Optimal and Robust Speed Control of Electric Vehicles using a Hybrid Ant Colony Optimization Tuned Sliding Mode Control
DOI:
https://doi.org/10.31436/iiumej.v27i2.4136Keywords:
Control System, Electric Vehicles, Metaheuristic-Ant Colony Optimization, Nonlinear ControlAbstract
Electric vehicle (EV) speed control is significantly affected by nonlinear motor dynamics, external disturbances, and parameter uncertainties, which degrade tracking performance and energy efficiency. Conventional controllers often fail to maintain robustness under varying operating conditions. Although Sliding Mode Control (SMC) provides strong robustness, it suffers from chattering and requires proper tuning of control parameters. To address this, a hybrid Ant Colony Optimization-based Sliding Mode Controller (ACO-SMC) is proposed to optimally tune the SMC control parameters. The performance of the ACO-SMC controller is evaluated using the US06 and FTP-75 driving cycles in MATLAB Simulink. The proposed controller outperforms the ACO-tuned proportional-integral-derivative (ACO-PID), conventional SMC, and PID controllers. The ACO-SMC controller significantly improves stabilization and robustness, even in the presence of measurement noise, external disturbance, and varying vehicle parameters. The results reveal that the hybrid ACO-SMC controller effectively minimizes chattering and maintains accurate speed control, even during sudden load disturbance and reference speed variations across all examined driving cycles. The integral absolute error (IAE) and integral squared error (ISE) are used as performance indices, achieving their minimum values over the complete US06 and FTP-75 driving cycles, thereby confirming the high accuracy of the proposed approach.
ABSTRAK: Kawalan kelajuan kenderaan elektrik (EV) dipengaruhi secara signifikan oleh dinamik motor tidak linear, gangguan luaran, serta ketidakpastian parameter, seterusnya menjejaskan prestasi penjejakan dan kecekapan tenaga. Pengawal konvensional lazimnya gagal mengekalkan keteguhan di bawah operasi yang berubah-ubah. Walaupun Kawalan Mod Luncur (SMC) menawarkan keteguhan yang tinggi, kaedah ini mengalami masalah chattering dan memerlukan penalaan parameter kawalan yang teliti. Bagi mengatasi isu ini, satu pengawal hibrid berasaskan Pengoptimuman Koloni Semut (ACO-SMC) dicadangkan bagi menala parameter SMC secara optimum. Prestasi pengawal ACO-SMC dinilai menggunakan kitaran pemanduan US06 dan FTP-75 pada MATLAB Simulink. Pengawal yang dicadangkan menunjukkan prestasi yang lebih baik berbanding pengawal PID yang ditala ACO (ACO-PID), SMC konvensional, dan PID biasa. ACO-SMC meningkatkan kestabilan dan keteguhan secara signifikan walaupun dalam kehadiran hingar pengukuran, gangguan luaran, serta variasi parameter kenderaan. Dapatan kajian menunjukkan bahawa pengawal hibrid ini berupaya meminimumkan fenomena chattering dan mengekalkan kawalan kelajuan yang tepat, termasuk semasa gangguan beban mendadak dan variasi rujukan kelajuan merentasi semua kitaran pemanduan yang diuji. Indeks prestasi seperti ralat mutlak berkamiran (IAE) dan ralat kuasa dua berkamiran (ISE) mencapai nilai minimum sepanjang satu kitaran penuh bagi kedua-dua kitaran pemanduan US06 dan FTP-75, sekaligus mengesahkan ketepatan tinggi melalui kaedah yang dicadangkan.
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References
Lee W J, Strbac G, Hu Z, Ding Z, Sarikprueck P, Teng F, and Kariniotakis G. (2020). Special issue on advanced approaches and applications for electric vehicle charging demand management. IEEE Transactions on Industry Applications 56(12): 5682–5683.
Khooban M H, Niknam T, Blaabjerg F, and Dehghani M. (2016). Free chattering hybrid sliding mode control for a class of non-linear systems: electric vehicles as a case study. IET Science, Measurement & Technology 10(8): 776–785.
