Browsing by Author "Antonyronika, M"
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Item ROBUST H∞ FILTER DESIGN FOR DISCRETE TIME SWITCHED INTERCONNECTED SYSTEMS WITH TIME-VARYING DELAYS(Elsevier Ltd, 2024-07-30) Arthi, G; Antonyronika, M; Yong-Ki, MaThe filter design of H∞ for an interconnecting system (IS) with uncertain discrete time switching is examined. Discrete-time N-linear subsystems with coupling states that have time delays, external disturbances and uncertainty are taken into account. Utilising Lyapunov-Krasovskii functional (LKF) and the Linear-Matrix-Inequality (LMI) approach, an appropriate filter is designed for the considered interconnected system. To remove an outside disruption, H∞ performances (HP) are implemented. Sufficient criteria are developed to assure the Exponentially Mean-Square Stability (EMSS). Then, using MATLAB-LMI toolbox filter parameters were established. Finally, the efficiency of the designed filter is illustrated with mathematical instances.Item ROBUST H∞�∞ FILTER DESIGN FOR DISCRETE TIME SWITCHED INTERCONNECTED SYSTEMS WITH TIME-VARYING DELAYS(Elsevier Ltd., 2024-07) Arthi, G; Antonyronika, M; Yong-Ki, MaThe filter design of H∞ for an interconnecting system (IS) with uncertain discrete time switching is examined. Discrete-time N-linear subsystems with coupling states that have time delays, external disturbances and uncertainty are taken into account. Utilising Lyapunov-Krasovskii functional (LKF) and the Linear-Matrix-Inequality (LMI) approach, an appropriate filter is designed for the considered interconnected system. To remove an outside disruption, H∞ performances (HP) are implemented. Sufficient criteria are developed to assure the Exponentially Mean-Square Stability (EMSS). Then, using MATLAB-LMI toolbox filter parameters were established. Finally, the efficiency of the designed filter is illustrated with mathematical instances.