{"title":"Power Flow and Modal Analysis of a Power System Including Unified Power Flow Controller","authors":"Djilani Kobibi Youcef Islam, Hadjeri Samir, Djehaf Mohamed Abdeldjalil","volume":110,"journal":"International Journal of Electrical and Computer Engineering","pagesStart":189,"pagesEnd":196,"ISSN":"1307-6892","URL":"https:\/\/publications.waset.org\/pdf\/10003493","abstract":"The Flexible AC Transmission System (FACTS)
\r\ntechnology is a new advanced solution that increases the reliability
\r\nand provides more flexibility, controllability, and stability of a power
\r\nsystem. The Unified Power Flow Controller (UPFC), as the most
\r\nversatile FACTS device for regulating power flow, is able to control
\r\nrespectively transmission line real power, reactive power, and node
\r\nvoltage. The main purpose of this paper is to analyze the effect of the
\r\nUPFC on the load flow, the power losses, and the voltage stability
\r\nusing NEPLAN software modules, Newton-Raphson load flow is
\r\nused for the power flow analysis and the modal analysis is used for
\r\nthe study of the voltage stability. The simulation was carried out on
\r\nthe IEEE 14-bus test system.","references":"[1] N. Ramesh, P. Rajalakshmi, \u201cVoltage Stability Assessment of Large\r\nPower Systems and Identification of Weakest Buses\u201d, Electronic copy\r\navailable at: http:\/\/ssrn.com\/abstract=2248440, accessed June 2015.\r\n[2] S. Shirisha, P. Prasanna, N. Siva,\u201d Evaluation of Modal Analysis for\r\nVoltage Stability using Artificial Immune Systems\u201d, International\r\nJournal of Computer Applications, vol.46, no.9, pp. 6-10, 2012.\r\n[3] B. Dorin, \u201cSteady-State Analysis of Voltage Stability by Reactive\r\nParticipation Factor\u201d, Proc. Int. Conf. Interdisciplinarity in Engineering\r\nInternational 6th edition, \u201cPetru Maior\u201d University of T\u00eergu Mures,\r\nRomania, pp. 260-265, 2012.\r\n[4] K. Djilani, S. Hadjeri, M. Djehaf, \u201cStudy of UPFC Optimal Location\r\nConsidering Loss Reduction and Improvement of Voltage Stability and\r\nPower Flow\u201d, Leonardo Journal of Sciences, vol.24, no.1, pp.85-100,\r\n2014.\r\n[5] H. Khazali, M. Kalantar, \u201cOptimal reactive power dispatch based on\r\nharmony search algorithm\u201d, International Journal of Electrical Power &\r\nEnergy Systems, vol33, no.3, pp.684\u2013692, 2011.\r\n[6] H. Raoufi, M. Kalantar, \"Reactive power rescheduling with generator\r\nranking for voltage stability improvement\u201d, Energy Conversion and\r\nManagement, vol50, no.4, pp.1129\u20131135, 2009.\r\n[7] J. Rahul, P. Rajendra, S. Kunal, L. Jaswantsing, and B. Shailesh,\r\n\u201cFlexible AC Transmission Systems\u201d, International Journal of Computer\r\nApplications, vol. 1, no.15, pp.54-57, 2010.\r\n[8] B. Kumar, M. Kumar, N. Srikanth, Y. Sekhar, \u201cOptimization of UPFC\r\nLocation and Capacity to Improve the Stability using ABC and GSA\r\nAlgorithm\u201d, Proc. Int. Conf Power and Energy (PECI), Champaign, IL,\r\npp. 1-7, 2015.\r\n[9] N. Hingorani, L. Gyugyi, \u201cUnderstanding FACTS: Concepts and\r\nTechnology of Flexible AC Transmission Systems\u201d. New York, NY,\r\nUSA: IEEE Press, 2000.\r\n[10] K. Manas, R. Subhransu, \u201cData-Mining-Based Intelligent Differential\r\nRelaying for Transmission Lines Including UPFC and Wind Farms\u201d,\r\nIEEE Transactions on Neural Networks and Learning Systems, early\r\naccess from IEEExplore at: http:\/\/ieeexplore.ieee.org\/xpl\/\r\narticleDetails.jsp?arnumber=7064892&filter%3DAND(p_IS_Number%\r\n3A7064874) , accessed June 2015.\r\n[11] K. Manoz, \u201cImproving the Dynamic and Transient Stability of the\r\nNetwork by the Unified Power Flow Controller (UPFC)\u201d, International\r\nJournal of Scientific and Research Publications, vol. 2, no.5, pp.1-6,\r\n2012.\r\n[12] K. Djilani, S. Hadjeri, M. Djehaf, \u201cIndependent Power Flow Control and\r\nDynamic Performance Enhancement by the UPFC\u201d, Proc. Int. Conf. on\r\nElectrical and Information Technologies ICEIT'15, Marrakech,\r\nMorocco, 2015.\r\n[13] M. Noroozian, L. Angquist, M. Ghandhari, G. Anderson, \u201cUse of UPFC\r\nfor optimal power flow control\u201d, IEEE Trans. Power Deliv. vol.12, no.\r\n4, pp.1629\u20131634, 1997.\r\n[14] S. Kamel, F. Jurado, J. Pe\u00e7as, \u201cComparison of various UPFC models for\r\npower flow control\u201d, Electric Power Systems Research, vol.121, pp.1-9,\r\n2014.\r\n[15] Ch. Chengaiah, G. Marutheswar and R. Satyanarayana, \u201cControl Setting\r\nof Unified Power Flow Controller through Load Flow Calculation\u201d,\r\nARPN Journal of Engineering and Applied Sciences, vol. 3, no. 6, pp. 6-\r\n10, 2008.\r\n[16] B. Gao, G. Morison and P. Kundur, \u201cVoltage Stability Evaluation Using\r\nModal Analysis\u201d, IEEE Trans. On Power Systems, vol. 7, no. 4,\r\npp.1423-1543, 1992.\r\n[17] F. Enemuoh, J. Onuegbu and E. Anazia, \u201cModal Based Analysis and\r\nEvaluation of Voltage Stability of Bulk Power System\u201d, vol. 6, no. 12,\r\npp. 71-79, 2013.\r\n[18] G. Verghes, I. Perez-Arriaga and F. Schwwppe, \u201cSelective modal\r\nAnalysis with Application to Electric Power Systems\u201d, Part 11 IEEE\r\ntrans, on Power App. and system, vol. 101, no. 9, pp. 3117-3134, 1982. [19] V. Ajjarapu, B. Lee, Bibliograph on voltage Stability, IEEE Trans. on\r\nPower Systems, vol. 13, pp.115- 125, 1998.\r\n[20] F. Alvarado, I. Dobson, S. Greene, \u201cContingency Ranking for Voltage\r\nCollapse via sensitivities from a single nose curve\u201d, IEEE Transactions\r\non Power Systems, vol.14, no. 1, pp.232-240, 1999.\r\n[21] V. Balamourougan, S. Sachdev, S. Sidhu, \u201cTechnique for online\r\nprediction of voltage collapse\u201d, IEEE Proceedings Generation\r\nTransmission and Distribution, vol. 151, no.4, pp.453-460, 2004.\r\n[22] C. Sharma, G. Marcus, Determination of Power System Voltage\r\nStability Using Modal Analysis, Proc. Int. Conf. on Power Engineering,\r\nEnergy and Electrical Drives, Setubal, Portugal, pp. 381 \u2013 387, 2007.","publisher":"World Academy of Science, Engineering and Technology","index":"Open Science Index 110, 2016"}