论文标题
分散的无信号交集管理的分层稳健控制策略
A Hierarchical Robust Control Strategy for Decentralized Signal-Free Intersection Management
论文作者
论文摘要
连接和自动化车辆的开发是提高城市出行安全性和效率的关键。本文着重于在无信号交叉路口的合作车辆管理上,并考虑了车辆建模的不确定性和传感器测量干扰。在分散的交通协调框架中,层次强大的控制策略解决了问题,在该框架中,最佳控制和基于管的强大模型预测控制方法旨在在能量消耗和遍布方面层次求解一组CAVS的最佳交叉序列以及一组CAV的速度轨迹。为了捕获每辆车的能源消耗,其动力总成系统是按照电动驱动系统对准的。通过合适的放松和空间建模方法,可以将提出策略的优化问题提出为凸二阶锥体程序,该程序提供了独特且具有计算上有效的解决方案。还提供了严格的证据证明了凸的和原始问题之间的等效性。仿真结果说明了提出的策略的有效性和鲁棒性,并揭示了交通密度对控制解决方案的影响。对能源时间目标的帕累托最佳解决方案的研究表明,小幅减少旅程可以大大减少能源消耗,这强调了优化其权衡的必要性。最后,针对不同预测范围和采样间隔进行的数值比较提供了对控制设计的见解。
The development of connected and automated vehicles is the key to improving urban mobility safety and efficiency. This paper focuses on cooperative vehicle management at a signal-free intersection with consideration of vehicle modeling uncertainties and sensor measurement disturbances. The problem is approached by a hierarchical robust control strategy in a decentralized traffic coordination framework where optimal control and tube-based robust model predictive control methods are designed to hierarchically solve the optimal crossing order and the velocity trajectories of a group of CAVs in terms of energy consumption and throughput. To capture the energy consumption of each vehicle, their powertrain system is modeled in line with an electric drive system. With a suitable relaxation and spatial modeling approach, the optimization problems in the proposed strategy can be formulated as convex second-order cone programs, which provide a unique and computationally efficient solution. A rigorous proof of the equivalence between the convexified and the original problems is also provided. Simulation results illustrate the effectiveness and robustness of the proposed strategy and reveal the impact of traffic density on the control solution. The study of the Pareto optimal solutions for the energy-time objective shows that a minor reduction in journey time can considerably reduce energy consumption, which emphasizes the necessity of optimizing their trade-off. Finally, the numerical comparisons carried out for different prediction horizons and sampling intervals provide insight into the control design.