Formation control plays a crucial role in many areas where multiple mobile robots need to be coordinated. In this paper, a formation's control architecture for a homogeneous fleet of three unicycles is proposed. The control architecture is robust by design when using the Linear Matrix Inequality (LMI) based approach. To include collision avoidance into the system, artificial potential fields are inserted in the control algorithm. The closed-loop system performance is evaluated in numerical simulations with different scenarios in motion or still. Simulation results demonstrate that with the proposed controller the agents reach the formation despite the disturbances and, according to the hierarchy defined between them, the unicycles deviate their trajectories to avoid collisions.

Robust Control Architecture for Fleet Formation Based on LMI and Artificial Potential Fields

Morando A. E. S.;Bozzi A.;Zero E.;Sacile R.;
2025-01-01

Abstract

Formation control plays a crucial role in many areas where multiple mobile robots need to be coordinated. In this paper, a formation's control architecture for a homogeneous fleet of three unicycles is proposed. The control architecture is robust by design when using the Linear Matrix Inequality (LMI) based approach. To include collision avoidance into the system, artificial potential fields are inserted in the control algorithm. The closed-loop system performance is evaluated in numerical simulations with different scenarios in motion or still. Simulation results demonstrate that with the proposed controller the agents reach the formation despite the disturbances and, according to the hierarchy defined between them, the unicycles deviate their trajectories to avoid collisions.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11567/1280660
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