Multi-anticipation lattice model of traffic flow and numerical simulation
交通流多格点预估格子模型与数值仿真

This paper constructed a new multi-anticipation lattice model of traffic flow by considering the driver anticipation effect on traffic flux of multi-lattice. It obtained stability condition of improved model by linear stability analysis and derived kink-antikink solution through nonlinear analysis. Therefore it divided the space into three regions: stable, metastable and unstable. Numerical simulation shows that the stability of traffic flow can be further enhanced with the consideration of the driver anticipation effect on traffic flux of multi-lattice.