The jamming transition from the free traffic to the oscillatory traffic is
investigated with the unidirectionally coupled map lattice model which has
the hyperbolic tangent local map. Spatio-temporal structures in the jamming
transition are found with the use of numerical simulation. The traffic sta
tes are studied for both constant and noisy boundary conditions. We show th
e phase diagrams of different kinds of congested traffic. It is found that
the noise at the boundary has an important effect on the traffic states. Th
e traffic behavior in the coupled map lattice model exhibits a jamming tran
sition similar to that found in the car-following model. (C) 2001 Elsevier
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