Speed dependent stochasticity capacitates Newell model for synchronized flow and oscillation growth pattern
Junfang Tian, Rui Jiang, Bin Jia, Shoufeng Ma, Ziyou Gao

TL;DR
This study enhances the Newell car-following model by incorporating speed-dependent stochastic factors, successfully replicating empirical traffic oscillations and synchronized flow patterns observed in real-world data.
Contribution
The paper introduces a stochastic extension to the Newell model with speed-dependent randomness, improving the simulation of traffic oscillations and flow patterns.
Findings
Simulated traffic oscillations match empirical NGSIM data.
Model captures concave growth pattern of traffic oscillations.
Stochasticity significantly influences traffic flow dynamics.
Abstract
This paper has incorporated the stochasticity into the Newell car following model. Three stochastic driving factors have been considered: (i) Driver's acceleration is bounded. (ii) Driver's deceleration includes stochastic component, which is depicted by a deceleration with the randomization probability that is assumed to increase with the speed. (iii) Vehicles in the jam state have a larger randomization probability. Two simulation scenarios are conducted to test the model. In the first scenario, traffic flow on a circular road is investigated. In the second scenario, empirical traffic flow patterns in the NGSIM data induced by a rubberneck bottleneck is studied, and the simulated traffic oscillations and synchronized traffic flow are consistent with the empirical patterns. Moreover, two experiments of model calibration and validation are conducted. The first is to calibrate and…
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Taxonomy
TopicsTraffic control and management · Transportation Planning and Optimization · Traffic Prediction and Management Techniques
