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Optimal Capacitor Placement In A Radial Distribution System Using Plant Growth Simulation Algorithm

Authors: R. Srinivasa Rao; S. V. L. Narasimham;

Optimal Capacitor Placement In A Radial Distribution System Using Plant Growth Simulation Algorithm

Abstract

{"references": ["Y. H. Song, G. S. Wang, A. T. Johns and P.Y. Wang, \"Distribution\nnetwork reconfiguration for loss reduction using Fuzzy controlled\nevolutionary programming,\" IEEE Trans. Gener., trans., Distri., Vol.\n144, No.4, July 1997.", "J. V. Schmill, \"Optimum Size and Location of Shunt Capacitors on\nDistribution Feeders,\" IEEE Transactions on Power Apparatus and\nSystems, vol. 84, pp. 825-832, September 1965.", "H. Dura \"Optimum Number Size of Shunt Capacitors in Radial\nDistribution Feeders: A Dynamic Programming Approach\", IEEE Trans.\nPower Apparatus and Systems, Vol. 87, pp. 1769-1774, Sep 1968.", "J. J. Grainger and S. H. Lee, \"Optimum Size and Location of Shunt\nCapacitors for Reduction of Losses on Distribution Feeders,\" IEEE\nTrans. on Power Apparatus and Systems, Vol. 100, No. 3, pp. 1105-\n1118, March 1981.", "J.J. Grainger and S. Civanlar, \"Volt/var control on Distribution systems\nwith lateral branches using shunt capacitors as Voltage regulators-part I,\nII and III,\" IEEE Trans. Power Apparatus and systems, vol. 104, No. 11,\npp. 3278-3297, Nov. 1985.", "M. E Baran and F. F. Wu, \"Optimal Sizing of Capacitors Placed on a\nRadial Distribution System\", IEEE Trans. Power Delivery, vol. No.1,\npp. 1105-1117, Jan. 1989.", "M. E. Baran and F. F. Wu, \"Optimal Capacitor Placement on radial\ndistribution system,\" IEEE Trans. Power Delivery, vol. 4, No.1, pp. 725-\n734, Jan. 1989.", "Sundharajan and A. Pahwa, \"Optimal selection of capacitors for radial\ndistribution systems using genetic algorithm,\" IEEE Trans. Power\nSystems, vol. 9, No.3, pp.1499-1507, Aug. 1994.", "H. N. Ng, M. M. A. Salama and A. Y. Chikhani , \"Capacitor Allocation\nby Approximate Reasoning: Fuzzy Capacitor Placement,\" IEEE Trans.\nPower Delivery, vol. 15, no.1, pp. 393-398, Jan. 2000.\n[10] H.C.Chin, \"Optimal Shunt Capacitor Allocation by Fuzzy Dynamic\nProgramming,\" Electric Power Systems Research, pp.133-139, Nov.\n1995.\n[11] N. I. Santoso, O. T. Tan, \"Neural- Net Based Real- Time Control of\nCapacitors Installed on Distribution Systems,\" IEEE Trans. Power\nDelivery, vol. PAS-5, No.1, pp. 266-272, Jan. 1990.\n[12] M. Kaplan, \"Optimization of Number, Location, Size, Control Type and\nControl Setting Shunt Capacitors on Radial Distribution Feeder\", IEEE\nTrans. on Power Apparatus and System, Vol.103, No.9, pp. 2659-63,\nSep 84.\n[13] Chun Wang and Hao Zhong Cheng, \"Reactive power optimization by\nplant growth simulation algorithm,\" IEEE Trans. on Power Systems,\nVol.23, No.1, pp. 119-126, Feb. 2008.\n[14] Ji-Pyng Chiou , Chung-Fu Chang and Ching-Tzong Su, \"Capacitor\nplacement in large scale distribution system using variable scaling\nhybrid differential evolution,\" Electric Power and Energy Systems, vol.\n28, pp.739-745, 2006.\n[15] Chun Wang, H. Z. Chengand L. Z Yao, \"Optimization of network\nreconfiguration in large distribution systems using plant growth\nsimulation algorithm,\" DRPT 2008 Conference, Nanjing, China, pp.\n771-774, 6-9, April 2008.\n[16] Baghzouz. Y and Ertem S, \"Shunt capacitor sizing for radial distribution\nfeeders with distorted substation voltages,\" IEEE Trans Power Delivery,\nVol. 5, pp.650-57, 1990.\n[17] J. B. Bunch, R. D. Miller, and J. E. Wheeler, \"Distribution system\nintegrated voltage and reactive power control,\" IEEE Trans. Power\nApparatus and Systems, vol. 101, no. 2, pp. 284-289, Feb. 1982.\n[18] S. F. Mekhamer et al, \"New heuristic strategies for reactive power\ncompensation of radial distribution feeders,\" IEEE Trans Power\nDelivery, Vol. 17, No. 4, pp.1128-1135, October 2002.\n[19] Su C. T and Tsai C. C, \"A new fuzzy reasoning approach to optimum\ncapacitor allocation for primary distribution systems,\" Proc IEEE on\nIndustrial Technology Conf, 1996; pp. 237-41.\n[20] D. Das, \"Reactive power compensation for radial distribution networks\nusing genetic algorithms,\" Electric Power and Energy Systems, vol. 24,\npp.573-581, 2002.\n[21] Prakash K. and Sydulu M, \"Particle swarm optimization based capacitor\nplacement on radial distribution systems,\" IEEE Power Engineering\nSociety general meeting 2007. pp. 1-5.\n[22] M.Chis, M. M. A. Salama and S. Jayaram, \"Capacitor Placement in\ndistribution system using heuristic search strategies,\" IEE Proc-Gener,\nTransm, Distrib, vol, 144, No.3, pp. 225-230, May 1997.\n[23] Das et al, \"Simple and efficient method for load flow solution of radial\ndistribution network,\" Electric Power and Energy Systems, vol. 17,\nNo.5, pp.335-346, 1995.\n[24] H. D. Chiang, J. C.Wang, O. Cockings, and H. D. Shin, \"Optimal\ncapacitor placements in distribution systems: Part1 & Part II\", IEEE\nTrans. Power Delivery, vol. 5, pp. 634-649, Apr. 1990.\n[25] M. Jaeger and P. H. De Reffye, \"Basic concepts of computer simulation\nof plant growth,\" Journal of Bioscience (India), Vol. 17, No. 3, pp. 275-\n291, September 1992."]}

This paper presents a new and efficient approach for capacitor placement in radial distribution systems that determine the optimal locations and size of capacitor with an objective of improving the voltage profile and reduction of power loss. The solution methodology has two parts: in part one the loss sensitivity factors are used to select the candidate locations for the capacitor placement and in part two a new algorithm that employs Plant growth Simulation Algorithm (PGSA) is used to estimate the optimal size of capacitors at the optimal buses determined in part one. The main advantage of the proposed method is that it does not require any external control parameters. The other advantage is that it handles the objective function and the constraints separately, avoiding the trouble to determine the barrier factors. The proposed method is applied to 9, 34, and 85-bus radial distribution systems. The solutions obtained by the proposed method are compared with other methods. The proposed method has outperformed the other methods in terms of the quality of solution.

Keywords

Capacitor placement, loss reduction, PGSA., Loss sensitivity factors, Distribution systems

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