Determination Of Admittance And Impedance Bus Matrices Using Linear Algebra And Matlab In Electric Power Systems
Author(s) -
Bruno Osorno
Publication year - 2020
Language(s) - English
Resource type - Conference proceedings
DOI - 10.18260/1-2--12277
Subject(s) - linear algebra , admittance , admittance parameters , matlab , impedance parameters , electric power system , computer science , matrix (chemical analysis) , linear system , matrix analysis , electrical impedance , power (physics) , electrical engineering , mathematics , engineering , mathematical analysis , voltage , physics , eigenvalues and eigenvectors , geometry , materials science , quantum mechanics , composite material , operating system
In electrical engineering, specifically in Electric Power Systems linear algebra is used widely throughout the curriculum. More specifically in electric power systems, short circuit analysis requires the determination of impedance bus matrices Zbus. Admittance bus matrices, Ybus, are used in load flow analysis amongst other applications. The classic manipulation of these matrices has been done using high-level programs such as FORTAN and C. With the introduction of mathematical packages such as MATLAB and MATHCAD we have reduced the time being consumed in the solution of such matrices and focus more in the techniques and analysis of the results. This paper will attempt to demonstrate the usage of MATLAB in the solution of linear algebra problems in the analysis of electric power systems specifically in the use of the “building algorithm” and Kron’s reduction. Kron’s 1 reduction (Node Elimination)
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