In recent years significant progress has been made in the analysis and design of discrete-data and digital control systems. These systems have gained popularity and importance in industry due in part to the advances made in digital computers for controls and, more recently, in microprocessors
and digital signal processors. An introductory text for a senior or graduate course on digital control systems, this text covers the theory and applications of digital control systems, assuming a knowledge of matrix algebra, differential equations, Laplace transforms and the basic principles of
continuous-data control systems. Many subjects are new to the Second Edition, most importantly design topics such as disturbance rejection, sensitivity considerations, and zero-ripple deadbeat-response design. In addition, Kuo includes separate discussions on controllability, observability, and
stability, expands the discussions of sampling period selection, emphasizes computer-aided solutions, and provides a new and simpler approach to the Nyquist criterion of stability. Each chapter begins with keywords and topics that provide students with an overview of the key topics to be covered.
Illustrative examples, many derived from practical systems, are included throughout the text. Numerous exercise problems end each chapter.

Zusammenfassung
A straight reprint under the OUP imprint of ISBN 0-03-012884-6. An introductory text for advanced undergraduates and graduate students, this book covers the theory and applications of digital control systems, assuming a knowledge of matrix algebra, differential equations. Laplace transforms, and the basic principles of continuous-data control systems.

Inhalt
Each chapter ends with Problems and References Chapter One includes only References); Introduction; 1. Signal Conversion and Processing; 2. The z-Transform; 3. Transfer Functions, Block Diagrams and Signal; Flow Graphs; 4. The State Cariable Technique; 5. Controllability, Observability and Stability; 6. Frequency-Domain Analysis; 7. Digital Simulation and Digital Redesign; 8. Design of Discrete-Data Systems; 9. Optimal Control; 10. Micro-processor and DSP Controls; Appendices; A. Fixed-Point and Floating-Point Numbers; B. Mathematical Modeling of Sampling by Convolution Integral; C. Table of Laplace Transforms, z-Transforms and Modified; Z-TRANSFORMS; D. General Gain Formula for Signal Flow Graphs; E. Routh's Tabulation for Stability Analysis; F. Galil DMC-100 Motion Controller Board