Review Article | ![]()
Garra Rufa Technique for Unit Commitment Optimization: A Comparative Analysis with Metaheuristic Algorithms
Author(s): Suhaib Al-Karawi1*,Aws Al-Taie2,Aqeel S. Jaber3
Published In : International Journal of Electrical and Electronics Research (IJEER) Volume 14, Issue 2
Publisher : FOREX Publication
Published : 30 June 2026
e-ISSN : 2347-470X
Page(s) : 653-660
Abstract
Optimization techniques have received much attention in the recent years in the area of power system research. The success of any optimization process relies much on the proper choice of the algorithm and its parameters, depending on the actual problem considered. Among different approaches of optimization, Garra Rufa Optimization (GRO) has shown a great potential in the operation of power systems. This study proposes GRO for the unit commitment (UC) problem. Typically, the solution of a UC problem consists of two major stages, finding the generating units to be committed and the level of generation to be allocated among these units to minimize total operating cost while meeting load demand and system constraints. Accordingly, priority list method is applied for the first stage whereas GRO is used to optimize the second stage. To check the performance of the proposed method, a 10 generating units test system was used. The cost function values were taken as the performance indicators to compare GRO with Gray Wolf (GWO), Spider Wasp (SWO), Particle Swarm (PSO) optimization algorithms. The time for each method was calculated for 50 runs. Results for GWO, SWO, PSO, and GRO were 0.0811, 0.118, 0.0783, and 0.0793 second, respectively. Although all methods can be considered fast, GRO was the second fastest, with a slight time difference from PSO. Despite that, it is considered practically acceptable due to the noticeable improvement in the accuracy of the results. The results proves that the proposed GRO has better performance in terms of economical generator selection and least error between total generation and system demand.
Keywords: Garra Rufa, Gray Wolf, Particle Swarm Optimization, Spider Wasp, Unit Commitment.
Suhaib Al-Karawi,Department of Electrical Engineering, University of Technology-Iraq, Baghdad, Iraq; Email: krammohanee@gmail.com
Aws Al-Taie, Department of Electrical Engineering, University of Technology-Iraq, Baghdad, Iraq; Email: aws.h.mohammed@uotechnology.edu.iq
Aqeel S. Jaber, Independent Researcher, Helsinki, Finland;Email: aqe77el@yahoo.com
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[1] Glover JD, Overbye TJ, Sarma MS, et al. (2022) Power System Analysis and Design, Cengage Learning.
-
[2] Jia K, Yang X, Peng Z (2024) Design of an integrated network order system for main distribution network considering power dispatch efficiency. Energy Inform 7: 1–26.
-
[3] Rahman MM, Dadon SH, He M, et al. (2025) An overview of power system flexibility: High renewable energy penetration scenarios. Energies (Basel) 18.
-
[4] Wood AJ, Wollenberg BF, Sheblé GB (2013) Power Generation, Operation, and Control, Wiley-Interscience.
-
[5] Tseng CL, Oren SS, Cheng CS, et al. (1999) A transmission-constrained unit commitment method in power system scheduling. Decis Support Syst 24: 297–310.
-
[6] Mahesh Kumar D, Suresh Reddy S, Sujatha P (2024) Optimal DG and Capacitor Allocation Along with Network Reconfiguration Using Grey Wolf Optimizer Algorithm. International Journal of Electrical and Electronics Research 12: 1495–1501.
-
[7] Mahesh Kumar D, Suresh Reddy S, Sujatha P (2025) Binary Gravitational Search Based Algorithm for Optimal DG and Capacitor Allocation Along with Network Reconfiguration in Radial Distribution Systems. International Journal of Electrical and Electronics Research 13: 17–24.
-
[8] Munisekhar P, Jayakrishna G, Visali N (2022) Strategic Integration of DG and ESS by using Hybrid Multi Objective Optimization with Wind Dissemination in Distribution Network. International Journal of Electrical and Electronics Research 10: 1199–1205.
-
[9] Lian Y, Li Y, Zhao Y, et al. (2024) A computational efficient approach for distributionally robust unit commitment with enhanced disjointed layered ambiguity set. IET Renewable Power Gener 19: e13006.
-
[10] Li Z, Yin H, Wang P, et al. (2023) A fast linearized AC power flow-constrained robust unit commitment approach with customized redundant constraint identification method. Front in Energy Res 11: 1218461.
