@article{ref1,
title="Driver/vehicle systems: From linear stability to chaotic oscillations",
journal="Heavy vehicle systems",
year="1997",
author="Payre, G and Bourassa, P and Khan, Moin and Liu, Zhigang",
volume="4",
number="2-4",
pages="125-144",
abstract="The modelling of vehicle dynamics results in systems of differential equations. The pilot action is incorporated into these equations either as a state variable or as a retarded forcing term. The characteristic value of stability for the driver/vehicle system are first established by a linearization method. Vehicle motion above the critical value for stability is shown to be either oscillation or exponentially divergent trajectories; the central manifold theory permits one to ascertain which of the two cases will occur. It is shown that an external periodic disturbance applied to the front wheels can induce chaotic motions for some range of the forward speed parameter.   <p>Language: en</p>",
language="en",
issn="1351-7848",
doi="",
url="http://dx.doi.org/"
}