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Intelligent Fault-Tolerant Control for 4-DOF Robotic Manipulator Using Sliding Mode Control and RBFNN Against Lumped Uncertainties

Author(s): Thien-Quang Nguyen1, Vi-Do Tran2*

Publisher : FOREX Publication

Published : 15 June 2026

e-ISSN : 2347-470X

Page(s) : 271-278




Thien-Quang Nguyen, Faculty of Electrical and Electronics Engineering, Ho Chi Minh City University of Technology and Engineering, Ho Chi Minh City, Vietnam; Email: 2341105@student.hcmute.edu.vn

Vi-Do Tran, Head of Automatic Control Department, Faculty of Electrical and Electronics Engineering, Ho Chi Minh City University of Technology and Engineering, Ho Chi Minh City, Vietnam; Email: dotv@hcmute.edu.vn

    [1] A. Gasparetto and L. Scalera, A brief history of industrial robotics in the 20th century. Publisher: Advances in Historical Studies, vol. 8, pp. 24–35, 2019.
    [2] Walid Kh. Alqaisi and et al, Four DOF Robot Manipulator Control Using Feedback Linearization Based on Sliding Mode Control. Publisher: International Journal of Robotics and Control Systems, vol. 5, no. 2, 2025, pp. 781-793 ISSN 2775-2658.
    [3] L. Li, Fault Types and Diagnostic Methods of Manipulator Robots: A Review. Publisher: Springer, 2016.
    [4] D. T. Tran and T. Q. Nguyen, Prescribed performance adaptive fault-tolerant control for a manipulator. Publisher: Proc. 13th Asian Control Conf. (ASCC), 2022.
    [5] Adedire D. Adesiji and et al, Safety Considerations in Deployment of Robotic Systems – A Systematic Review. Publisher: Journal of Field Robotics, 2026; 43:5–33.
    [6] D. T. Tran and T. Q. Nguyen, Fault-tolerant sliding mode controller for a 4 degree of freedom robotic manipulator. Publisher: Proc. 13th Asian Control Conf. (ASCC), 2022.
    [7] H. Kalle and K. Iqbal, Online Estimation of Manipulator Dynamics for Computed Torque Control of Robotic Systems. Publisher: Sensors 2025, 25(22), 6831.
    [8] X. Cheng, H. Liu, and W. Lu, Chattering-suppressed sliding mode control for flexible-joint robot manipulators. Publisher: Actuators, vol. 10, no. 11, p. 288, 2021.
    [9] M. Bi, Control of robot arm motion using trapezoid fuzzy two-degree-of-freedom PID algorithm. Publisher: Symmetry, vol. 12, no. 4, p. 665, 2020.
    [10] S. Horvath and H. Neuner, Introduction of a framework for the integration of a kinematic robot arm model in an artificial neural network - extended Kalman filter approach. Publisher: J. Intell. Robot. Syst., vol. 110, p. 137, 2024.
    [11] M.et U. Danis, and Z. Y. Bayraktaroglu, Extended State Observer-Based Motion Control of Robot Manipulators in Presence of Uncertainties and Disturbances. Publisher: IET Control Theory & Applications, 2025; 19:e70043.
    [12] V. N. Son, P. V. Cuong, N. D. Minh and P. H. Nha, Optimize the parameters of the PID Controller using Genetic Algorithm for Robot Manipulators. Publisher: The First National Conference on Energy, Electronics, and Automation - EEA 2024.
    [13] A. S. Ahmed and S. K. Kadhim, A comparative study between convolution and optimal backstepping controller for single arm pneumatic artificial muscles. Publisher: J. Robotics and Control (JRC), 2022.
    [14] Ahmad Mohamad El-fallah Ismail, Effective Control of a Robotic Manipulator's Trajectory Tracking through the utilization of an Optimal Linear Quadratic Gaussian (LQG) controller enhanced by the Improved Particle Swarm Optimization (IPSO) Algorithm. Publisher: Gharyan University Journal of Engineering Science (GUJES) 1 (1), 16, 2025.
    [15] S. Li and Y. Zhang, Neural Networks for Cooperative Control of Multiple Robot Arms. Publisher: Springer, 2018.
    [16] D. N. Bui and M. D. Phung, Radial basis function neural networks for formation control of unmanned aerial vehicles. Publisher: Robotica, 2024.
    [17] A. Hasan, M. Tahavori, and H. S. Midtiby, Model-based fault diagnosis algorithms for robotic systems. Publisher: IEEE Access, vol. 11, 2023.
    [18] E. Y. Chia, Y. L. Chen, T. C. Chien, M. L. Chiang, L. C. Fu, and J. S. Lai, Velocity field based active-assistive control for upper limb rehabilitation exoskeleton robot. Publisher: Proc. IEEE Int. Conf. on Robotics and Automation (ICRA), 2020.
    [19] J. Zhang, S. Liu, and L. Xie, Distributed Convex Optimization Over Nonlinear Networks Under Set Constraints. Publisher: IEEE Transactions on Automatic Control, vol: 70, issue: 7, 2025.
    [20] D. Gamez-Herrera and et al, Composite Adaptive Control of Robot Manipulators with Friction as Additive Disturbance. Publisher: Actuators 2025, 14(5), 237.
    [21] M. Y. Silaa and et al, An Adaptive Control Strategy with Switching Gain and Forgetting Factor for a Robotic Arm Manipulator. Publisher: Machines 2025, 13(5), 424.
    [22] M. A. Saaideh and et al, Robust Output Feedback controller for a Serial Robotic Manipulator with Unknown Nonlinearities and External Disturbances. Publisher: 2023 IEEE International Conference on Robotics and Automation (ICRA 2023), 2023.
    [23] S. Sahoo, H. Moradi, and M. Sababheh, A mixed Cauchy-Schwarz inequality with applications. Publisher: Operators and Matrices, 2022.

Thien-Quang Nguyen, Vi-Do Tran (2026), Intelligent Fault-Tolerant Control for 4-DOF Robotic Manipulator Using Sliding Mode Control and RBFNN Against Lumped Uncertainties. IJEER 14(2), 271-278. DOI: 10.37391/IJEER.140203.