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内容大纲
《信号与系统:使用变换方法和MATLAB分析(第3版)》采用从基本概念出发、以实际应用为例子的讲解方法,遵循从模拟到离散、从信号到系统的分析思路,系统地介绍了连续时间和离散时间信号与系统的分析方法。作者的教育方法是以学生为中心,并强调MATLAB在信号与系统分析中的应用,在最新第3版中还增加了更多不同难度的习题。本书已被众多世界名校如美国的普林斯顿大学选为信号与系统课指定教材。本书可作为通信与电子系统类、自动化类以及全部电类专业信号与系统课程的教材,也可以供所有从事信息获取、转换、传输及处理工作的其他专业学生、教师和广大科技工作者参考。 -
作者介绍
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目录
Chapter 1 Introduction
1.1 Signals and Systems Defined
1.2 Types of Signals
1.3 Examples of Systems
A Mechanical System
A Fluid System
A Discrete-Time System
Feedback Systems
1.4 AFamiliar Signal and System Example
1.5 Use of MATLAB9
Chapter 2 Mathematical Description of Continuous-Time Signals
2.1 Introduction and Goals
2.2 Functional Notation
2.3 Continuous-Time Signal Functions
Complex Exponentials and Sinusoids
Functions with Discontinuities
The Signum Function
The Unit-Step Function
The Unit-Ramp Function
The Unit Impulse
The Impulse, the Unit Step, and Generalized Derivatives
The Equivalence Property of the Impulse
The Sampling Property of the Impulse
The Scaling Property of the Impulse
The Unit Periodic Impulse or Impulse Train
A Coordinated Notation for Singularity Functions
The Unit-Rectangle Function
2.4 Combinations of Functions
2.5 Shifting and Scaling
Amplitude Scaling
Time Shifring
Time Scaling
Simultaneous Shifiing and Scaling
2.6 Differentiation and Integration
2.7 Even and Odd Signals
Combinations of Even and Odd Signals
Derivatives and Integrals of Even and Odd Signals
2.8 Periodic Signals
2.9 Signal Energy and Power
Signal Energy
Signal Power
2.10 Summary of Important Points
Exercises
Exercises with Answers
Signal Functions
Shifting and Scaling
Derivatives and Integrals of Functions
Generalized Derivative
Even and Odd Functions
Periodic Signals
Signal Energy and Power of Signals
Exercises without Answers
Signal Functions
Scaling and Shifiing
Generalized Derivative
Derivatives and Integrals of Functions
Even and Odd Functions
Periodic Functions
Signal Energy and Power of Signals
Chapter 3 Discrete-Time Signal Description
3.1 Introduction and Goals
3.2 Sampling and Discrete Time
3.3 Sinusoids and Exponentials
Sinusoids
Exponentials
3.4 Singularity Functions
The Unit-Impulse Function
The Unit-Sequence Function
……
Chapter 4 Description of Systems
Chapter 5 Time-Domain System Analysis
Chapter 6 Continuous-Time Fourier Methods
Chapter 7 Discrete-Time Fourier Methods
Chapter 8 The Laplace Transform
Chapter 9 The z Transform
Chapter 10 Sampling and Signal Processing
Chapter 11 Frequency Response Analysis
Chapter 12 Laplace System Analysis
Chapter 13 z-Transform System Analysis
Chapter 14 Filter Analysis and Design
Chapter 15 Communication System Analysis
Chapter 16 State-Space Analysis
Appendix Ⅰ Useful Mathematical Relations
Appendix Ⅱ Continuous-Time Fourier Series Pairs
Appendix Ⅲ Discrete Fourier Transform Pairs
Appendix Ⅳ Continuous-Time Fourier Transform Pairs
Appendix Ⅴ Discrete-Time Fourier Transform Pairs
Appendix Ⅵ Tables of Laplace Transform Pairs
Appendix Ⅶ z-Transform Pairs
Bibliography
Index
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