Signals and Systems A Primer with MATLAB

ISBN : 9781032468679

Author : Matthew N. O. Sadiku

Publisher : Crc Press

Year : 2024

Language : English

Type : Book

Description : Basic Concepts 1.1 Introduction 1.2 Basic Definitions 1.3 Classifications of Signals 1.4 Basic Continuous-time Signals 1.5 Basic Discrete-time Signals 1.6 Basic Operations on Signals 1.7 Classification of Systems 1.8 Applications 1.9 Computing with MATLAB® Summary Review Questions Problems 2. Convolution 2.1 Introduction 2.2 Impulse Response 2.3 The Convolution Integral 2.4 Graphical Convolution 2.5 Block Diagram Representation 2.6 Discrete-time Convolution 2.7 Block Diagram Realization 2.8 Computing with MATLAB® 2.9 Application Summary Review Questions Problems 3 The Laplace Transform 3.1 Introduction 3.2 Definition of the Laplace Transform 3.3 Properties of the Laplace Transform 3.4 The Inverse Laplace Transform 3.5 Transfer Function 3.6 Applications 3.7 Computing with MATLAB® Summary Review Questions Problems 4 Fourier Series 4.1 Introduction 4.2 Trigonometric Fourier Series 4.3 Exponential Fourier Series 4.4 Properties of Fourier Series 4.5 Truncated Complex Fourier Series 4.6 Applications 4.7 Computing with MATLAB® 4.8 Summary Review Questions Problems 5. The Fourier Transform 5.1 Introduction 5.2 Definition of the Fourier Transform 5.3 Properties of Fourier Transform 5.4 Inverse Fourier Transform 5.5 Applications 5.6 Parseval’s Theorem 5.7 Comparing the Fourier and Laplace Transform 5.8 Computing with MATLAB® 5.9 Summary Review Questions Problems 6. Discrete Fourier Transform 6.1 Introduction 6.2 Discrete-time Fourier Transform 6.3 Properties of DTFT 6.4 Discrete Fourier Transform 6.5 Fast Fourier Transform 6.6 Computing with MATLAB® 6.7 Applications 6.8 Summary Review Questions Problems 7. z-Transform 7.1 Introduction 7.2 Definition of the z-transform 7.3 Region of Convergence 7.4 Properties of the z-transform 7.5 Inverse z-transform 7.6 Applications 7.7 Computing with MATLAB® 7.8 Summary Review Question Problems Appendix A – Mathematical Formulas Appendix B – Complex Numbers Appendix C - Introduction to MATLAB® Appendix D – Answers to Odd-Numbered problems Index

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