Signals and Systems: Analysis Using Transform Methods & MATLAB, 2nd Edition

Book Name: Signals and Systems: Analysis Using Transform Methods & MATLAB, 2nd Edition
Author: M.J. Roberts
Publisher: McGraw-Hill Science/Engineering/Math
ISBN-10: 0073380687,9780073380681
Year: 2011
Pages: 822
Language: English
File size: 16 Mb
File format: PDF

Signals and Systems: Analysis Using Transform Methods & MATLAB, 2nd Edition Pdf Book Description:

The next variant of Signals and Systems: Analysis Using Transform Methods and MATLAB® has been updated while keeping the emphasis on basic applications and concept that’s become the trademark of the popular text. The text contains an abundance of exercises, such as drill exercises, and much more challenging conceptual issues.

The publication is meant to pay for a two-semester course sequence from the fundamentals of systems and signals evaluation throughout the junior or senior year. The book begins with mathematical methods for describing signals and systems, in both continuous and discrete time. I introduce the idea of a transform with the continuous time Fourier series, and from that base move to the Fourier transform as an extension of the Fourier series to aperiodic signals. Then I do the same for discrete-time signals. I introduce the Laplace transform both as a generalization of the continuous-time Fourier transform for unbounded signals and unstable systems and as a powerful tool in system analysis because of its very close association with the eigenvalues and eigenfunctions of continuous-time linear systems. I take a similar path for discrete-time systems using the z transform. Then I address sampling, the relation between continuous and discrete time. The rest of the book is devoted to applications in frequency-response analysis, communication systems, feedback systems, analog and digital fi lters and state-space analysis. Throughout the book I present examples and introduce MATLAB functions and operations to implement the methods presented. A chapter-by-chapter summary follows.