Abstract

Recently, spacing policies of the vehicular platoon have been widely developed to enhance safety, traffic efficiency, and fuel consumption. However, the integrated spacing policies aim to maximum overall benefit, and the distributed spacing policies intense to get optimal monomer benefit. Ignoring the fairness of the benefit allocation of each vehicle will reduce the motivation to constitute the platoon. To fill this critical gap, this study proposes a spacing allocation method by treating spacing decisions as cooperative games. A flock’s model which is used to be the payoff function is introduced based on bionic motion principles. We present a characteristic function of the platoon for the cooperative game model considering the specific structure of the platoon. The τ value, Shapley value, and average lexicographic value are introduced and applied to allocate the spacing fairly. Proposed methods are compared with constant distance policy in some typical situations. The simulation results demonstrate that the spacing policy based on cooperative game theory improved the stable time for consistency control and the convergence of longitudinal following error.

Highlights

  • Cooperative control of multi-vehicles in platoon and its extended application in intelligent transportation technology are considered as efficient measures to solve nuisance to motorists, consumes less fuel, and likely causes less accidents [1]

  • To ensure the string stability, traffic flow stability, and local influenced by the spacing policy and motion controller

  • To ensure the string stability, traffic flow stability, the spacing policy tends to be more complex in comparison with the constant distance (CD) policy and constant time headway (CTH) policy

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Summary

A Cooperative Game Theory Approach

Yang Liu 1 , Changfu Zong 1 , Xiaojian Han 1 , Dong Zhang 2, * , Hongyu Zheng 1 and Chunmei Shi 3. Featured Application: The proposed method is applied to spacing allocation of the vehicles in platoon

Introduction
Spacing Policy
Game Theory Application in Transportation Research
Flock’s Model for Platoon
Methodology
Methodology Based on Cooperative Game Model for Platoon
The Average Lexicographic Value
Motion Controller
String Stability and Traffic Flow Stability
Model Validation
Simulation
Initial Velocity-Error Situation
Leading Vehicle Deceleration Situation
Analysis of the Performance
Conclusions
Full Text
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