Analysis of a continuous car-following model for a bus route:
existence stability and bifurcations of synchronous motions.
Henri Huijberts, Department of Engineering, Queen Mary,
University of London
In this seminar we consider the synchronous motions (motions for
which each of the buses moves with a constant velocity) of a car-
following model for a circular bus route. Different types of
synchronous motion are identified, and their local stability is
studied using root locus methods. The bifurcations of synchronous
motions are described, and simulation results are given.
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