Results 281 to 290 of about 568,771 (319)
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Dissymmetrical Electrical Conducting Networks
Transactions of the American Institute of Electrical Engineers, 1923IT is well known that a symmetrical T-connection of three simple impedances a o, o b, and o q, Fig. 1, in which the two arms a o, and b o are electrically equal, and with their common terminal o connected to the ground or return conductor g h through the impedance o q, can be completely replaced,∗ at any single assigned alternating-current frequency ...
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1977 IEEE Conference on Decision and Control including the 16th Symposium on Adaptive Processes and A Special Symposium on Fuzzy Set Theory and Applications, 1977
An overview of network problems in power systems is provided. Discussion is devoted to problems in the following areas: (a) steady-state analysis, (b) transient and dynamic stability analysis, (c) electrical transients, and (d) electromagnetic transients.
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An overview of network problems in power systems is provided. Discussion is devoted to problems in the following areas: (a) steady-state analysis, (b) transient and dynamic stability analysis, (c) electrical transients, and (d) electromagnetic transients.
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EU Electricity Network Codes: Good Governance in a Network of Networks
SSRN Electronic Journal, 2018This paper aims at contributing to the further development of the governance structure of the internal energy market by evaluating the process of the development of network codes, that is, the technical rules governing access to – and functioning of the cross border electricity grid, against principles of good governance.
Lavrijssen, Saskia, Kohlbacher, Thomas
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Proceedings of the IEEE, 1976
The investigation of infinite electrical networks having no restrictions on their graphs other than countability and connectedness is a recent occurrence. The first rigorous analysis of locally finite purely resistive networks was published in 1971 by Flanders, and the subject has developed apace since then.
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The investigation of infinite electrical networks having no restrictions on their graphs other than countability and connectedness is a recent occurrence. The first rigorous analysis of locally finite purely resistive networks was published in 1971 by Flanders, and the subject has developed apace since then.
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Geometrical Circuits of Electrical Networks
Transactions of the American Institute of Electrical Engineers, 1932If all the electrical properties are abstracted from a given electrical network, there remains a geometrical circuit, completely characterized by the sets of branches terminating at the various vertexes. In this paper, enumerations of geometrical circuits are given, classified according to two different parameters, the nullity (number of branches minus
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1991
This book presents the salient features of the general theory of infinite electrical networks in a coherent exposition. Using the basic tools of functional analysis and graph theory, the author examines the fundamental developments in the field and discusses applications to other areas of mathematics.
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This book presents the salient features of the general theory of infinite electrical networks in a coherent exposition. Using the basic tools of functional analysis and graph theory, the author examines the fundamental developments in the field and discusses applications to other areas of mathematics.
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Market Networks: An Electrical Analog
IEEE Transactions on Circuits and Systems, 1977An analogy can be drawn between electrical networks and certain systems of spatially separated markets for a given commodity. This allows the application of electrical network theory to the dynamic analysis of those marketing systems. Linear equivalent circuits model the behavior of the producers, consumers, and shippers.
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Graph Theory and Electric Networks
IRE Transactions on Circuit Theory, 1959In this discussion, we mention the following topics concerning electric networks in graph theoretic terms: Kirch. hoff's Laws, mesh and node equations, and matrix tree theorem; flow problems and Menger's theorem; boolean functions and enumeration and synthesis problems; information theory and Markov chains; cut sets and incidence matrices; the "crummy ...
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