 
                                                                                | Article ID: | iaor20043200 | 
| Country: | China | 
| Volume: | 20 | 
| Issue: | 2 | 
| Start Page Number: | 130 | 
| End Page Number: | 136 | 
| Publication Date: | Mar 2003 | 
| Journal: | Chinese Journal of Computational Physics | 
| Authors: | Zhang Peng, Liu Ruxun | 
| Keywords: | traffic flow | 
Two influential traffic flow models formulated by Zhang, H. M. and Wu, Zheng are improved to include the lane-change problem, and the relations between the two models and the traditional speed-density hypothesis model are discussed. Runge–Kutta Discontinuous Galerkin Finite Element Method is generalized and applied to these three models for numerical solutions through which the traffic signal problem, lane-change problem and non-equilibrium traffic flow phenomena are well simulated.