EC2410: Analysis of Signals and Systems - NPS Online
Analysis of Signals and Systems
Course #EC2410
Est.imated Completion Time: 3 months
POC: NPS Online Support
Overview
Analysis of digital and analog signals in the frequency domain; properties and applications of the discrete Fourier transform, the Fourier series, and the continuous Fourier transform; analysis of continuous systems using convolution and frequency domain methods; applications to sampling, windowing, and amplitude modulation and demodulation systems.
Prerequisites
- MA1113
Learning Outcomes
· Given a continuous signal, determine the effects of sampling in time.
· Be able to define the minimum sampling frequency to avoid aliasing when discretizing a continuous signal
· Given a dynamic system, determine if it is Linear Time Invariant (LTI);
· Given a LTI system, compute the response by convolution;
· Given a periodic signal, determine its Fourier Series expansion;
· Given a continuous time signal, compute its Fourier Transform;
· Given a continuous time signal, compute the Fourier Transform using the tables and the properties;
· Given a system, characterize it in terms of its frequency response;
· Apply the properties of the Fourier Transform to basic modulation and demodulation problems;
· Develop the ability to recognize and characterize simple discrete random processes in the time domain.
· Learn to be able to fully characterize stationary discrete random processes from a second moment viewpoint in the time domain and frequency domains. Develop an understanding for Gaussian white noise for 1- and N-dimensional random vectors.
· Learn to characterize random signals from a second moment viewpoint as they are processed through discrete linear systems. Also learn to characterize simple linear transformations for continuous signals in time and frequency domains.
· Learn how to deal with uncertainty in estimated parameters via confidence intervals.
Other Information
Ability to program in MATLAB is required.
Application Deadlines
-
08 Jul 2024
Fall Quarter applications due
Academic Calendar
No upcoming events.