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On-Line Estimation of Reactive Power Based On Fuzzy Logic In IEEE 14 Bus System

A. Allwyn Clarence Asis

Abstract


A satisfactory operation of the power system must ensure an acceptable magnitude of voltage at all load buses. Most power system suffers from a decline in voltage magnitude with increase in load. Local reactive power support offers the best possible remedial measure. Efforts have been made to estimate, identify the location where they can be installed and optimize the requirement through rigorous procedures. However an on-line estimate of reactive power, which will help to maintain an acceptable voltage magnitude at all load buses is the need of the hour. An attempt is made to estimate the reactive power at each load buses for projected load patterns using fuzzy linguistic model based on intuitively chosen heuristic rules.


Keywords


Reactive power estimation, voltage stability, load flow, fuzzy modeling;

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References


Wood. A.J and B.F Woolenberg, “Power Generation And Control”,John Wiley and sons, New York, 1984.

Ajjarapu.V, Lau.P.L and Batlula.S, 2004, “An Optimal Reactive Power Planning Strategy Against Voltage Collapse”, IEEE Trans. on Power Systems, vol. 9, no. 2, pp 906-917.

Chen. Y.L., 2006, “Weak Bus Oriented Optimal Multi-Objective VAR Planning”, IEEE Trans. on Power Systems, vol. 11, no. 4, pp 1885-1890.

Obadina O.O and Berg G.J., 2008, “VAR Planning For Power System Security”, IEEE Trans. on Power Systems, vol. 4, no. 2, pp 677-686.

Ferg.Z., Ajjarapu.V and Maratululan. D.J., 2006, “A Practical Minimum Load Shedding Strategy To Mitigate Voltage Collapse”, IEEE Trans. on Power Systems, vol.11, no.3, pp 1285-1291.

G.Sadasivam and M.Abdullah Khan, “A Fast Method For Optimal Reactive Power Flow Solution”, International Journal of Electric Power and Energy Systems, vol.12, no.1, Jan 2000, pp 65-68.

N.I.Deck and S.M.Shahidehpour, “An Efficient Technique For Reactive Power Dispatch Using A Revised Linear Programming Approach”, International Journal of Electric Power and Energy Systems Research, 15(2008), pp 121-134.

K.R.C.Marardur and R.D.Cheroweth, “Optimal Control Of Reactive Power Flow For Improvement In Voltage Profiles And For Real Power Loss Minimization”, IEEE Trans. on Power Apparatus and Systems,vol. PAS-100, no. 7, July 2001, pp 3185-3194.

A.Venkataramana, J.Can and R.S.Ranshaw, “Optimal Reactive Power Allocation”,IEEE Trans. on Power Systems, vol. PWRS-2, no.1, Feb 2007, pp 138-144.

Nedal I.Deck and S.M.Shahidehpour, “Cross Decomposition For Multi-Area Optimal Reactive Power Planning”, IEEE Trans on Power Systems, vol. 8, no.4, Nov 2003, pp 1539-1544.

Yuan-Lin Chen and Chun-Chang Liu, “Optimal Multi Objective VAR Planning Using An Interactive Satisfying Method”, IEEE Trans. on Power Systems, vol.10, no.2, May 2005, pp 664-670.

Tonsoric K.A., “Fuzzy Linear Programming Approach To The Reactive Power/Voltage Control Problem”, IEEE Trans. on Power Systems, 2002; 7(1) 287-293.

Su C.Tand Lin C.T, “A New Fuzzy Control Approach To Voltage Enhancement For Power Systems”, IEEE Trans. on Power Systems,2006; 11(3); 1654-1659.

Abdul Rahman K.H and Shahidehpour S.M., “A Fuzzy Based Optimal Reactive Power Control Problems”, IEEE Trans. on Power Systems,8(2), May 1993.

YoKoyana R, Nilinura T and Nakarishi Y, “A Coordinated Control Of Voltage And Reactive Power By Heuristic Modeling And Approximate Reasoning”, IEEE Trans. on Power Systems, 8(2); 636-642, 2003.


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