Two degrees of freedom PID multi-controllers to design a mathematical driver model: Experimental validation and robustness tests
MENHOUR ; LECHNER ; CHARARA
Type de document
ARTICLE A COMITE DE LECTURE REPERTORIE DANS BDI (ACL)
Langue
anglais
Auteur
MENHOUR ; LECHNER ; CHARARA
Résumé / Abstract
This paper proposes a mathematical driver model based on PID multi-controllers having two degrees of freedom. Each PID controller making up this model is synthesized by the Ziegler-Nichols oscillation method, using the linear time invariant models which are obtained around their nominal operating points. The different PID controllers are combined using nonlinear optimization and the $H_{\\infty}$ constraint. To demonstrate its robustness it was tested on two models: a linear parameter variant model and a nonlinear four-wheel model. It was also tested in situations of high dynamic demand. The driver model showed good performance, stability and trajectory tracking. The performance tests were carried out using experimental data acquired by a Laboratory Peugeot 307 developed by INRETS-MA. This driver model was developed for an application known as Itinerary Rupture DIagnosis (DIARI), which aims to evaluate the physical limits of a vehicle negotiating a bend. DIARI requires a tool to determine the steering commands to be applied to a vehicle model, making extrapolations with respect to speed. Vehicle dynamics and experimental validation; mathematical driver model; PID multi-controllers; switching control
Source
Vehicle System Dynamics, num. 4, p595 - 624 p.
Editeur
Taylor & Francis
