Non-Singular Finite Time Tracking Control Approach Based on Disturbance Observers for Perturbed Quadrotor Unmanned Aerial Vehicles

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Publication Details

Author listEl-Sousy, Fayez F. M.; Alattas, Khalid A.; Mofid, Omid; Mobayen Saleh; Asad, Jihad H.; Skruch, Paweł; Assawinchaichote, Wudhichai;

PublisherMDPI

Publication year2022

Volume number22

Issue number7

ISSN14248220

eISSN1424-8220

URLhttps://www.scopus.com/inward/record.uri?eid=2-s2.0-85127576590&doi=10.3390%2fs22072785&partnerID=40&md5=70fdc4c67983a0272caf438068bd8584

LanguagesEnglish-Great Britain (EN-GB)


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Abstract

In this paper, a disturbance observer based on the non-singular terminal sliding mode control method was presented for the quadrotor in the presence of wind perturbation. First, the position and attitude dynamical equation of the quadrotor was introduced in the existence of windy perturbation. It was difficult to exactly determine the upper bound of the perturbations in the practical systems such as robot manipulators and quadrotor UAVs. Then, a disturbance observer was designed for the estimation of wind perturbation which was entered to the quadrotor system at any moment. Afterward, a non-singular terminal sliding surface was proposed based on the disturbance observer variable. Furthermore, finite time convergence of the closed-loop position and attitude models of the quadrotor was proved using Lyapunov theory concept. Unlike the existing methods, the new adaptive non-singular terminal sliding mode tracker for quadrotor unmanned aerial vehicles enabled accurate tracking control, robust performance, and parameter tuning. Through the combination of the finite time tracker and disturbance observer, the position and attitude tracking of quadrotor UAVs could be accurately performed not only in the nominal environment but also in the existence of different types of perturbations. Finally, simulation results based on the recommended method were provided to validate the proficiency of the suggested method. Moreover, comparison results with another existing study were presented to prove the success of the proposed method. © 2022 by the authors. Licensee MDPI, Basel, Switzerland.


Keywords

disturbance observerfinite-time convergencenon-singular terminal sliding modequadrotor unmanned aerial vehiclewind perturbation


Last updated on 2023-29-09 at 10:32