A streaming-data-driven method for freeway traffic state estimation using probe vehicle trajectory data

This paper proposes a streaming-data-driven method for freeway traffic state estimation based on probe vehicle trajectory data, which are represented by a series of timestamps, spatial locations, and instantaneous speeds. The flow and density of a freeway section are reconstructed by estimating the numbers of normal vehicles between consecutive probe vehicles. Specifically, freeway traffic process is divided into different episodes based on the occurrence of shockwaves. The speed of a shockwave is assumed stochastic, and its posterior distribution is estimated via Bayesian regression. Based on the estimated shockwave speed, the number of vehicles between the most downstream and most upstream probe vehicles in an episode is estimated based on Newell's simplified car following theory. Then the penetration rate of probe vehicles can be obtained and the numbers of normal vehicles among the probe vehicles that are not captured by shockwaves can also be estimated. Finally, the trajectories of the normal vehicles are reconstructed using linear interpolation. The proposed approach is demonstrated by a simulation experiment and a real-world case study. A good estimation accuracy is achieved even when the penetration rates are as low as 5%-20%. The proposed method is also compared with a state-of-the-art method in the simulation study, which also estimates freeway traffic state solely based on probe vehicle trajectory data. It achieves a comparable performance without spacing information in the trajectory data. (C) 2022 Elsevier B.V. All rights reserved.

Automated summary

This paper proposes a streaming-data-driven method for estimating freeway traffic state based on probe vehicle trajectory data. The method reconstructs the flow and density of the freeway section by estimating the numbers of normal vehicles between consecutive probe vehicles. The speed of shockwaves is assumed to be stochastic, and its posterior distribution is estimated using Bayesian regression. The method achieves good estimation accuracy even with low penetration rates. It is also compared to a state-of-the-art method in a simulation study and shows comparable performance without spacing information in the trajectory data.