Exponential stabilization of hybrid event‐triggered singular time‐delay systems

Author:

Ramaswami Reshma1ORCID,Thoppilkalam Nivedha Vasu1,Vinodkumar Arumugam1ORCID,Alzabut Jehad23ORCID

Affiliation:

1. Department of Mathematics Amrita School of Physical Sciences, Amrita Vishwa Vidyapeetham Coimbatore India

2. Department of Mathematics and Sciences Prince Sultan University Riyadh Saudi Arabia

3. Department of Industrial Engineering OSTİM Technical University Ankara Turkey

Abstract

The exponential stability of hybrid event‐triggered singular time‐delay (STD) systems is established in this paper. To ensure their exponential stability, we give sufficient conditions for linear matrix inequalities (LMIs) for STD systems with average impulsive gain. Furthermore, zeno behavior is avoided by carefully designing the settings for event‐triggering conditions. A few numerical examples demonstrate the usefulness of the suggested findings.

Funder

University Grants Commission- Nepal

Publisher

Wiley

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