-
[11] Hou J, Zhai Q, Zhou Y, et al. (2024) A Fast solution method for large-scale unit commitment based on Lagrangian relaxation and dynamic programming. IEEE Trans on Power Syst 39: 3130–3140.
-
[12] Montero L, Bello A, Reneses J (2022) A review on the unit commitment problem: Approaches, techniques, and resolution methods. Energies (Basel) 15: 1296.
-
[13] Fatokun SO (2023) Heuristics for Lagrangian Relaxation Formulations for the Unit Commitment Problem. Doctoral Dissertations.
-
[14] Valencia-Díaz A, Hincapié RA, Gallego RA (2024) Optimal placement and sizing of distributed generation in electrical DC distribution networks using a stochastic mixed-integer LP model. Arab J for Sci and Eng 50: 5835–5851.
-
[15] O’Malley C, de Mars P, Badesa L, et al. (2023) Reinforcement learning and mixed-integer programming for power plant scheduling in low carbon systems: Comparison and hybridisation. Appl Energy 349: 121659.
-
[16] Jaber AS, Satar KA, Shalash NA (2018) Short-Term load forecasting for electrical dispatcher of Baghdad city based on SVM-FA. Intern J of Adv Comput Sci and Appl 9: 300–304.
-
[17] Lan Y, Zhai Q, Yan CB, et al. (2024) Robust approximate dynamic programming for large-scale unit commitment with energy storages. IEEE Trans on Automat Sci and Eng 21: 7401–7412.
-
[18] Li J, Zhao C (2022) Improvement and Application of Fractional Particle Swarm Optimization Algorithm. Math Problems in Eng 2022: 5885235.
-
[19] Nassef AM, Abdelkareem MA, Maghrabie HM, et al. (2023) Review of Metaheuristic Optimization Algorithms for Power Systems Problems. Sustainability 2023, Vol 15, Page 9434 15: 9434.
-
[20] Yang Y, Feng Y, Yang L (2023) Multi–dimensional firefly algorithm based on local search for solving unit commitment problem. Front in Energy Res 10: 1005577.
-
[21] Alshammari ME, Ramli MAM, Mehedi IM (2021) A new chaotic artificial Bee Colony for the risk-constrained economic emission dispatch problem incorporating wind power. Energies (Basel) 14: 4014.
-
[22] Wang J, Ouyang H, Zhang C, et al. (2023) A novel intelligent global harmony search algorithm based on improved search stability strategy. Sci Rep 13: 1–29.
-
[23] Díaz G, León Aldaco D, Alquicira A, et al. (2022) Teaching–learning-based optimization algorithm applied in electronic engineering: A survey. Electronics (Basel) 11: 3451.
-
[24] Singh S, Brar YS (2024) Thermal unit commitment using evolutionary programming, AIP Conf. Proc., American Institute of Physics (AIP).
-
[25] Shen H, Liu Q (2022) An improved Ant Lion optimization algorithm and its application, ICNSC 2022 - Proc. of 2022 IEEE Intern. Conf. on Networking, Sens. and Control: Auton. Intell. Syst., IEEE.
-
[26] Zhu Y, Gao H (2020) Improved binary artificial Fish Swarm Algorithm and fast constraint processing for large scale unit commitment. IEEE Access 8: 152081–152092.
-
[27] Li C, Wang W, Wang J, et al. (2019) Network-constrained unit commitment with RE uncertainty and PHES by using a binary artificial sheep algorithm. Energy 189: 116203.
-
[28] Ghosh A, Singh O, Ray AK, et al. (2021) A Gravitational Search Algorithm-based controller for multiarea power systems: Conventional and renewable sources with variable load disturbances and perturbed system parameters. IEEE Syst, Man, and Cybern Mag 7: 20–38.
-
[29] Nawaz S, Sharif Y, Singh S (2024) Optimal positioning of renewable-based distributed generation units for power loss reduction using imperialist competitive algorithm, Lecture Notes in Networks and Syst., Springer, Singapore, 627–636.
-
[30] de Oliveira LM, Junior ICS, Abritta R, et al. (2022) A hybrid algorithm for the unit commitment problem with wind uncertainty. Electr Eng 104: 1093–1110.
-
[31] Tan Y (2018) Swarm intelligence: Volume 2: Innovation, new algorithms and methods, Institution of Engineering and Technology (IET).
