机械控制工程基础/教育部高等教育面向21世纪课程教材

Control Engineering has been recognized as one of the most important primary technology. It is significant to allow the technology to have much more influence in determining the discipline and body of knowledge to be incorporated in an undergraduate course. To meet the challenge in the 21st century, bilingual teaching becomes one of the most popular modes to train professionals who would be competent in the future. The teaching materials for the general technology has been carefully planned and compiled for the undergraduate students in accordance with the requirements of the obligated course and of bilingual teaching mode.
　　There are 8 chapters in this book: Introduction to Control Systems, Building Appropriate Mathematical Models for a Control System, Time Response Analysis of Control Systems, Frequency Response Analysis of Control Systems, Stability Analysis of Control Systems, Steady-state Errors of Control Systems, Compensation Techniques, and Digital Control. It covers the fundamentals of control engineering, including differential equations, transfer functions, signal flow graphs, time response, frequency response, s-plane, and state variable methods, fundamental theory of discrete control etc.. Drill Problems are appended to the end of each chapter for the students to practice.
　　This book can be used as textbook or reading material for the course of control theory as well as the course of English in automation. It also can be employed as reference for the teachers and students in the universities or in the colleges, technicians who major in mechanical engineering, control engineering or automation.

Chapter 1 Introduction to control systems
　1.1 Principle of automatic control system
　1.2 Structure of control system
　1.3 Control systems" characteristics
　1.4 Types of control systems
　1.5 Brief history of automatic control
　1.6 Drill problems
Chapter 2 Building appropriate mathematical models for a control system
　2.1 Introduction
　2.2 Describe a physical system in differential equation
　2.3 Transfer function
　2.4 Block diagrams
　2.5 Signal flow diagrams
　2.6 State space representation
　2.7 Derive transfer function from state space representation
　2.8 Drill problems
Chapter 3 Time response analysis of control systems
　3.1 Introduction
　3.2 Time response and its components
　3.3 Time response from transfer function
　3.4 Performance specifications in time domain
　3.5 Time response from state space equation
　3.6 Observability and controllability of control system
　3.7 Drill problems
Chapter 4 Frequency response analysis of control systems
　4.1 Concepts
　4.2 Graphical descriptions:Nyquist and Bode diagrams
　4.3 Minimum phase systems
　4.4 Frequency characteristics of closed-loop control systems
　4.5 Performance specification in frequency domain
　4.6 Determine the transfer function of a control systems through experiments
　4.7 Drill problems
Chapter 5 Stability analysis of control systems
　5.1 Concepts
　5.2 Routh"s stability criterion
　5.3 Routh"s criterion:special cases
　5.4 Criterion for stability in frequency domain
　5.5 Relative-stability:gain and phase margins
　5.6 Summary
　5.7 Drill problems
Chapter 6 Steady-state errors of control systems
　6.1 Concepts
　6.2 Calculating the steady-state errors resulted from inputs
　6.3 The effect of feedback on system disturbances
　6.4 Drill Problems
Chapter 7 Compensation techniques
　7.1 Introduction
　7.2 General controller
　7.3 Frequency-based compensation of system
　7.4 Poles assignment in state feedback
　7.5 Drill problems
Chapter 8 Digital control
　8.1 Introduction
　8.2 Analog-digital conversion
　8.3 Discrete-time signals
　8.4 Sampling
　8.5 The z-transform and inverse z-transform
　8.6 Pulse transfer functions
　8.7 Reconstruction of signals from samples
　8.8 Discrete-time systems
　8.9 State space represent of discrete-time systems
　8.10 Drill problems
Appendix A Commentaries
Appendix B Laplace transform
Appendix C Terminology index
References

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