摘要
研究Newell的延迟微分方程的交通流模型.应用modified Lotka-Volterra方程的求解方法,对此延迟微分方程进行超离散化,同时给出了超离散方程的解,最后分析交通阻塞的延迟传播.
Newell's traffic flow model for delay differential equation is studied. The ultra-discretization of the delay differential equation is constructed by using the method of solving modified Lotka-Volterra equation. Meanwhile,traveling wave solutions for the obtained delay difference equation are discussed. Finally,it is showed for traffic jam delay propagation.
出处
《闽江学院学报》
2016年第2期1-5,共5页
Journal of Minjiang University
关键词
延迟微分方程
超离散化
交通流
delay differential equation
ultra-discretization
traffic flow