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Attitude tracking of a multivariable 3-DoF helicopter via decentralized repetitive control
Journal article   Open access   Peer reviewed

Attitude tracking of a multivariable 3-DoF helicopter via decentralized repetitive control

Edi Kurniawan, Daniel C. Saputra, Hendra G. Harno, Ronald Eric, Hendra Adinanta, Jalu A. Prakosa, Geetika Srivastava and Hai Wang
Journal of the Franklin Institute, Vol.362(10), 107737
2025
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Published6.47 MBDownloadView
CC BY V4.0 Open Access

Abstract

3-DoF helicopter Decentralized control Multivariable system Repetitive control State-feedback control
This paper presents a novel strategy for designing a discrete-time decentralized repetitive controller (DRC) for a 3-degree-of-freedom (DoF) helicopter modeled as a multivariable linear system. The proposed design strategy comprises three main steps: (1) decomposing the 3-DoF helicopter model into two independent subsystems, namely an elevation model and a pitch-travel model, (2) designing a state-feedback stabilizing controller for each subsystem, and (3) designing the discrete-time decentralized repetitive controller. Such a repetitive control strategy is intended to enable the 3-DoF helicopter to track repetitive trajectories of the elevation and travel angles perfectly. A numerical example of the 3-DoF Quanser helicopter system for tracking three scenarios (i.e., ∞-shape trajectory, diamond-shape trajectory, and diamond-shape trajectory with counterweight mass variation), is simulated to validate the effectiveness of the proposed design. In addition, a comparison is also made to a sliding-mode controller (SMC) and linear-quadratic regulator(LQR)-based proportional–integral–derivative (PID) controller. The results demonstrate that zero-tracking errors are achieved with the proposed design in all scenarios, although the third scenario requires a longer convergence time compared to the first two. Under similar repetitive tasks, the DRC outperforms the SMC and LQR-based PID in terms of tracking accuracies during the steady-state period.

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Citation topics
4 Electrical Engineering, Electronics & Computer Science
4.29 Automation & Control Systems
4.29.2152 Iterative Learning Control
Web Of Science research areas
Automation & Control Systems
Engineering, Electrical & Electronic
Engineering, Multidisciplinary
Mathematics, Interdisciplinary Applications
ESI research areas
Engineering
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