Fuzzy cellular automata with complete number-conserving rule as traffic-flow models with bottleneck

Fuzzy cellular automata with complete number-conserving rule as traffic-flow models with bottleneck

Vector-valued fuzzy cellular automata (VFCA) are dynamical systems that are the continuous counterparts of cellular automata (CA). As such, continuous-valued traffic-flow models can be defined as VFCA that conserve the number of particles. In this study, a VFCA-based traffic model with obstacles on...

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Veröffentlicht in:JSIAM Letters 2022, Vol.14, pp.143-146
Hauptverfasser: Nishida, Yuki, Watanabe, Sennosuke, Fukuda, Akiko, Yanagisawa, Daichi
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bottleneck
cellular automata
fuzzy cellular automata
TASEP
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Watanabe, Sennosuke
Fukuda, Akiko
Yanagisawa, Daichi
description Vector-valued fuzzy cellular automata (VFCA) are dynamical systems that are the continuous counterparts of cellular automata (CA). As such, continuous-valued traffic-flow models can be defined as VFCA that conserve the number of particles. In this study, a VFCA-based traffic model with obstacles on the road is presented. The proposed VFCA model exhibits asymptotic behavior, in the fundamental diagram, similar to a totally asymmetric simple-exclusion process. This observation was also investigated using the mean-field theory by comparing the equations of the two models.
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subjects bottleneck
cellular automata
fuzzy cellular automata
TASEP
title Fuzzy cellular automata with complete number-conserving rule as traffic-flow models with bottleneck
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