Remarks on the Relationship between Mean-Speed and Concentration in Traffic Flow
スポンサーリンク
概要
- 論文の詳細を見る
On the basis of Prigogine’s kinetic theory on a traffic flow, a unique relation between the mean speed and the concentration is proposed. In case of low density traffic, the flow (defined by the concentration times the mean speed) versus the concentration is shown by a family of one-parameter curves, which terminates on the critical curve corresponding to a high density traffic. Some remarks are also given to the logarithmic law by Greenberg.
- 社団法人日本物理学会の論文
- 1975-04-15
著者
関連論文
- The Shape of a Bubble or a Drop Attached to a Flat Plate
- Extension of the M^2 and the Thin-Wing-Expansion Methods to Magnetohydrodynamics
- A Derivation of Guderley-Barish's Solution for the Sonic Flow on the Basis of the Thin-wing Expansion Method
- Remarks on the Relationship between Mean-Speed and Concentration in Traffic Flow
- On the Curved Shock Wave due to an Infinite Wedge placed in a Supersonic Uniform Flow
- On Some Singular Solutions of the Tricomi Equation relating to Transonic Flow
- Hodograph Method for Treating the Flow of a Perfectly Conducting Fluid with Aligned Magnetic Field
- Asymptotic Behaviour of the Location of a Detached Shock Wave in a Nearly Sonic Flow
- An Approximate Study on the Detached Shock Wave in front of a Circular Cylinder and a Sphere