Signals and systems using Matlab (Second edition)
This new textbook in signals and systems provides a pedagogically rich approach to what can commonly be a mathematically dry subject. With features like historical notes, highlighted common mistakes, and applications in controls, communications, and signal processing, Chaparro helps students appreciate the usefulness of the techniques described in the book. Each chapter contains a section with MatLab applications.
2015
This new textbook in signals and systems provides a pedagogically rich approach to what can commonly be a mathematically dry subject. With features like historical notes, highlighted common mistakes, and applications in controls, communications, and signal processing, Chaparro helps students appreciate the usefulness of the techniques described in the book. Each chapter contains a section with MatLab applications.
The core of the material is presented in the second and third parts of the book. In the second part we cover the basics of continuoustime signals and systems and illustrate their applications, while in the third part we do similarly for discretetime signals and system.
+ Chapters 1 and 2. In Chapter 1, we consider basic characteristics and processing of continuoustime signals, and provide the representation of signals using basic signals. Chapter 2 introduces the concept of systems, in particular of continuoustime systems. Linearity, timeinvariance, causality, and stability are introduced in this chapter. Using linearity and timeinvariance, the computation of the output of a continuoustime system using the convolution integral is introduced and illustrated.
+ Chapter 3 covers the basics of the Laplace transform and its application in the analysis of continuoustime signals and systems. It introduces the student to the concept of poles and zeros, damping and frequency, and their connection with signals as functions of time.
+ Chapters 4 and 5. The Fourier series analysis of periodic signals, covered in Chapter 4, is extended to the analysis of aperiodic signals resulting in the Fourier transform of Chapter 5. The Fourier transform is useful in representing both periodic and aperiodic signals and for the frequency response of systems.
+ Chapters 6 and 7 present applications of the Laplace transform to control and of the Fourier transform to communications, and filtering. The intent of these chapters is to motivate interest in these areas. Chapter 6 illustrates the significance of the concepts of transfer function, response of systems, and stability in classical control. Relative to the first edition, we have added a section on the statevariable representation of systems—of great interest in modern controland its connection to the Laplace transform. Chapter 7 illustrates the application of the Fourier analysis in communications and in analog filtering. Analytic as well as MATLAB examples illustrate different applications to control, communications, and filter design.
+ Chapter 8 presents the theory of sampling: the conditions under which the signal does not lose information in the sampling process and the recovery of the analog signal from the sampled signal as well as its application in digital communications.
Luis F. Chaparro. Signals and systems using Matlab©. Elsevier, 2015.
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