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Advanced Clustering With Frequency Sweeping Methodology for the Stability Analysis of Multiple Time-Delay Systems

机译:具有扫频方法的高级聚类,用于多个时滞系统的稳定性分析

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摘要

A new methodology, advanced clustering with frequency sweeping (ACFS), is introduced for the stability analysis of the most general class of linear time-invariant time-delay systems with multiple delays. ACFS is a cross fertilization of algebraic geometry, frequency sweeping technique and the root clustering paradigm, and it can directly extract the 2-D cross sections of the stability views in any two-delay domain. In this domain, ACFS can also test the delay-independent stability based on necessary and sufficient conditions, and can compute, for the delay-dependent case, the precise lower and upper bounds of the only parameter, the frequency, that ACFS sweeps. Case studies that are prohibitive to analyze with the existing analytical methods are presented to demonstrate the strengths of the method.
机译:引入了一种新的方法,即带有频率扫描的高级聚类(ACFS),用于对最常见的具有多个延迟的线性时不变时滞系统进行稳定性分析。 ACFS是代数几何,频率扫描技术和根聚类范式的交叉施肥,它可以直接提取任何两个延迟域中的稳定性视图的二维截面。在此域中,ACFS还可以基于必要条件和充分条件来测试与延迟无关的稳定性,并且可以为与延迟相关的情况计算ACFS扫描的唯一参数(频率)的精确上下限。案例研究禁止使用现有的分析方法进行分析,以证明该方法的优势。

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