VARIATION THEOREM FOR MASON MATRIX GRAPHS USED IN LINEAR ELECTRICAL CIRCUIT ANALYSIS.

M. Preda; F. Spinei; G. Ionescu

VARIATION THEOREM FOR MASON MATRIX GRAPHS USED IN LINEAR ELECTRICAL CIRCUIT ANALYSIS.

M. Preda
, F. Spinei
, G. Ionescu

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Résumé

A canonical form of the matrix signal flow graph is defined. For this canonical form, a variation theorem is stated and different efficient methods for the electrical network analysis are proposed. The extensions of the known analysis methods (parameter variation method - PVM, interconnection variation method - IVM) result in this way. The results are valid obviously for linear algebraic equation systems.

langue originale	Anglais
Pages (de - à)	159-169
Nombre de pages	11
journal	Rev Roum Sci Tech Ser Electrotech Energ
Volume	32
Numéro de publication	2
état	Publié - 1 avr. 1987
Modification externe	Oui

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title = "VARIATION THEOREM FOR MASON MATRIX GRAPHS USED IN LINEAR ELECTRICAL CIRCUIT ANALYSIS.",

abstract = "A canonical form of the matrix signal flow graph is defined. For this canonical form, a variation theorem is stated and different efficient methods for the electrical network analysis are proposed. The extensions of the known analysis methods (parameter variation method - PVM, interconnection variation method - IVM) result in this way. The results are valid obviously for linear algebraic equation systems.",

author = "M. Preda and F. Spinei and G. Ionescu",

year = "1987",

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AU - Ionescu, G.

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N2 - A canonical form of the matrix signal flow graph is defined. For this canonical form, a variation theorem is stated and different efficient methods for the electrical network analysis are proposed. The extensions of the known analysis methods (parameter variation method - PVM, interconnection variation method - IVM) result in this way. The results are valid obviously for linear algebraic equation systems.

AB - A canonical form of the matrix signal flow graph is defined. For this canonical form, a variation theorem is stated and different efficient methods for the electrical network analysis are proposed. The extensions of the known analysis methods (parameter variation method - PVM, interconnection variation method - IVM) result in this way. The results are valid obviously for linear algebraic equation systems.

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JO - Rev Roum Sci Tech Ser Electrotech Energ

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VARIATION THEOREM FOR MASON MATRIX GRAPHS USED IN LINEAR ELECTRICAL CIRCUIT ANALYSIS.

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