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LMIs in Control Systems: Analysis, Design and Applications.

LMIs in Control Systems: Analysis, Design and Applications.

・ISBN 978-1-4665-8299-6 hard GB£ 124.99

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お気に入り
電子版あり 大学・学術機関向け電子ブック(eBook)ISBN 9780429190254
著者・編者Duan, Guang-Ren / Yu, Hai-Hua,
出版社 (CRC Press Inc, US)
出版年月2013
ページ数483 pp.
言語ENG
ニュース番号<A00-27128>

解説

Although LMI has emerged as a powerful tool with applications across the major domains of systems and control, there has been a need for a textbook that provides an accessible introduction to LMIs in control systems analysis and design. Filling this need, LMIs in Control Systems: Analysis, Design and Applications focuses on the basic analysis and design problems of both continuous- and discrete-time linear systems based on LMI methods.

Providing a broad and systematic introduction to the rich content of LMI-based control systems analysis and design with applications, this book is suitable for use as a textbook for LMI related courses for senior undergraduate and postgraduate students in the fields of control systems theory and applications.

Key Features:

  • Contains four well-structured parts: Preliminaries, Control Systems Analysis, Control Systems Design, and Applications, as well as an introduction chapter and two appendices
  • Summarizes most of the technical lemmas used in the book in one preliminary chapter, and classifies them systematically into different groups
  • Includes many examples, exercises, and practical application backgrounds
  • Summarizes most of the important results in the last section of each chapter, in a clear table format
  • Contains an application part composed of two chapters that respectively deal with missile and satellite attitude control using LMI techniques
  • Provides a brief and clear introduction to the use of the LMI Lab in the MATLAB (R) Robust Control Toolbox
  • Supplies detailed proofs for all main results, with lengthy ones clearly divided into different subsections or steps-using elementary mathematics whenever possible
  • Uses a pole assignment Benchmark problem, in support of the numerical reliability of LMI techniques, where numerical unreliability could result in a solution to a problem that is far from the true one

A Solutions Manual and MATLAB (R) codes for the computational exercise problems and examples are available upon qualified course adoption.