Predictor-Based CACC Design for Heterogeneous Vehicles With Distinct Input Delays

IF 4.6 Q2 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE IEEE Open Journal of Intelligent Transportation Systems Pub Date : 2024-11-07 DOI:10.1109/OJITS.2024.3493461
Amirhossein Samii;Nikolaos Bekiaris-Liberis
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Abstract

We develop a predictor-based cooperative adaptive cruise control (CACC) design for platoons with heterogeneous vehicles, whose dynamics are described by a third-order linear system subject to actuators delays, which are distinct for each individual vehicle. The design achieves individual vehicle stability, string stability, and zero, steady-state speed/spacing tracking errors, relying on a nominal, constant time headway (CTH)-type CACC design that achieves these specifications when all actuators’ delays are zero. This is achieved owing to the delay-compensating mechanism, of the CACC law introduced, for long delays and despite the fact that each vehicle’s dynamics are subject to different input delays, which makes the available predictor-feedback CACC designs inapplicable. The proofs of individual vehicle stability, string stability, and regulation rely on employment of an input-output approach on the frequency domain. We present consistent simulation results, including an example in which we employ real traffic data for the trajectory of the leading vehicle and an example via which we compare the performance of our design with the existing, predictor-feedback CACC and predictor-based ACC laws. In addition, we study numerically the robustness properties with respect to string stability of our predictor-based CACC design to (uncertain) communication delays. Thus, our numerical results validate the performance of the design in realistic scenarios and as compared with related, existing control laws.
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基于预测器的 CACC 设计,适用于具有不同输入延迟的异构车辆
我们开发了一种基于预测器的协同自适应巡航控制(CACC)设计,适用于具有异构车辆的排,其动态由一个三阶线性系统描述,受制于执行器延迟,而每个车辆的执行器延迟是不同的。该设计实现了单车稳定性、车群稳定性和零稳态速度/间距跟踪误差,依靠额定恒定时间前进速度(CTH)型 CACC 设计,在所有执行器延迟为零时实现了这些规格。尽管每辆车的动力受制于不同的输入延迟,这使得现有的预测反馈 CACC 设计无法适用,但由于引入的 CACC 法具有延迟补偿机制,因此在长延迟情况下仍能实现上述目标。单个车辆稳定性、串稳定性和调节性的证明依赖于频域输入输出方法的应用。我们提供了一致的仿真结果,包括一个采用真实交通数据计算领先车辆轨迹的示例,以及一个将我们的设计与现有的预测器反馈 CACC 和基于预测器的 ACC 法规进行性能比较的示例。此外,我们还从数值上研究了基于预测器的 CACC 设计对(不确定的)通信延迟的稳定性。因此,我们的数值结果验证了该设计在现实场景中的性能,并与相关的现有控制法则进行了比较。
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