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- W596386384 abstract "The authors introduce a general class of traffic models derived as perturbations of cell-transmission type models. These models use different dynamics in free-flow and in congestion phases. They can be viewed as extensions to cell transmission type models by considering the velocity to be a function not only of the density but also of a second state variable describing perturbations. The authors present the models in their discretized form under a new formulation similar to the classical supply demand formulation used by the seminal Cell-Transmission Model. We show their equivalence to hydrodynamic models. The authors detail the properties of these so-called perturbed cell-transmission models and illustrate their modeling abilities on benchmark cases. It is shown that they encompass several well-known phenomena not captured by classical models, such as forward moving disturbances. An implementation method is outlined to implement a perturbed cell transmission from a classical cell transition model." @default.
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- W596386384 date "2010-01-10" @default.
- W596386384 modified "2023-09-26" @default.
- W596386384 title "A class of perturbed Cell-Transmission models to account for traffic variability" @default.
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