Stabilizing mixed vehicular platoons with connected automated vehicles

An H-infinity approach

Journal Article (2020)
Author(s)

Yang Zhou (University of Wisconsin-Madison)

Soyoung Ahn (University of Wisconsin-Madison)

M. Wang (TU Delft - Transport and Planning)

S.P. Hoogendoorn (TU Delft - Transport and Planning)

Transport and Planning
DOI related publication
https://doi.org/10.1016/j.trb.2019.06.005
More Info
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Publication Year
2020
Language
English
Transport and Planning
Volume number
132
Pages (from-to)
152-170

Abstract

This paper presents a car-following control strategy of connected automated vehicles (CAVs) to stabilize a mixed vehicular platoon consisting of CAVs and human-driven vehicles. This study first establishes a string stability criterion for a mixed vehicular platoon. Specifically, a mixed vehicular platoon is decomposed into “subsystems” that are all possible sequential subsets of the platoon. String stability is then defined as the “head-to-tail” string stability for all subsystems: the magnitude of a disturbance is not amplified from the first vehicle to the last vehicle of each subsystem. Based on this definition, distributed frequency-domain-based CAV control is proposed to increase the number of head-to-tail string stable subsystems and consequently dampen stop-and-go disturbances drastically. Specifically, an H-infinity control problem is formulated, where the maximum disturbance “damping ratios” in each subsystem is minimized within the predominant acceleration frequency boundaries of human-driven vehicles. Simulation experiments, embedded with real human-driven vehicle trajectories, were conducted, and results show that the proposed control can effectively dampen stop-and-go disturbances.

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