Analysis of LTI systems using Laplace and Fourier transforms. Concept of transfer function, Frequency response, Magnitude and phase response. Sampling of continuous time signals, Sampling theorem for lowpass signals, aliasing.
Topics
Intro - Transfer function - Definition of transfer function - Frequency response - Definition of Frequency response - Magnitude and phase response / spectrum
Topics
Problem 1 (Magnitude and phase spectrum of exponential function) - Problem 2 (Spectrum of cos(omega t) - Problem 3 (Spectrum of sin(omega t) - Problem 4
Topics
Problem 1 (calculating the impulse response from transfer function) - Problem 2 (Calculating system response from transfer function) - Problem 3 (Calculating impulse response from system rep by differential equation )
Topics
Intro - Statement / definition - Proof
Topics
Intro to Nyquist rate & interval - Problem 1 & Solution - Problem 2 & Solution - Problem 3 & Solution
Question paper
APJ ABDUL KALAM TECHNOLOGICAL UNIVERSITY
Fourth semester B.Tech examinations (S), SEPT 2020 & DEC 2019
Course Name: SIGNALS & SYSTEMS
Focused topics - LTI system analysis, Sampling theorem, aliasing
Intro - Question 6a) State sampling theorem (KTU, Sept 2020) - Question 5a) Calculate TF, ROC, Impulse response of differential equation (KTU, Dec 2019) - Question 5b) Find Nyquist rate and Nyquist interval - Question 6b) How to find magnitude and phase response of LTI system - Question 6c) what is aliasing
Question paper
APJ ABDUL KALAM TECHNOLOGICAL UNIVERSITY
Fourth semester B.Tech examinations (S), MAY 2019
Course Name: SIGNALS & SYSTEMS
Focused topics - LTI system analysis, Sampling theorem, aliasing
Intro - Question 4c) finding the response of the system - Question 4d) state sampling theorem, compute Nyquist rate & Nyquist interval - Question 6a) calculate frequency response & output