DOI: 10.33915/etd.6015
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Fault Tolerance Analysis of L1 Adaptive Control System for Unmanned Aerial Vehicles

Abstract: Trajectory tracking is a critical element for the better functionality of autonomous vehicles. The main objective of this research study was to implement and analyze L1 adaptive control laws for autonomous flight under normal and upset flight conditions. The West Virginia University (WVU) Unmanned Aerial Vehicle flight simulation environment was used for this purpose. A comparison study between the L1 adaptive controller and a baseline conventional controller, which relies on position, proportional, and integr… Show more

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Cited by 4 publications
(2 citation statements)
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References 32 publications
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“…There are linear time-invariant models, parameter-varying models [6], and even non-linear models to this approach. Even in the past few years, Kalman Filter [1], adaptive control [7], sliding mode control [6,8], and PMI filter-based solutions [9] are being studied with little to no implementation on real flights. In 2016, Caliskan et.…”
Section: A Simulations and Real-flight Tests For Fdimentioning
confidence: 99%
See 1 more Smart Citation
“…There are linear time-invariant models, parameter-varying models [6], and even non-linear models to this approach. Even in the past few years, Kalman Filter [1], adaptive control [7], sliding mode control [6,8], and PMI filter-based solutions [9] are being studied with little to no implementation on real flights. In 2016, Caliskan et.…”
Section: A Simulations and Real-flight Tests For Fdimentioning
confidence: 99%
“…To simulate a failure, additional 4 rotors are added to the QDrone and tested under controlled environments. While most of the works involve simulations using Matlab and Simulink [8], another good demonstration from Narasimhan, Abishek, et al [3] employs this on Intels Shooting Star UAV platform and performs simulations in indoor and outdoor environments using only the onboard sensors. The control allocation is performed using pseudoinverse-based model inversion and the model is identified using least squares and updated using recursive least squares as the fault occurs.…”
Section: A Simulations and Real-flight Tests For Fdimentioning
confidence: 99%