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Nonconvex Consensus ADMM for Cooperative Lane Change Maneuvers of Connected Automated Vehicles

机译:合作车道的非谐波共识ADMM改变连接自动车辆的机动

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摘要

Connected and automated vehicles (CAVs) offer huge potential to improve the performance of automated vehicles (AVs) without communication capabilities, especially in situations when the vehicles (or agents) need to be cooperative to accomplish their maneuver. Lane change maneuvers in dense traffic, e.g., are very challenging for non-connected AVs. To alleviate this problem, we propose a holistic distributed lane change control scheme for CAVs which relies on vehicle-to-vehicle communication. The originally centralized optimal control problem is embedded into a consensus-based Alternating Direction Method of Multipliers framework to solve it in a distributed receding horizon fashion. Although agent dynamics render the underlying optimal control problem nonconvex, we propose a problem reformulation that allows to derive convergence guarantees. In the distributed setting, every agent needs to solve a nonlinear program (NLP) locally. To obtain a real-time solution of the local NLPs, we utilize the optimization engine OpEn which implements the proximal averaged Newton method for optimal control (PANOC). Simulation results prove the efficacy and real-time capability of our approach.
机译:连接和自动车(骑士)提供了巨大的潜力,提高自动化车辆(AVS)的无通信功能的性能,尤其是在情况下,当车辆(或代理人)必须是合作来完成自己的动作。在密集交通,例如车道变更操纵,非常具有挑战性的非连接的AV。为了缓解这一问题,我们提出了依赖于车对车通信骑士队的整体分布车道变换控制方案。最初的集中优化控制问题被嵌入到基于共识的交替方向法乘框架来解决它在分布式滚动时域的时尚。虽然代理动态渲染底层的最优控制问题非凸,我们提出了一个问题,重新配制,让推导收敛保证。在分布式环境,每个代理需要解决非线性程序(NLP)本地。获得本地NLPs的实时解决方案,我们利用优化引擎打开它实现了近侧平均牛顿法最优控制(PANOC)。仿真结果证明我们的方法的有效性和实时性。

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