论文标题
考虑到驱动的交通信号时间的不确定性的车辆轨迹的优化
Optimization of Vehicle Trajectories Considering Uncertainty in Actuated Traffic Signal Timings
论文作者
论文摘要
本文在提供概率分布时介绍了一个可靠的最佳绿色光速咨询系统,用于固定和驱动的交通信号。这些分布代表了从信号相分和计时(Spat)消息的可能切换时间的域。该系统使用在动态编程程序中纳入的计算高效A-Star算法找到了成本最低的车辆轨迹,以最大程度地减少车辆的总燃油消耗。引入限制,以确保车辆不会与其他车辆相撞,运行红灯,或者超过最大车辆的混蛋以实现乘客舒适感。对模拟方案的结果进行了评估,以针对不知情驱动程序的可比轨迹计算节省燃料消耗。拟议的方法可节省大量的燃料,而确定性吐痰平均为37%,随机争吵平均为28%。进行灵敏度分析以了解吐痰预测中不确定性的程度如何影响最佳轨迹的燃料消耗。结果呈现出对这些预测的所需信心水平,以实现大多数可能的节省燃料消耗。具体而言,如果定时误差在95%的置信度下(3.3秒内),则建议的系统可以在最大节省的85%之内。他们还强调了更可靠的吐痰预测的重要性,鉴于其当前速度,绿色的时间越接近绿色的时间。
This paper introduces a robust optimal green light speed advisory system for fixed and actuated traffic signals when a probability distribution is provided. These distributions represent the domain of possible switching times from the Signal Phasing and Timing (SPaT) messages. The system finds the least-cost vehicle trajectory using a computationally efficient A-star algorithm incorporated in a dynamic programming procedure to minimize the vehicle's total fuel consumption. Constraints are introduced to ensure that vehicles do not, collide with other vehicles, run red lights, or exceed a maximum vehicular jerk for passenger comfort. Results of simulation scenarios are evaluated against comparable trajectories of uninformed drivers to compute fuel consumption savings. The proposed approach produced significant fuel savings compared to the uninformed driver amounting to 37 percent on average for deterministic SPAT and 28 percent for stochastic SPaT. A sensitivity analysis is performed to understand how the degree of uncertainty in SPaT predictions affects the optimal trajectory's fuel consumption. The results present the required levels of confidence in these predictions to achieve most of the possible savings in fuel consumption. Specifically, the proposed system can be within 85 percent of the maximum savings if the timing error is (within 3.3 seconds) at a 95 percent confidence level. They also emphasize the importance of more reliable SPaT predictions the closer the time to green is relative to the time the vehicle is expected to reach the intersection given its current speed.