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Managing partially automated network traffic flow: Efficiency vs. stability

机译:管理部分自动化的网络流量:效率与稳定性

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This paper analyzes how a central agent may bring a mixed traffic system including both human-driven and autonomous vehicles to an equilibrium that both maximizes the efficiency and is stable under the control. The evolution of the human drivers' route choices, as well as the agent's control measures, is described using a joint day-to-day (DTD) dynamical model based on probability route choice. Within this setting, we show that (1) the fixed point of the proposed dynamical system coincides with the unique mixed equilibrium, and (2) the system is asymptotically stable in continuous time, namely it always converges to the mixed equilibrium from a given initial state. We then examine how alternative control policies may affect the transition trajectory leading to the mixed equilibrium. Two alternative control schemes are proposed and analyzed. The first, referred to as the stability-first control, aims to stabilize a given disequilibrium as soon as possible. The second seeks to minimize the total system cost accumulated over the transition period, hence called the efficiency-first control. We propose a continuous time optimal control formulation for both schemes and discuss how the formulation can be discretized and solved to local optimality using existing algorithms. Numerical experiments conducted on two illustrative examples highlight the differences among the three control schemes and how the share of autonomous vehicles affects the tradeoff between the efficiency and stability of the mixed traffic system. Crown Copyright (C) 2018 Published by Elsevier Ltd. All rights reserved.
机译:本文分析了中央代理人如何使包括人力驱动和自动驾驶车辆在内的混合交通系统达到平衡,该平衡既可以最大化效率,又可以在控制下保持稳定。使用基于概率路线选择的联合每日(DTD)动力学模型描述了驾驶员路线选择的演变以及代理商的控制措施。在此设置下,我们表明(1)所提出动力系统的不动点与唯一混合平衡一致,并且(2)该系统在连续时间内是渐近稳定的,即,它始终从给定的初始收敛到混合平衡。州。然后,我们研究了替代控制策略如何影响导致混合均衡的过渡轨迹。提出并分析了两种替代控制方案。第一种,称为稳定性至上的控制,旨在尽快稳定给定的不平衡。第二个尝试将过渡期间累积的总系统成本降至最低,因此称为效率优先控制。我们为这两种方案提出了一个连续时间最优控制公式,并讨论了如何使用现有算法将公式离散化并求解为局部最优。在两个说明性示例上进行的数值实验突出了这三种控制方案之间的差异,以及无人驾驶车辆的份额如何影响混合交通系统的效率和稳定性之间的权衡。 Crown版权所有(C)2018,由Elsevier Ltd.出版。保留所有权利。

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