Long-Distance GNSS-Denied Visual Inertial Navigation for Autonomous Fixed-Wing Unmanned Air Vehicles: SO(3) Manifold Filter Based on Virtual Vision Sensor

Author:

Gallo Eduardo1ORCID,Barrientos Antonio1ORCID

Affiliation:

1. Centro de Automática y Robótica, Universidad Politécnica de Madrid—Consejo Superior de Investigaciones Científicas, 28006 Madrid, Spain

Abstract

This article proposes a visual inertial navigation algorithm intended to diminish the horizontal position drift experienced by autonomous fixed-wing UAVs (unmanned air vehicles) in the absence of GNSS (Global Navigation Satellite System) signals. In addition to accelerometers, gyroscopes, and magnetometers, the proposed navigation filter relies on the accurate incremental displacement outputs generated by a VO (visual odometry) system, denoted here as a virtual vision sensor, or VVS, which relies on images of the Earth surface taken by an onboard camera and is itself assisted by filter inertial estimations. Although not a full replacement for a GNSS receiver since its position observations are relative instead of absolute, the proposed system enables major reductions in the GNSS-denied attitude and position estimation errors. The filter is implemented in the manifold of rigid body rotations or SO(3) in order to minimize the accumulation of errors in the absence of absolute observations. Stochastic high-fidelity simulations of two representative scenarios involving the loss of GNSS signals are employed to evaluate the results. The authors release the C++ implementation of both the visual inertial navigation filter and the high-fidelity simulation as open-source software.

Funder

Madrid Robotics Digital Innovation Hub

R&D Activity Programs in the Madrid Community

EU Structural Funds

Publisher

MDPI AG

Subject

Aerospace Engineering

Reference80 articles.

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2. Reduction of GNSS-Denied Inertial Navigation Errors for Fixed Wing Autonomous Unmanned Air Vehicles;Gallo;Aerosp. Sci. Technol.,2021

3. Sola, J. (2017). Quaternion Kinematics for the Error-State Kalman Filter. arXiv.

4. Sola, J., Deray, J., and Atchuthan, D. (2018). A Micro Lie Theory for State Estimation in Robotics. arXiv.

5. Gallo, E. (2023). The SO(3) and SE(3) Lie Algebras of Rigid Body Rotations and Motions and their Application to Discrete Integration, Gradient Descent Optimization, and State Estimation. arXiv.

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