Hermassi, M., Krim, S., Kraiem, Y., & Hajjaji, M. A. (2024). Adaptive neuro fuzzy technology to enhance PID performances within VCA for grid-connected wind system under nonlinear behaviors: FPGA hardware implementation. Computers and Electrical Engineering, 117, 109264.
Arya Y. (2019). Impact of ultra-capacitor on automatic generation control of electric energy systems using an optimal FFOID controller. International Journal of Energy Research 43(14): 8765–8778.
Patel V V. (2020). Ziegler–Nichols tuning method: understanding the PID controller. Resonance 25(12): 1385–1397.
Hannan M A, Ali J A, Hossain Lipu M S, Mohamed A, Ker P J, Mahlia T M I, and Dong Z Y. (2020). Role of optimization algorithms based on fuzzy controllers in achieving induction motor performance enhancement. Nature Communications 11(1): 3792.
Hou M, Zhao Y, and Ge X. (2017). Optimal scheduling of the plug-in electric vehicles aggregator energy and regulation services based on grid-to-vehicle. International Transactions on Electrical Energy Systems 27(12): e2364.
Kashfi, R., Balochian, S., & Alishahi, M. (2024). Design of a optimal robust adaptive neural network-based fractional-order PID controller for H-bridge single-phase inverter. Applied Soft Computing, 166, 112142.
Freitas, J. B. S., Marquezan, L., de Oliveira Evald, P. J. D., Peñaloza, E. A. G., & Cely, M. M. H. (2024). A fuzzy-based Predictive PID for DC motor speed control: JBS Freitas et al. International Journal of Dynamics and Control, 12(7), 2511-2521.
Qu, S., Xu, W., Zhao, J., & Zhang, H. (2021). Design and implementation of a fast sliding-mode speed controller with disturbance compensation for SPMSM system. IEEE Transactions on Transportation Electrification, 7(4), 2611-2622.
Chen, X., Zhao, J., Lu, Y., & Sheng, L. (2025). Research on sliding mode speed control method of permanent magnet drive system in shearer cutting section based on sliding mode observer under complex working conditions: X. Chen et al. International Journal of Dynamics and Control, 13(6), 234.
Mousmi A, Abbou A, and El Houm Y. (2019). Real-time implementation of a novel hybrid fuzzy sliding mode control of a BLDC motor. International Journal of Power Electronics and Drive Systems 10(3): 1167–1177.
Wu L, Liu J, Vazquez S, and Mazumder S K. (2021). Sliding mode control in power converters and drives: a review. IEEE/CAA Journal of Automatica Sinica 9(2): 392–406.
Chan J W. (2022). Sliding mode control of brushless DC motor speed control. Malaysian Journal of Science and Advanced Technology 2(4): 188–193.
Levant A. (2003). Higher-order sliding modes, differentiation, and output-feedback control. International Journal of Control 76(9): 924–941.
Liu J, Zhao T, and Dian S. (2021). General type-2 fuzzy sliding mode control for motion balance adjusting of the power-line inspection robot. Soft Computing 25(2): 1033–1047.
Flores Peña P, Luna M A, Ale Isaac M S, Ragab A R, Elmenshawy K, Martín Gómez D, and Molina M. (2022). A proposed system for multi-UAVs in remote sensing operations. Sensors 22(23): 9180.
George M A, Kamat D V, and Kurian C P. (2021). Electronically tunable ACO-based fuzzy FOPID controller for effective speed control of an electric vehicle. IEEE Access 9(15): 73392–73412.
Khooban M H, ShaSadeghi M, Niknam T, and Blaabjerg F. (2017). Analysis, control, and design of speed control of electric vehicles delayed model: multi-objective fuzzy fractional-order controller. IET Science, Measurement & Technology 11(2): 249–261.
George, M. A., Kamat, D. V., & Kurian, C. P. (2024). Electric vehicle speed tracking control using an ANFIS-based fractional order PID controller. Journal of King Saud University-Engineering Sciences, 36(4), 256-264.
Xu, M. (2022, November). Control of DC adjustable speed electric vehicle based on PSO-PID algorithm optimization research. In 2022 IEEE 5th International Conference on Automation, Electronics and Electrical Engineering (AUTEEE) (pp. 616-621). IEEE.
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