Abstract
This paper presents exploration of a new bio-inspired meta-heuristic technique Grey Wolf Optimization (GWO) for designing of robust and optimal Power System Stabilizer (PSS) parameters of three-machine, nine-bus Western Systems Coordinating Council Power System (WSCCPS), and the performance is noticed by comparing with Harmony Search Optimization (HSO), Particle Swarm Optimization (PSO) and Genetic Algorithm (GA) techniques based PSSs. For simultaneous control of real part of eigenvalue and damping ratio, a multi-objective function based on eigenvalue is used to die out unstable and/or lightly damped low frequency oscillations by moving them to a specific D-shape stable zone in the s-plane. The PSSs designed using HSO, PSO, GA and GWO are named as HSOPSS, PSOPSS, GAPSS and GWOPSS, respectively. The performance of designed GWOPSSs is realized by non-linear simulations, eigenvalues analysis and performance indices for different severe disturbances under various operating cases and compared with other designed PSSs. The robustness of designed GWOPSS is evaluated by testing them on unnoticed operating cases, and performance is compared with that of obtained by HSO, PSO and GA techniques. It is appeared that the GWOPSS illustrates the superior performance than other designed PSSs.
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References
Kundur P (1994) Power system stability and control. In: Balu NJ, Lauby MG 4.2
Kundur P et al (2004) Definition and classification of power system stability IEEE/CIGRE joint task force on stability terms and definitions. IEEE Trans Power Syst 19.3:1387–1401
Demello FP, Concordia C (1969) Concepts of synchronous machine stability as affected by excitation control. IEEE Trans Power Appar Syst 88(4):316–329
Bollinger K et al (1975) Power stabilizer design using root locus methods. IEEE Trans Power Appar Syst 94(5):1484–1488
Shrikant RP, Sen I (2000) Robust pole placement stabilizer design using linear matrix inequalities. IEEE Trans Power Syst 15.1:313–319
DeMello FP et al (1982) A power system stabilizer design using digital control. IEEE Trans Power Appar Syst 8:2860–2868
Abdel-Magid YL, Dawoud MM (1996) Tuning of power system stabilizers using genetic algorithms. Electric Power Syst Res 39(2):137–143
Bomfim D, Antonio LB, Taranto GN, Falcao DM (2000) Simultaneous tuning of power system damping controllers using genetic algorithms. IEEE Trans Power Syst 15.1:163–169
Alkhatib H, Duveau J (2013) Dynamic genetic algorithms for robust design of multimachine power system stabilizers. Int J Electr Power Energy Syst 45(1):242–251
Abido MA (2000) Robust design of multimachine power system stabilizers using simulated annealing. IEEE Trans Energy Convers 15(3):297–304
Abido MA (2002) Optimal design of power-system stabilizers using particle swarm optimization. IEEE Trans Energy Convers 17(3):406–413
Abido MA (1999) A novel approach to conventional power system stabilizer design using tabu search. Int J Electr Power Energy Syst 21(6):443–454
Hameed KA, Palani S (2014) Robust design of power system stabilizer using harmony search algorithm. Automatika 55.2: 162–169.
Ali ES (2014) Optimization of power system stabilizers using BAT search algorithm. Int J Electr Power Energy Syst 61:683–690
Mishra S, Tripathy M, Nanda J (2007) Multi-machine power system stabilizer design by rule based bacteria foraging. Electric Power Syst Res 77(12):1595–1607
Abd Elazim SM, Ali ES (2016) Optimal power system stabilizers design via cuckoo search algorithm. Int J Electric Power Energy Syst 75:99–107
Chitara D et al (2015) Optimal tuning of multimachine power system stabilizer using cuckoo search algorithm. IFAC-Papers On Line 48.30:143–148
Chitara D et al Robust tuning of multimachine power system Stabilizer via Cuckoo search optimization algorithm. In: 2016 IEEE 6th international conference on power systems (ICPS). IEEE
Chitara D et al (2018) Cuckoo search optimization algorithm for designing of a multimachine power system stabilizer. IEEE Trans Indus Appl 54.4:3056–3065
Linda MM, Kesavan Nair N (2012) Optimal design of multi-machine power system stabilizer using robust ant colony optimization technique. Trans Instit Measure Control 34.7:829–840
Eke Ī, Taplamacıoğlu MC, Lee KY (2015) Robust tuning of power system stabilizer by using orthogonal learning artificial bee colony. IFAC-PapersOnLine 48.30:149–154
Das TK, Venayagamoorthy GK, Aliyu UO (2008) Bio-inspired algorithms for the design of multiple optimal power system stabilizers: SPPSO and BFA. IEEE Trans Indus Appl 44.5:1445–1457
Abd-Elazim SM, Ali ES (2013) A hybrid particle swarm optimization and bacterial foraging for optimal power system stabilizers design. Int J Electr Power Energy Syst 46:334–341
Anderson PM, Fouad AAA (2003) Institute of Electrical, and Electronics Engineers. Power Syst Control Stab
Milano F (2010) Power system analysis toolbox manual-documentation for PSAT version 2.1. 6. Univ Coll. Dublin Dublin Irel, Tech Rep
Chopra R, Joshi D, Bansal RC (2009) Analysis delta-omega and fuzzy logic power system stabilizer performances under several operating conditions. J Renew Sustain Energy 1(3):1–11
Chitara D, Swarnkar A, Gupta N, Niazi KR, Bansal RC (2015) Optimal tuning of multi-machine power system stabilizer using cuckoo search algorithm. In: 9th IFAC symposium on control of power and energy systems, Indian Institute of Technology. Delhi, India
Bansal RC, Zobaa AF (eds) (2021) Handbook of renewable energy technology and systems. World Scientific Publisher
Chitara D, Meena NK, Yang J, Niazi KR, Swarnkar A, Gupta N, Vega-Fuentes E (2019) Small-signal stability enhancement of multi-machine power system using Cuckoo and harmony search optimization techniques. International conference on applied energy, Västerås, Sweden
Seyedali M (2014) Mirjalili Seyed Mohammad, and Lewis Andrew: Grey wolf optimizer. Adv Eng Softw 69:46–61
Munro L (2012) The animal rights movement in theory and practice: a review of the sociological literature. Sociol Compass 6(2):166–181
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Sharma, R.K., Chitara, D., Raj, S., Niazi, K.R., Swarnkar, A. (2022). Multi-machine Power System Stabilizer Design Using Grey Wolf Optimization. In: Bansal, R.C., Zemmari, A., Sharma, K.G., Gajrani, J. (eds) Proceedings of International Conference on Computational Intelligence and Emerging Power System. Algorithms for Intelligent Systems. Springer, Singapore. https://doi.org/10.1007/978-981-16-4103-9_28
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