Syllabus

Lab 1: Introduction to MATLAB and its basic toolboxes required for the analysis of signals and systems.

Lab 2: Generation of basic continuous-time periodic signals, i.e., sine, cosine, square, etc., in MATLAB.

Lab 3: Generation of basic continuous-time aperiodic signals, i.e., ramp, exponential, rectangular pulse, step, impulse, etc., in MATLAB

Lab 4: Computation of linear convolution of discrete-time signals in MATLAB using program logic and inbuilt function.

Lab 5: Computation of circular convolution of discrete-time signals in MATLAB using program logic and inbuilt function.

Lab 6: Generation of the frequency response of an LTI system from its impulse response in MATLAB.

Lab 7: Computation of Laplace/Inverse transform of basic continuous-time signals, i.e., impulse, step, ramp, exponential, sine, cosine square, etc. in MATLAB.

Lab 8: Solution of differential equations using Laplace/Inverse Laplace transforms.

Lab 9: Implementation of a difference equation in MATLAB.

Lab 10: Implementation of various filters (i.e., low pass, high pass, band pass) on signals having multiple frequency tones.

To enable students to implement and analyze various signals using programming algorithms on MATLAB.

To enable the students to analyze complex operations on discrete-time signals.

To enable the students to know the significance of Laplace transforms and filter implementation.

CO1: Become familiar with MATLAB to represent signals and systems.
CO2: Ability to generate and analyze various continuous-time and discrete-time signals.
CO3: Ability to perform convolution operations on LTI systems and analyze frequency response.
CO4: Understanding the application of Laplace transforms on signals.
CO5: Realization of different filters on signals.

A. V. Oppenheim, A. S. Willsky and H.S. Nawab, Signals and Systems, Prentice Hall of India , 2006

M. J. Roberts, Fundamentals of Signals and Systems, Tata McGraw Hill , 2007