This book is designed for use as a textbook for a one semester
Signals and Systems class. It is sufficiently user friendly to be
used for self study as well. It begins with a gentle introduction
to the idea of abstraction by looking at numbers-the one highly
abstract concept we use all the time. It then introduces some
special functions that are useful for analyzing signals and
systems. It then spends some time discussing some of the properties
of systems; the goal being to introduce the idea of a linear
time-invariant system which is the focus of the rest of the book.
Fourier series, discrete and continuous time Fourier transforms are
introduced as tools for the analysis of signals. The concepts of
sampling and modulation which are very much a part of everyday life
are discussed as applications of the these tools. Laplace transform
and Z transform are then introduced as tools to analyze systems.
The notions of stability of systems and feedback are analyzed using
these tools. The book is divided into thirty bite-sized modules.
Each module also links up with a video lecture through a QR code in
each module. The video lectures are approximately thirty minutes
long. There are a set of self study questions at the end of each
module along with answers to help the reader reinforce the concepts
in the module.
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