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Stability Analysis for a String of Coupled Stable Subsystems With Negative Imaginary Frequency Response

机译:负虚数频率响应的一串耦合稳定子系统的稳定性分析

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摘要

For a string of (possibly arbitrarily many) coupled stable subsystems that are equipped with a dynamic property of negative imaginary frequency response, we characterize stability of the string by a dc gain condition that can be expressed as a continued fraction with verifiable convergence properties. Through analysis of the convergence of the continued fraction, we establish stability results for the string with various coupling gains and patterns. The derived results are applied to locally decentralized control of large vehicle platoons, possibly with heterogenous neighboring coupling.
机译:对于一串(可能任意多个)耦合的稳定子系统,这些子系统具有负虚数频率响应的动态特性,我们通过直流增益条件来表征串的稳定性,该直流增益条件可以表示为具有可验证收敛性的连续分数。通过分析连续分数的收敛性,我们建立了具有各种耦合增益和模式的弦的稳定性结果。推导的结果可应用于大型车辆排的局部分散控制,可能带有异质的相邻耦合。

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