The paper presents the design of a lateral stability controller for ground vehicles based on front steering and four wheels independent braking. The control objective is to track yaw rate and lateral velocity reference signals while avoiding front and rear wheel traction force saturation. Control design is based on an approximate piecewise–affine nonlinear dynamical model of the vehicle. Vehicle longitudinal velocity and drivers steering input are modeled as measured disturbances taking values in a compact set. A time–optimal control strategy which ensures convergence into a maximal robust control invariant (RCI) set is proposed. This paper presents the uncertain model, the RCI computation, and the control algorithm. Simulations results on a high–fidelity vehicle model show the effectiveness of the propose scheme.

Robust electronic stability control via set-based methods for uncertain piecewise affine systems

Glielmo L.
2011-01-01

Abstract

The paper presents the design of a lateral stability controller for ground vehicles based on front steering and four wheels independent braking. The control objective is to track yaw rate and lateral velocity reference signals while avoiding front and rear wheel traction force saturation. Control design is based on an approximate piecewise–affine nonlinear dynamical model of the vehicle. Vehicle longitudinal velocity and drivers steering input are modeled as measured disturbances taking values in a compact set. A time–optimal control strategy which ensures convergence into a maximal robust control invariant (RCI) set is proposed. This paper presents the uncertain model, the RCI computation, and the control algorithm. Simulations results on a high–fidelity vehicle model show the effectiveness of the propose scheme.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12070/13636
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