WIT Press


Modelling A Vehicle’s Speed Fluctuation With A Cellular Automata Model

Price

Free (open access)

Paper DOI

10.2495/UT120321

Volume

128

Pages

12

Page Range

371 - 382

Published

2012

Size

401 kb

Author(s)

J. Zheng, K. Suzuki & M. Fujita

Abstract

As is well known, a vehicle’s speed fluctuation has significant impact on traffic capacity, road safety, fuel consumption, and exhaust gas emission. Considerable microscopic traffic models have been developed in past decades, while the ability of describing the realistic speed fluctuation has rarely been examined. With the data from real traffic, in this study we investigate the performance of two typical car-following models on modelling speed fluctuation. Our findings indicate that neither of them can mimic a realistic speed fluctuation with high accuracy. In addition, it is found that the model with the minimum speed error does not necessarily mean it can describe speed fluctuation most realistically. To simulate this phenomenon more accurately, by introducing a reasonable duration of stable speed, we propose one kind of cellular automata model. Simulation results show that the model depicts a vehicle’s speed fluctuation with higher fidelity, relative to two typical models. Keywords: traffic simulation car-following model cellular automata model speed fluctuation. 1 Introduction Traffic simulation as an effective tool for traffic system analysis and traffic management has become very popular in recent years. One critical problem, however, in traffic simulation is the reality of the used models, which has had a great effect on the validity of analysis results and correct judgment of traffic strategies. Car-following models and lane-changing models, the most significant components in a traffic simulator, attract a lot of attention from traffic researchers. A number of models have been proposed to describe the phenomena from real traffic more accurately [1–8].

Keywords

traffic simulation, car-following model, cellular automata model, speed fluctuation.