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Fundamentals of signals and systems

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Terdapat bibliografi dan indeks.

CONTENTS:
1. Introduction
1.1 Signals and Systems Defined
1.2 Types of Signals
1.3 Examples of Systems
1.4 A Familiar Signal and System Example
1.5 Use of MATLAB

2. Mathematical Description of Continuous-Time Signals
2.1 Introduction and Goals
2.2 Functions and Functional Notation
2.3 Signal Functions
2.3.1 Continuous-Time Functions
2.3.2 Complex Exponentials and Sinusoids
2.3.3 Functions with Discontinuities
2.3.4 Singularity Functions and Related Functions
2.4 Functions and Combinations of Functions
2.5 Scaling and Shifting
2.5.1 Amplitude Scaling
2.5.2 Time Shifting
2.6 Differentiation and Integration
2.7 Even and Odd Functions
2.8 Periodic Functions
2.9 Signal Energy and Power
2.10 Summary of Important Points

3. Mathematical Description of Discrete-Time Signals
3.1 Introduction and Goals
3.2 Signal Functions
3.2.1 Sampling and Discrete Time
3.2.2 Exponentials and Sinusoids
3.2.3 Singularity Functions
3.3 Scaling and Shifting
3.4 Differencing and Accumulation
3.5 Even and Odd Functions
3.6 Periodic Functions
3.7 Signal Energy and Power
3.8 Summary of Important Points

4. Properties of Continuous-Time Systems
4.1 Introduction and Goals
4.2 Block Diagrams and System Terminology
4.3 System Modeling
4.4 System Properties
4.5 Eigenfunctions of LTI Systems
4.6 Summary of Important Points

5. Properties of Discrete-Time Systems
5.1 Introduction and Goals
5.2 Block Diagrams and System Terminology
5.3 System Modeling
5.4 System Properties
5.5 Eigenfunctions of LTI Systems
5.6 Summary of Important Points

6. Time-Domain Analysis of Continuous-Time Systems
6.1 Introduction and Goals
6.2 The Convolution Integral
6.3 Block-Diagram Realization of Differential Equations
6.4 Summary of Important Points

7. Time-Domain Analysis of Discrete-Time Systems
7.1 Introduction and Goals
7.2 The Convolution Sum
7.3 Block-Diagram Realization of Difference Equations
7.4 Summary of Important Points

8. The Continuous-Time Fourier Series
8.1 Introduction and Goals
8.2 Periodic Excitation and Response of LTI Systems
8.3 Basic Concepts and Development of the Fourier Series
8.4 Calculation of the Fourier Series
8.5 Numerical Computation of the Fourier Series
8.6 Convergence of the Fourier Series
8.7 Properties of the Fourier Series
8.8 Use of Tables and Properties
8.9 Bandlimited Signals
8.10 Responses of LTI Systems with Periodic Excitation
8.11 Summary of Important Points

9. The Discrete-Time Fourier Series
9.1 Introduction and Goals
9.2 Periodic Excitation and Response of LTI Systems
9.3 Basic Concepts and Development of the Fourier Series
9.4 Properties of the Fourier Series
9.5 Convergence of the Fourier Series
9.6 Responses of LTI Systems with Periodic Excitation
9.7 Summary of Important Points

10. The Continuous-Time Fourier Transform
10.1 Introduction and Goals
10.2 Aperiodic Excitation and Response of LTI Systems
10.3 Basic Concepts and Development of the Fourier Transform
10.4 Convergence and the Generalized Fourier Transform
10.5 Numerical Computation of the Fourier Transform
10.6 Properties of the Fourier Transform
10.7 Summary of Important Points
11. The Discrete-Time Fourier Transform
11.1 Introduction and Goals
11.2 Basic Concepts and Development of the Fourier Transform
11.3 Convergence of the Fourier Transform
11.4 Numerical Computation of the Fourier Transform
11.5 Properties of the Fourier Transform
11.6 Relations Among Fourier Methods
11.7 Summary of Important Points

12. Continuous-Time Fourier Transform Analysis of Signals and Systems
12.1 Introduction and Goals
12.2 Frequency Response
12.3 Ideal Filters
12.4 Practical Passive Filters
12.5 Log-Magnitude Frequency-Response Graphs and Bode Diagrams
12.6 Practical Active Filters
12.7 Communication Systems
12.8 Impulse Sampling
12.9 Summary of Important Points

13. Discrete-Time Fourier Transform Analysis of Signals and Systems
13.1 Introduction and Goals
13.2 Ideal Filters
13.3 Practical Filters
13.4 Summary of Important Points

14. Sampling and the Discrete Fourier Transform
14.1 Introduction and Goals
14.2 Representing a Continuous-Time Signal by Samples
14.3 Bandlimited Periodic Signals
14.4 The Discrete Fourier Transform and its Relation to Other Fourier Methods
14.5 The Fast Fourier Transform
14.6 Summary of Important Points

15. The Laplace Transform
15.1 Introduction and Goals
15.2 Development of the Laplace Transform
15.3 Properties of the Laplace Transform
15.4 The Inverse Laplace Transform Using Partial-Fraction Expansion
15.5 Laplace Transform - Fourier Transform Equivalence
15.6 Solution of Differential Equations with Initial Conditions
15.7 Transfer Functions from Circuit and System Diagrams
15.8 System Stability
15.9 Parallel, Cascade and Feedback Connections
15.10 System Responses to Standard Signals
15.11 Pole-Zero Diagrams and Graphical Calculation of Frequency Response
15.12 Standard Realizations of Systems
15.13 Summary of Important Points

16. The z Transform
16.1 Introduction and Goals
16.2 Development of the z Transform
16.3 Properties of the z Transform
16.4 The Inverse z Transform
16.5 Solution of Difference Equations with Initial Conditions
16.6 The Relationships Among the z Transform, the Discrete-Time Fourier Transform and the Laplace Transform
16.7 Transfer Functions
16.8 System Stability
16.9 Parallel, Cascade and Feedback Connections
16.10 System Responses to Standard Signals
16.11 Pole-Zero Diagrams and the Graphical Calculation of Frequency Response
16.12 Simulating Continuous-Time Systems with Discrete-Time Systems
16.13 Sampled-Data Systems
16.14 Standard Realizations of Systems
16.15 Summary of Important Points

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Availability

Detail Information

Series Title

null

Call Number

621.382 ROB f

Publisher

New York : McGraw-Hill., 2008

Collation

xix, 759 hlm.; ilus.; 28 cm.

Language

English

ISBN/ISSN

9780071259378

Classification

621.382

Content Type

-

Media Type

-

Carrier Type

-

Edition

null

Subject(s)

Signal Processing
System analysis

Specific Detail Info

-

Statement of Responsibility

Michael J. Robert

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