Observer Based Fast Fixed-Time Non-Singular Terminal Sliding Mode Control of Teleoperation Systems

This paper introduces a fast fixed-time non-singular terminal sliding mode control approach, utilizing a sliding mode observer, to tackle the tracking challenge in teleoperation systems. A robust fixed-time control law is formulated to achieve accurate tracking performance, effectively countering parametric uncertainties, external disturbances, and time-varying delays. Furthermore, the proposed fast fixed-time non-singular terminal sliding surface ensures convergence within a fixed time frame once the sliding condition is satisfied. To improve practical implementation, a sliding mode observer is integrated, removing the necessity for a velocity sensor. The system's stability is demonstrated through Lyapunov theory.

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Publication Details

Published
2025-02-17
DOI
https://doi.org/10.1109/ssd64182.2025.10989842
Primary Topic
Teleoperation and Haptic Systems
Type
article
Field-Weighted Citation Impact
0.00
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Observer Based Fast Fixed-Time Non-Singular Terminal Sliding Mode Control of Teleoperation Systems

Neila Mezghani Ben Romdhane, Moncef Triki, Soufien Hajji, Tarak Damak
Teleoperation and Haptic Systems
article

Observer Based Fast Fixed-Time Non-Singular Terminal Sliding Mode Control of Teleoperation Systems

Neila Mezghani Ben Romdhane, Moncef Triki, Soufien Hajji, Tarak Damak
article en

Abstract

This paper introduces a fast fixed-time non-singular terminal sliding mode control approach, utilizing a sliding mode observer, to tackle the tracking challenge in teleoperation systems. A robust fixed-time control law is formulated to achieve accurate tracking performance, effectively countering parametric uncertainties, external disturbances, and time-varying delays. Furthermore, the proposed fast fixed-time non-singular terminal sliding surface ensures convergence within a fixed time frame once the sliding condition is satisfied. To improve practical implementation, a sliding mode observer is integrated, removing the necessity for a velocity sensor. The system's stability is demonstrated through Lyapunov theory.

University of Sfax (TN), University of Gabès (TN)
Openalex Percentile: Top 89%
Teleoperation and Haptic Systems
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