A DERIVATION OF THE AW-RASCLE TRAFFIC MODELS FROM FOKKER-PLANCK TYPE KINETIC MODELS

Illner R; Kirchner C; Pinnau R

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A DERIVATION OF THE AW-RASCLE TRAFFIC MODELS FROM FOKKER-PLANCK TYPE KINETIC MODELS

机译：从福克-普朗克型动力学模型推导AW网格交通模型

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摘要

We show how the Aw-Rascle model, a hyperbolic system of PDEs modeling traffic flow, can be derived from a simplified Fokker-Planck type kinetic equation.

机译：我们展示了如何从简化的Fokker-Planck型动力学方程式中得出Aw-Rascle模型（PDEs的双曲线系统，用于建模交通流）。

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《Quarterly of Applied Mathematics》 |2009年第1期|共7页
作者
Illner R; Kirchner C; Pinnau R;
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正文语种 eng
中图分类数学;
关键词
Traffic flow; kinetic equation; Fokker-Planck; Aw-Rascle model; multilane traffic;

机译：交通流;动力学方程;Fokker-Planck;Aw-Rascle模型;多车道交通;

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专利

1. A DERIVATION OF THE AW-RASCLE TRAFFIC MODELS FROM FOKKER-PLANCK TYPE KINETIC MODELS [J] . Illner R, Kirchner C, Pinnau R Quarterly of Applied Mathematics . 2009,第1期

机译：从福克-普朗克型动力学模型推导AW网格交通模型
2. Comment on“On the controversy around Daganzo's requiem for and Aw-Rascle's resurrection of second-order traffic flow models”by D. Helbing and A.F. Johansson What faster-than-traffic characteristic speeds mean for vehicular traffic flow [J] . H.M. Zhang The European physical journal, B. Condensed matter physics . 2009,第4期

机译：D. Helbing和A.F. Johansson评述“关于Daganzo要求赎罪和Aw-Rascle复活二阶交通流的争议”，交通速度快于交通的特征速度意味着什么？
3. Reply to comment on“On the controversy around Daganzo's requiem for and Aw-Rascle's resurrection of second-order traffic flow models”by H.M. Zhang [J] . D. Helbing The European physical journal, B. Condensed matter physics . 2009,第4期

机译：由H.M.撰写的评论“关于Daganzo的赎罪和Aw-Rascle的二阶交通流模型复活的争议”的评论张
4. On the Controversy Around Daganzo's Requiem for and Aw-Rascle's Resurrection of Second-Order Traffic Flow Models [C] . Dirk Helbing, Anders Johansson C.I.M.E. Summer School . 2013

机译：关于Daganzo的Reviem争论和AW-Rascle的复活的二阶交通流量模型
5. Implementation into DIVIMP of a drift-kinetic model derived from the Fokker-Planck equation to examine the parallel-to-B velocity component of impurity ions in divertor-tokamak plasmas. [D] . Schwanke, Peter. 2001

机译：从Fokker-Planck方程导出的漂移动力学模型在DIVIMP中的实现，以检查偏滤托卡马克等离子体中杂质离子的平行于B速度分量。
6. From Continuum Fokker-Planck Models to Discrete Kinetic Models [O] . Jianhua Xing, Hongyun Wang, George Oster 2005

机译：从连续福克-普朗克模型到离散动力学模型
7. The Aw–Rascle Traffic Model: Enskog-Type Kinetic Derivation and Generalisations [O] . Giacomo Dimarco, Andrea Tosin 2019

机译：AW-Rascle流量模型：Enskog型动力学推导和概括

A DERIVATION OF THE AW-RASCLE TRAFFIC MODELS FROM FOKKER-PLANCK TYPE KINETIC MODELS

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