2009 6th International Multi-Conference on Systems, Signals and Devices 2009
DOI: 10.1109/ssd.2009.4956704
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On the robustness analysis of triangular nonlinear systems: iISS and practical stability

Abstract: This note synthesizes recent results obtained by the authors on the stability and robustness analysis of cascaded systems. It focuses on two properties of interest when dealing with perturbed systems, namely integral input-tostate stability and practical stability. We present sufficient conditions for which each of these notions is preserved under cascade interconnection. The obtained conditions are of a structural nature, which makes their use particularly easy in practice.

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“…However, the filters are applied for the three measurement outputs only when considering measurement noise. As the filter introduces a phase shift, only a practical stability [35][36][37] can be expected. Unfortunately, the fault cannot be detected without a filter, when the noise is not negligible.…”
Section: Hosm Differentiatormentioning
confidence: 99%
“…However, the filters are applied for the three measurement outputs only when considering measurement noise. As the filter introduces a phase shift, only a practical stability [35][36][37] can be expected. Unfortunately, the fault cannot be detected without a filter, when the noise is not negligible.…”
Section: Hosm Differentiatormentioning
confidence: 99%