Power System Stabilization a Simple Controller with Ensuring the Desireq Quality Transients

A.M. Abdurahmanov, E.N. Tregubov, V.N. Ryabchenko

Abstract


We consider the possible approach to solving practically important but difficult tasks formalized normal (disaster) mode power system controllers of a given structure with constraints on the quality of the transition process. The focus is on ease of synthesis procedure regulator lower order, while for the numerical solution uses standard computing resources program Matlab. A distinctive feature of the proposed technique is to give the engineer a whole set of admissible controls and the ability to deal with uncertainty in the object model. Further development of this approach involves the development of a robust variant of the method to generate robust stabilizing controllers in the presence of interval uncertainty in the coefficients of the object, as well as the study of the sensitivity of the synthesized regulator in relation to possible uncertainties, including inaccuracies in the numerical implementation of its coefficients.


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References


Venikov V.A. Perekhodnye elektromekhanicheskie protsessy v elektricheskikh sistemakh [Transitional electromechanical processes in electrical systems], Moscow, Vysshaya shkola, 1985. (in Russ.)

Anderson P., Faud A. Upravleniye energosistemami i ustoychivost [Control energy systems and sustainability], Moscow, Energiya, 1980. (in Russ.)

Kundur P. Power system stability and control, McGraw-Hill, NY, 1994.

Polyak B.T., Shcherbakov P.S. Robastnaya ustoychivost i upravleniye [Robust stability and control], Moscow, Nauka, 2002. (in Russ.)

Polyak B.T., Shcherbakov P.S. Difficult problems of linear control theory. Some approaches to solving [Trudnyye zadachi lineynoy teorii upravleniya. Nekotoryye podkhody k resheniyu], Avtomatika i telemekhanika [Automation and Remote Control], 2005, no. 5, pp. 7-46. (in Russ.). DOI: 10.1007/s10513-005-0115-0

Pervozvanskiy A.A. Kurs teorii avtomaticheskogo upravleniya [The course of control theory], Moscow, Nauka, 1986. (in Russ.)

Demello F.P., Concordia F.P. Concept of synchronous machine stability as affected by excitation control, IEEE Trans. Power Apparatus Systems, 1969, vol. PAS-88, pp. 316-325. DOI: 10.1109/TPAS.1969.292452

Lefevre S. Tuning of stabilizers in multimachine power systems, IEEE Trans. Power Apparatus Systems, 1983, vol. PAS-102, pp. 290-299. DOI: 10.1109/TPAS.1983.317766

Heffron W.G., Fillips R.A. Effect of modern amplidyne voltage regulators on underexcited operation of large turbine generators, AIEE Trans, 1952, vol. PAS-71, pp. 692-697. DOI: 10.1109/AIEEPAS.1952.4498530

Metodicheskiye ukazaniya po obyemu tekhnologicheskikh izmereniy, signalizatsii, avtomaticheskogo regulirovaniya na teplovykh elektrostantsiyakh [Guidelines for measuring the volume of processing, signaling, automatic control in thermal power plants.], RD 34.35.101-88. (in Russ.)

Parmar G., Mukherjee S., Prasad R. Reduced order modelling of linear MIMO systems using genetic algorithm, Int. J. Simul. Model, 2007, no. 6, pp. 173-184.

Papadopoulos D.P. Order reduction of linear system models with a time-frequency domain method, J. Franklin Inst, 1986, vol. 322, no. 4, pp. 209-220. DOI: 10.1016/0016-0032(86)90057-8

Kiselev O.N., Polyak B.T. Synthesis of regulators higher order criterion and the criterion of maximum robustness [Sintez regulyatorov nizkogo poryadka po kriteriyu i kriteriyu maksimalnoy robastnosti], Avtomatika i telemekhanika [Automation and Remote Control], 1999, no. 3, pp. 119-130. (in Russ.)

Neymark Yu.I. Ustoychivost linearizovannykh system [Stability of linearized systems], Leningrad, LKVVIA, 1949. (in Russ.)

Gryazina Ye.N., Polyak B.T., Tremba A.A. Modern state decomposition method (Review) [Sovremennoye sostoyaniye metoda-razbiyeniya (obzor)], Avtomatika i telemekhanika [Automation and Remote Control], 2008. (in Russ.)

Gluskin I.Z., Dmitriyeva G.A., Misrikhanov M.Sh. a.e. Sverkhprovodnikovyye tokoogranichi-vayushchiye ustroystva i induktivnyye nakopiteli energii dlya elektroenergeticheskikh sistem [Superconducting current limiting device and inductive energy storage for electric power systems], Moscow, Energoatomizdat, 2002. (in Russ.)

Petrov N.P., Polyak B.T. Robastnoye razbiyeniye [Robust partition], Avtomatika i telemekhanika [Automation and Remote Control], 1991, no. 11, pp. 41-53. (in Russ.)

Barmish B.R. New tools for robustness of linear systems, New York, MacMillan, 1995.

Barmish B.R., Hollot C.V., Kraus F., Tempo R. Extreme point results for robust stabilization of interval plants with first order compensators, IEEE Trans. Automat. Control, 1992, vol. 37, pp. 707-714. DOI: 10.1109/9.256326

Smith R.L. Efficient Monte Carlo procedures for generating points uniformly distributed over bounded regions, Operations Research, 1984, vol. 32, pp. 1296-1308. DOI: 10.1287/opre.32.6.1296




DOI: http://dx.doi.org/10.24892/RIJEE/20150402

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