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$H_\infty$ Event-Triggered Control With Performance Guarantees Vis-à-Vis the Optimal Periodic Solution

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The article puts forward an event-triggered controller with continuous-time $\boldsymbol{H_\infty }$ ($\boldsymbol{L_2}$-induced norm) performance guarantees. The sampling rate of the proposed controller never exceeds that of the optimal periodic sampled-data… Click to show full abstract

The article puts forward an event-triggered controller with continuous-time $\boldsymbol{H_\infty }$ ($\boldsymbol{L_2}$-induced norm) performance guarantees. The sampling rate of the proposed controller never exceeds that of the optimal periodic sampled-data controller for the same performance level. The proposed event-triggered controller yields actually slower sampling than that in the optimal periodic case, unless certain internal signal belongs to a class of “worst-case” analogue signals. The class of such signals, termed spoilers, is exhaustively characterized and shown to be atypical.

Keywords: event triggered; optimal periodic; tex math; inline formula; performance

Journal Title: IEEE Transactions on Automatic Control
Year Published: 2022

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