Introduction To Control Systems

By Arun K. Ghosh more
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Product Specifications

Publisher PHI Learning
ISBN 9788120348202
Author: Arun K. Ghosh
Number of Pages 748
Edition Second Edition
Available
Available in all digital devices
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  • About the book

About The Book Introduction To Control Systems
Book Summary:

The Second Edition of this text, which is largely revised and updated version of Introduction to Linear and Digital Control Systems by the same author, continues to build on the fundamental concepts covered earlier.

The text discusses the important concepts of control systems, transfer functions and system components. It describes system stability, employing the HurwitzRouth stability criterion, root locus technique, Bode plot and polar and Nyquist plots. In addition, this student-friendly book features in-depth coverage of controllers, compensators, state-space modelling, and discrete time systems.

The book is designed for undergraduate courses in control systems for electrical engineering, electronics and instrumentation, electronics and communication, instrumentation and control, and computer science and engineering courses.


New to This Edition

New chapter on Relevant Mathematics.
Incorporates many more worked-out examples mostly taken from the GATE exams on Instrumentation Engineering over the last several years.
Text refined, wherever felt necessary, to make it more student friendly.


Table of Contents:

Preface Preface to the First Edition Acronyms

1. Preliminary Mathematics

2. Elementary Concepts

3. Control Systems and Transfer Functions

4. Block Diagrams and Signal Flow Graphs

5. Systems and System Components

6. Feedback Control Characteristics

7. Time-Domain Performance of Control Systems

8. Basics of Controllers

9. Stability Concepts

10. HurwitzRouth Stability Criteria

11. Root Locus Technique

12. Frequency Domain Analysis

13. Bode Plot

14. Polar Plots

15. Nyquist Plot


16. Compensators

17. State-Space Analysis

18. Discrete Time Systems

Appendices

A. Laplace Transform Table

B. Z-Transform Table

C. Convolution

D. MATLAB Primer

Index

 

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