Anisotropic Effect on Jamming Transition in Traffic-Flow Model
スポンサーリンク
概要
- 論文の詳細を見る
We investigate the anisotropic effect of densities of cars on the dynamical jamming transition and self-organization in the cellular automaton model of traffic flow. By the use of computer simulation, it is shown that the traffic-jam transition occurs at higher density of cars with increasing the difference between the density of upward cars and the density of right cars. The phase diagram of the jamming transition is found. The patterns of traffic flow by self-organization of cars are shown. We find that the difference of the densities of cars has an important effect on the dynamical jamming transition. We also present a mean-field theory for the jamming transition in the traffic-flow model.
- 社団法人日本物理学会の論文
- 1993-08-15
著者
関連論文
- Diffusion-Limited Aggregation in Coupled Diffusion Fields
- Diffusion-Limited Aggregation on Percolating Cluster:Crossover and Multifractal Structure
- Aggregation at Early Stage of Growth in Thin Films
- Morphological Evolution in DLA under Rotating Flow
- Drift-Induced Transition and Growth-Rate Distribution in Diffusion-Limited Aggregation
- Gas Kinetic Approach to Two-Dimensional Traffic Flow
- Power-Law Distribution and 1/f Noise of Waiting Time near Traffic-Jam Threshold
- Propagation of Jams in Congested Traffic Flow
- Kinetics of Clustering and Acceleration in 1D Traffic Flow
- Anisotropic Effect on Jamming Transition in Traffic-Flow Model
- Gas Kinetics of Traffic Jam
- Self-Organization in 2D Traffic Flow Model with Jam-Avoiding Drive
- Effect of Jam-Avoiding Turn on Jamming Transition in Two-Dimensional Traffic Flow Model
- Scaling of Coalescing Random Walkers with Injection Obeying Nonlinear Conservation Law
- Fractal Structure and Pattern in Two-Species Growth Model : A Generalized Directed Percolation
- Scaling Structure of Pit Profile in Pitting Corrosion
- Scaling of Aggregation with Creation
- Morphological Evolution in DLA under Thermal Convection
- Deterministic Avalanches on a Branching Koch Curve
- Unsteady Diffusion-Limited Aggregation
- Fractal and Multifractal Properties of Poissonian Growth
- Self-Organized Criticality and Scaling in Lifetime of Traffic Jams
- Modified Laplacian Growth under Shear Flow
- Traffic Jam and Shock Formation in Stochastic Traffic-Flow Model of a Two-Lane Roadway
- Laplacian Growth at Reaction Surface
- Instability of a Traffic Jam Induced by Slowing Down