Discrete-time control systems
By: Ogata, Katsuhiko
Material type: 
TextLanguage: English Publisher: Noida Pearson India c2015Edition: 2nd edDescription: xi, 745p.; 23cmISBN: 9789332549661Subject(s): Engineering | Automatic control engineering | Discrete-time systems | Control theoryDDC classification: 629.83 OGA/D Online resources: Publisher's URL Summary: Katsuhiko Ogata's Discrete-Time Control Systems presents a revised edition of the book that offers an ample treatment of discrete-time control systems. Designed for specific courses on the subject, for both undergraduate and postgraduate students, this book offers a gradual development of the subject. It emphasizes the fundamental concepts and avoids complex mathematical arguments. Ogata kept the text lucid and clear to make it easy-to-understand for the readers. It includes in-depth explanation of state observer design, quadratic optimal control, and pole placement. The book elucidates the treatment of the pole-placement design with minimum-order observer with the help of two main approaches. These are the state-space approach and the polynomial equations approach.
| Item type | Current location | Collection | Call number | Status | Date due | Barcode |
|---|---|---|---|---|---|---|
Reference
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CENTRAL LIBRARY Reference (Sahyadri Campus) | Reference | 629.83 OGA/D | Not for loan | 09651 | |
Book
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CENTRAL LIBRARY General Stack (Sahyadri Campus) | 629.83 OGA/D | Available | 09652 |
Katsuhiko Ogata's Discrete-Time Control Systems presents a revised edition of the book that offers an ample treatment of discrete-time control systems. Designed for specific courses on the subject, for both undergraduate and postgraduate students, this book offers a gradual development of the subject. It emphasizes the fundamental concepts and avoids complex mathematical arguments. Ogata kept the text lucid and clear to make it easy-to-understand for the readers. It includes in-depth explanation of state observer design, quadratic optimal control, and pole placement. The book elucidates the treatment of the pole-placement design with minimum-order observer with the help of two main approaches. These are the state-space approach and the polynomial equations approach.