IEEE Transactions on Industrial Electronics · 2016 · 208 citations · 30 references
EngineeringMarine EngineeringRobotics EngineeringAutonomous VehiclesMarine RoboticsUnderwater RoboticsAutonomous Underwater VehiclesFormation ControlMarine Robot ControlOptimal ControlVehicle ControlAutonomous Underwater Vehicle ControlClosed-loop SystemsCooperative ControlFormation TrackingReceding Horizon ControlSimulation StudiesStability ConditionsUnderwater Vehicle Control
Cooperative control of marine vehicles is widely used in various marine missions and tasks. The study addresses receding‑horizon formation tracking for a fleet of underactuated AUVs, where followers must maintain a prescribed formation while respecting input constraints. An auxiliary stabilizable control law underpins a novel optimization problem, leading to a receding‑horizon control algorithm whose feasibility and closed‑loop stability conditions are analytically derived. Simulations confirm the effectiveness of the proposed algorithm and validate the theoretical results.
The cooperative control of marine vehicles finds wide applications in many marine missions and tasks. This paper investigates the receding horizon formation tracking control problem of a fleet of underactuated autonomous underwater vehicles (AUVs), in which the follower AUVs are required to track the leader with prescribed formation pattern, and the control inputs of the follower AUVs are subject to practical constraints. An auxiliary stabilizable control law is first designed, based on which a novel optimization problem is proposed and a new receding horizon control (RHC) algorithm is designed to generate control inputs. The theoretical feasibility conditions of the RHC-based tracking algorithm and the stability conditions of the closed-loop systems are provided. Simulation studies are conducted, and the simulation results verify the effectiveness of the proposed algorithm and theoretical results.
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Constrained model predictive control: Stability and optimality
D.Q. Mayne, James B. Rawlings, Christopher V. Rao et al. · Automatica · 2000 · 8.5K citations
Asymptotic Stability and Feedback Stabilization
R. Brockett · 1982 · 2.6K citations
Hong Chen, Frank Allgöwer · Automatica · 1998 · 1.5K citations
Natural Sciences, Aerospace Engineering, Dynamical Systems +10