Determination of Equilibrium Points for Steady State Conservative Models
DOI:
https://doi.org/10.2478/v10144-010-0015-1Keywords:
conservative model, electric power system, steady state, regular equilibrium point, non-regular equilibrium point, algebraic solutionAbstract
The development and a more sophisticated structure of electric power systems, the transition towards deregulation and competition between the participants of the electric energy market cause the necessity of a complex steady state analysis, the evaluation of the electric power system stability, with its parameters being changed. The paper addresses the steady state analysis based on algebraic methods. Regular (trivial) and non-regular (additional) equilibrium points for the electric power system conservative model are determined. Changing regular and non-regular equilibrium points in a heavily loaded electric power system is studied.References
Rudnitsky M. P., "Element of the theory of stability and management of modes of electrical power systems," Sverdlovsk: UPI, 1984.
Mishina A. P., Proskurykov I. V., "Hidger algebra: linear algebra, polynomial, general algebra," M.: Fizmatgiz, 1962.
Panikovskaya T. Y., Rudnitsky M. P., "Irregular positions of equilibrium of conservative models of electric power systems," Conference "The raise of a production efficiency and use of an energy in conditions of Siberia," Irkutsk, 1990.
Kiseleva I. P., Pavlova M. V., Panikovskaya T. Y., "Quality characteristics of conservative models of electric power systems," Messenger USTU, No. 2 (10), 2000. Yekaterinburg: Ural State Technical University, 2000.
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Copyright (c) 2010 Tatiana Panikovskaya (Author)
This work is licensed under a Creative Commons Attribution 4.0 International License.
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