车辆排串稳定性:网络无源方法

C. N. Mokogwu, K. Hashtrudi-Zaad
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引用次数: 2

摘要

对具有不同互连拓扑结构的大型互连系统的控制主要采用分散控制来解决。分散控制的一种实现是互联系统的串稳定性,并应用于车辆跟随。本文提出了用被动形式化理论分析车辆排串稳定性的方法。为了利用无源性,利用网络理论对车辆排系统的互联拓扑进行建模。以采用线性控制器的等间距线性动力学模型的双向车辆排为例进行了研究。考虑到这一点,我们表明任何任意长度的双向排都可以建模为双端口网络级联到单端口网络的组合。因此,可以用无源性理论分析耦合系统的稳定性。本文的工作得到了理论和数值分析的支持。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Vehicle Platoon String Stability: Network Passivity Approach
Control of large interconnected systems with different interconnection topologies has primarily been tackled using decentralized control. An implementation of decentralized control is in string stability of interconnected systems with applications to vehicle following. In this paper, the use of passivity formalism as a means to analyse string stability in vehicle platoons is proposed. In order to employ passivity, network theory is used to model the interconnection topology of the vehicle platoon system. A bidirectional vehicle platoon, modelled by linear dynamics under constant distance spacing, employing linear controllers is used as a case study. With this in mind, we show that any arbitrary length bidirectional platoon can be modelled as a combination of a cascade of two-port networks coupled to a one-port network. Consequently, the stability of the coupled system can be analysed using passivity theory. The work is supported by theoretical and numerical analysis.
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