-
[32] Hussein BM, Jaber AS (2020) Unit commitment based on modified firefly algorithm. Meas and Control (United Kingdom) 53: 320–327.
-
[33] Rastgou A, Bahramara S (2021) An adaptive modified firefly algorithm to unit commitment problem for large-scale power systems. Jour of Oper and Autom in Power Eng 9: 68–79.
-
[34] Prabakaran S, SenthilKumar V, Kavaskar S (2017) Hybrid Particle Swarm Optimization algorithm to solve profit based unit commitment problem with emission limitations in deregulated power market. Intern J of Comput Appl 167: 37–49.
-
[35] Muklason A, Marom A, Gusti I, et al. (2024) Automated course timetabling optimization using Tabu-Simulated Annealing Hyper-Heuristics algorithm. Khazanah Informatika: Jurnal Ilmu Komputer dan Informatika 10: 15–21.
-
[36] Firdouse F, Surender Reddy M (2023) A hybrid energy storage system using GA and PSO for an islanded microgrid applications. Energy Storage 5: e460.
-
[37] Alyu AB, Salau AO, Khan B, et al. (2023) Hybrid GWO-PSO based optimal placement and sizing of multiple PV-DG units for power loss reduction and voltage profile improvement. Sci Rep 13: 1–17.
-
[38] Hans Wuijts R, van den Akker M, van den Broek M (2024) Effect of modelling choices in the unit commitment problem. Energy Syst 15: 1–63.
-
[39] Qin J, Gao Y, Bragin M, et al. (2023) An optimization method-assisted ensemble deep reinforcement learning algorithm to solve unit commitment problems. IEEE Access 11: 100125–100136.
-
[40] Molokomme DN, Onumanyi AJ, Abu-Mahfouz AM (2024) Hybrid metaheuristic schemes with different configurations and feedback mechanisms for optimal clustering applications. Cluster Comput 27: 8865–8887.
-
[41] Chillab RK, Jaber AS, Smida M Ben, et al. (2023) Optimal DG location and sizing to minimize losses and improve voltage profile using Garra Rufa optimization. Sustainability (Switzerland) 15: 1156.
-
[42] Anantha Krishnan V, Senthil Kumar N (2022) Robust soft computing control algorithm for sustainable enhancement of renewable energy sources based microgrid: A hybrid Garra rufa fish optimization – Isolation forest approach. Sustain Comput: Inform and Syst 35: 100764.
-
[43] Yang E, Shankar K, Kumar S, et al. (2023) Bioinspired Garra Rufa Optimization-Assisted deep learning model for object classification on pedestrian walkways. Biomimetics 8: 541.
-
[44] Mohamad Zain J, Azrag MAK, Farik Mat Yatin S, et al. (2024) Kinetic parameters estimation of the Escherichia coli (E. coli) model by Garra Rufa-Inspired optimization algorithm (GRO). IEEE Access 12: 165889–165902.
-
[45] Jaber AS, Abdulbari HA, Shalash NA, et al. (2020) Garra Rufa-inspired optimization technique. Intern J of Intell Syst 35: 1831–1856.
-
[46] Maashi M, Alabduallah B, Kouki F (2023) Sustainable financial fraud detection using Garra Rufa fish optimization algorithm with ensemble deep learning. Sustainability 15: 13301.
-
[47] Zhang L, Ying Z, Yang Z, et al. (2024) Dynamic multi-energy optimization for unit commitment Integrating PEVs and renewable energy: A DO3LSO algorithm. Mathematics 12: 4037.
-
[48] Nikolaidis P, Poullikkas A (2021) Evolutionary priority-based dynamic programming for the adaptive integration of intermittent distributed energy resources in low-inertia power systems. Eng 2: 643–660.
-
[49] Mirjalili S, Mirjalili SM, Lewis A (2014) Grey Wolf optimizer. Advances in Eng Softw 69: 46–61.
-
[50] Abdel-Basset M, Mohamed R, Jameel M, et al. (2023) Spider Wasp optimizer: A novel meta-heuristic optimization algorithm. Artif Intell Rev 56: 11675–11738.
-
[51] Kennedy J, Eberhart R (1995) Particle swarm optimization, Proc. of ICNN’95 - Intern. Conf. on Neural Networks, Perth, WA, Australia, IEEE, 1942–1948.

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