在这篇论文,一个新汽车追随者模型被介绍小巷由领先的车辆变化,考虑潜力的预料。模型的稳定性条件被使用线性稳定性理论获得。修改 Korteweg de Vries (KdV ) 方程被构造并且解决,并且交通的三种类型流动在前进敏感空间,也就是稳定、亚稳、不稳定的,被分类。两分析并且模拟结果关于小巷变化显示出那焦虑确实确实在驾驶行为和那上有影响在汽车追随者模型改变概率的小巷的考虑能稳定交通流动。在稳定性改进和小巷变化概率之间的量的关系也被调查。
In this paper, a new car-following model is presented, taking into account the anticipation of potential lane changing by the leading vehicle. The stability condition of the model is obtained by using the linear stability theory. The modified Korteweg-de Vries (KdV) equation is constructed and solved, and three types of traffic flow in the headway-sensitivity space, namely stable, metastable and unstable ones, are classified. Both the analytical and simu- lation results show that anxiety about lane changing does indeed have an influence on driving behavior and that a consideration of lane changing probability in the car-following model could stabilize traffic flows. The quantitative relationship between stability improvement and lane changing probability is also investigated.