Finite Frequency Analysis and Synthesis for Singularly Perturbed Systems von Chenxiao Cai | ISBN 9783319454047

Finite Frequency Analysis and Synthesis for Singularly Perturbed Systems

von Chenxiao Cai, Zidong Wang, Jing Xu und Yun Zou
Mitwirkende
Autor / AutorinChenxiao Cai
Autor / AutorinZidong Wang
Autor / AutorinJing Xu
Autor / AutorinYun Zou
Buchcover Finite Frequency Analysis and Synthesis for Singularly Perturbed Systems | Chenxiao Cai | EAN 9783319454047 | ISBN 3-319-45404-8 | ISBN 978-3-319-45404-7
“This book focuses on recent research findings providing a comprehensive and systematic, unified framework for both analysis and synthesis of singularly perturbed systems. … the authors provide analysis and synthesis of singularly perturbed systems. They present real-world engineering applications implementing the results developed, like wind turbines and autonomous-aerial-vehicle hovering. Most solutions are given in terms of linear matrix inequalities.” (V. A. Sobolev, Mathematical Reviews, March, 2019)

Finite Frequency Analysis and Synthesis for Singularly Perturbed Systems

von Chenxiao Cai, Zidong Wang, Jing Xu und Yun Zou
Mitwirkende
Autor / AutorinChenxiao Cai
Autor / AutorinZidong Wang
Autor / AutorinJing Xu
Autor / AutorinYun Zou

This book is a self-contained collection of recent research findings providing a comprehensive and systematic unified framework for both analysis and synthesis for singularly perturbed systems. It paves the way for the gap between frequency-domain-transfer-function-based results and time-domain-state-space-based results to be bridged.

It is divided into three parts focusing on: fundamental background of singular perturbation; general singular perturbation methodologies and time-scale techniques and the theoretical foundation of finite-frequency control; the analysis and synthesis of singularly perturbed systems; and real-world engineering applications implementing the results developed in systems like wind turbines and autonomous-aerial-vehicle hovering.

It also presents solutions to analysis and design problems in terms of linear matrix inequalities. Lastly, it provides valuable reference material for researchers who wish to explore the design of controllers for such systems.