Traffic gridlock on a honeycomb city
L.E. Olmos, J.D. Mu\~noz

TL;DR
This study explores traffic flow behavior on a honeycomb city layout using the BML model, revealing a single phase transition and potential improvements through simple modifications, challenging traditional square grid urban designs.
Contribution
It demonstrates that the BML traffic model on honeycomb networks exhibits a unique continuous phase transition and suggests honeycomb layouts as a promising alternative for urban planning.
Findings
Single continuous phase transition observed on honeycomb networks.
Modifications like traffic light adjustments improve traffic flow.
Honeycomb layouts outperform square grids in certain traffic conditions.
Abstract
As a clear signature of modern urban design concepts, urban street networks in dense populated zones are evolving nowadays towards grid-like layouts with rectangular shapes, and most studies on traffic flow assume street networks as square lattices. However, ideas from forgotten design schools bring unexplored alternatives that might improve traffic flow in many circumstances. Inspired on an old and almost in oblivion urban plan, we report the behavior of the Biham-Middleton-Levine model (BML) \-- a paradigm for studying phase transitions of traffic flow \-- on a hypothetical city with a perfect honeycomb street network. In contrast with the original BML model on a square lattice, the same model on a honeycomb does not show any anisotropy or intermediate states, but a single continuous phase transition between free and totally congested flow, a transition that can be completely…
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