The number of ECE ILLINOIS faculty members.
|Digital Signal Processing Lab||ECE311||A||56915||LAB||0900 - 1050||T||2022 ECE Building||Minh N Do|
|Digital Signal Processing Lab||ECE311||B||56916||LAB||1||1100 - 1250||T||2022 ECE Building||Minh N Do|
|Digital Signal Processing Lab||ECE311||C||56917||LAB||1||1300 - 1450||T||2022 ECE Building||Minh N Do|
Lab course associated with ECE 310.
DTFT, DFT, DFT Spectral Analysis (2 hrs)
Windowing, Convolution, LSI systems, Difference Equations (2 hrs)
z-Transforms, Pole-Zero Diagrams, BIBO Stability (2 hrs)
Frequency Response of Discrete Time Systems (2 hrs)
FIR and IIR Filter Design (2 hrs)
Students will have access to workstations running MATLAB software, and during laboratory hours, the computer laboratory classroom will be staffed with a TA for the course.
Laboratory reports will be due for each of the laboratory assignments in the course, which are given roughly bi-weekly.
Laboratory projects based on ECE310 course material will be given on a bi-weekly schedule. These will emphasize the concepts from ECE310 through real-data processing and evaluation using MATLAB.
One 180-minute laboratory session per week.
Credit or concurrent registration in ECE 310.
D. C. Munson, Jr., and A.C. Singer ECE 310 Course Notes, 2013.
Engineering Topics: 100%
To reinforce fundamentals of discrete-time linear systems and digital signal processing through computer laboratory exercises. Emphasizes design, implementation and applications.
A student completing this course should, at a minimum, be able to:
1. Use Matlab to create, display, and analyze signals in the time-domain (a, b, c, e, j, k, m)
2. Use Matlab to analyze and display signals in the frequency-domain using the FFT algorithm to model the DTFT as well as for spectral analysis using the DFT (a, b, c, e, j, k, m)
3. Perform convolution and simulate LSI systems and difference equations (a, b, c, e, j, k, m)
4. Plot pole-zero diagrams for LSI systems with rational transforms, use Matlab to study properties of the z-transform and its relationship to stability (a, b, c, e, j, k, m)
5. Determine and plot the frequency response of LSI systems (a,b,c,e,j,k,m)
6. Design FIR and IIR Filters using Matlab to meet specifications on their frequency response using window design, frequency sampling design, and the bilinear transformation (a,b,c,e,j,k,m)
7. Use Matlab to apply the above methods to process real data for image and signal processing applications (a,b,c,e,j,k,m)