Thermodynamic phase transitions reveal the resilience structure of urban traffic congestion
Luis E. Olmos

TL;DR
This paper models urban traffic congestion as a thermodynamic phase transition, revealing how city infrastructure and demand influence resilience and congestion dynamics across multiple cities.
Contribution
It introduces a physics-inspired framework that characterizes urban traffic transitions using thermodynamic concepts and validates it with extensive empirical data.
Findings
Cities exhibit a phase transition in congestion analogous to physical systems.
An effective temperature quantifies infrastructural heterogeneity and congestion exploration.
The macroscopic fundamental diagram is a projection of a more complex free-energy landscape.
Abstract
Understanding how cities transition from free-flowing to congested traffic remains a central open problem in urban science. Here we show that city-scale congestion undergoes a reproducible nonlinear transition analogous to an order-disorder phase transition in statistical mechanics, in which aggregate mobility acts as a control parameter and jam extent as a collective order parameter. Crucially, this analogy is not merely formal: we derive and empirically identify an effective thermodynamic temperature with concrete physical meaning, quantifying infrastructural heterogeneity and how broadly a city explores congestion configurations as demand increases. Low-temperature cities are congestion-fragile: small mobility increases trigger sharp, system-wide jam transitions. This framework further reveals that the macroscopic fundamental diagram is an incomplete description of the traffic state:…
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