227-0526-00L | ||
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Professor(en): G. Hug |
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Vorlesung: |
Link zum Kurskatalog Fall 2017 |
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Ziele: The goal of this course is understanding the stationary and dynamic problems in electrical power systems. The course includes the development of stationary models of the electrical network, their mathematical representation and special characteristics and solution methods of large linear and non-linear systems of equations related to electrical power networks. |
Vorlesungslevel: D-ITET Master, Systems and Control specialization Supplementary Core Courses | |
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Voraussetzungen: | ||
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Inhalt: The electrical power transmission system, the energy management system, requirements of the electrical power transmission (demand oriented, operationally, economically), network planning and network operation, models of N-port network components (line, cables, shunts, transformers), the p.u. computation, computer oriented network models, linear networks (solution methods - direct, iterative), algorithms for the solution of non-linear sets of equations, derived from the electrical power system (Newton-Raphson), power flow computation (problem definition, solution methods), three phase short-circuit computation, application of power flow algorithms. Introduction to power system stability. http://www.vvz.ethz.ch/Vorlesungsverzeichnis/dozentPre.do?dozide=10004549&ansicht=1&semkez=2010W&lang=en2&semkez=2009W&lang=de |
Dokumentation: Lecture notes. Course is supported by WWW-teaching system. | |
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