Ahmed, Attarid K. and Majeed, Laith K. and Al-Wais, Saba and Al-Khazraji, Huthaifa (2026) Sliding Mode Position Tracking Control-Based Waterwheel Plant Algorithm for Elbow Rehabilitation Systems. International Journal of Robotics and Control Systems, 6 (2). pp. 1164-1180.
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Abstract
Joint dysfunction affects millions of people worldwide, severely limiting their ability to carry out fundamental daily activities such as eating, drinking, and writing. These limitations often hinder independent self-care. To address this challenge, rehabilitation robots have been developed to assist individuals with physical impairments in performing daily tasks and preserving their autonomy. In this study, a sliding mode control (SMC) for position tracking of unit step and sinusoidal signal inputs of the elbow rehabilitation (Elb-Rehab) systems is proposed. In the context of performance enhancement of the SMC, two reaching laws are examined. The first reaching law is based on the hyperbolic tangent function (SMC_tah), whereas the second one is based on the saturation function (SMC_sat). SMC's designed parameters are tuned using the waterwheel plant algorithm (WPA) based on the integral of absolute error (IAE) as a cost function. Simulation experiments based on MATLAB software are used to examine the two control algorithms for the Elb-Rehab system, which are then analyzed. The simulation outcomes reveal that the tracking error based on the IAE of the system controlled by the SMC_sat is reduced by 12.68% and 76.3% compared to that of the system controlled by the SMC_tah for the unit step and sinusoidal signal inputs respectively. Furthermore, under an uncertainty scenario, the SMC_sat continues to outperform the SMC_tah. However, the SMCtah shows slightly less sensitively to uncertainty than the SMC_sat.
| Item Type: | Article |
|---|---|
| Subjects: | T Technology > TK Electrical engineering. Electronics Nuclear engineering |
| Depositing User: | IJRCS ASCEE |
| Date Deposited: | 26 Jun 2026 13:45 |
| Last Modified: | 26 Jun 2026 13:45 |
| URI: | https://alxiv.org/id/eprint/1188 |
