour figure mathematical model graphical defining through the trivalent variable of Lagrange matrix
Author :
Poienar, Mihaela ; Tanta, Ovidiu Magdin ; Romanescu, Adrian Neculai ; Cernomazu, Dorel
Author_Institution :
Univ. “rtefan cel Mare” of Suceava, Suceava, Romania
fYear :
2014
fDate :
16-18 Oct. 2014
Firstpage :
337
Lastpage :
340
Abstract :
The mathematical model of a three-phase transformer clock hour figure can be expressed in the simplest form by a 3×3 square matrix called matrix code and authors, wishing to emphasize its origin, propose the association with the term: CEUS matrix. The initial mathematical model can be expressed by a code equation or, in graphical form, through a code graph. Interrelated with the mathematical model graphical form, expressed through the defining matrices: M100, M10, M1 or through the transfer matrix T. In relation to those in the authors propose a more general definition, obtained through the Lagrange matrix L, with a more extended utilization compared with M100, M10, M1 and T matrices. The end of the paper presents the conclusions related to a new variant of clock hour figure definition.
Keywords :
clocks; graph theory; transfer function matrices; transformers; Lagrange matrix; clock hour figure; code equation; code graph; graphical form; mathematical model; matrix code; three-phase transformer; transfer matrix; trivalent variable; Algebra; Clocks; Equations; Indexes; Mathematical model; Phase transformers; Lagrange matrix; code equation; code graph; transfer matrix; trivalent variable;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Electrical and Power Engineering (EPE), 2014 International Conference and Exposition on
Conference_Location :
Iasi
Type :
conf
DOI :
10.1109/ICEPE.2014.6969924
Filename :
6969924
Link To Document :
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