Delays and Interconnections: Methodology, Algorithms and Applications

by Giorgio Valmorbida, Alexandre Seuret, Islam Boussaada, Rifat Sipahi

Overview

This book contains advances on the theory and applications of time-delay systems with particular focus on interconnected systems. The methods for stability analysis and control design are based on time-domain and frequency-domain approaches, for continuous-time and sampled-data systems, linear and nonlinear systems. This volume is a valuable source of reference for control practitioners, graduate students, and scientists researching practical as well as theoretical solutions to a variety of control problems inevitably influenced by the presence of time delays. The contents are organized in three parts: Interconnected Systems analysis, Modeling and and Analysis for Delay systems, and Stabilization and Control Strategies for Delay Systems. This volume presents a selection of 19 contributions presented in the 4th DelSys Workshop which took place in Gif-sur-Yvette, France November 25-27, 2015.

Product Details

ISBN-13:	9783030115531
Publisher:	Springer International Publishing
Publication date:	10/02/2019
Series:	Advances in Delays and Dynamics , #10
Edition description:	1st ed. 2019
Pages:	315
Product dimensions:	6.10(w) x 9.25(h) x (d)

Table of Contents

Singular perturbation approach for linear coupled ODE-PDE systems.- On some neutral functional differential equations occurring in synchronization.- Dynamic Dissipativity Theory for Stability of Time-Delay Systems.- Stability of interconnected uncertain delay systems: a converse Lyapunov approach.- ISS-stabilization of delayed neural fields by small-gain arguments.- Robustness of delayed multistable systems.- A Small-Gain Method for the Design of Decentralized Stabilizing Controllers for Interconnected Systems with Delays.- Stability Analysis of Uniformly Distributed Delay Systems: A Frequency-Sweeping Approach.- Asymptotic Analysis of Multiple Characteristics Roots for Quasi polynomials of Retarded-Type.- Scanning the Space of Parameters for Stability Regions of a Class of Time-Delay Systems; a Lyapunov Matrix Approach.