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Parameterized Trajectory Planning for Dynamic Soaring

Zhenda Li, Jack W. Langelaan

2020AIAA Scitech 2020 Forum13 citationsDOI

Abstract

Methods for parameterized trajectory planning for dynamic soaring are discussed. Two parameterizations based on flight path are described: the first uses cubic splines, with parameters defining the locations of a set of control points; the second uses skewed/flattened sinusoids, where parameters define skewness, flatness, amplitude, and frequency. Both parameterizations are continuous to at least C2, allowing smooth trajectories to be planned and flown. A trajectory following controller tracks the planned trajectories. Both parameterizations are compared with a collocation method and show faster convergence as well as improved performance in cases where wind fields are not known precisely. A deep neural network is developed to permit fast computation of trajectories under changing wind conditions. Convergence of trajectories using this deep neural network method is shown in simulation.

Topics & Concepts

Parameterized complexityTrajectoryComputer scienceAlgorithmPhysicsAstronomyRobotic Path Planning AlgorithmsVehicle Dynamics and Control SystemsReal-time simulation and control systems
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