COURSE DESCRIPTION
An introduction to basic one-dimensional processing methods including:
sampling and quantization; discrete-time Fourier and z-domain LTI systems
analysis, theory of operation and computational aspects of FIR and IIR digital
filters; principles of filter design; the discrete Fourier transform and its
application to spectral analysis.
PRE-REQUISITE : EE 3353
with grade of "C" or better.
POST-REQUISITE :
COURSE OUTCOMES: Students completing EE4383 will be able to :
- Use the bilateral z-transform to analyze FIR and IIR digital filters, and
to evaluate simple output responses.
- Use the Discrete Time Fourier Transform (DTFT) and complex sinusoids to
analyze FIR and IIR digital filters, and to understand the relationship
between Fourier- and z-domain analysis.
- Design by hand and with Matlab, simple filters such as resonators and
notch filters, by pole-zero placement. (C)
- Analyze and synthesize the most common structures for FIR and IIR digital
filters.
- Design by hand and with Matlab, simple frequency selective FIR
linear-phase filters using the window method and the optimum equiripple
method. (C)
- Design by hand and with Matlab, simple frequency selective IIR digital
filters by applying the bilinear transformation to analog designs. (C)
- Use the Discrete Fourier Transform (DFT) as a tool to perform convolution,
and to do spectrum analysis of sinusoidal signals from finite data records.
(C)
- Understand and use the Fast Fourier Transform (FFT) algorithm to efficient
compute the DFT for highly composite DFT lengths.
PREVIOUS COURSE NUMBER: EE3483
RESPONSIBLE COMMITTEE:
Communications
PREVIOUSLY OFFERED
| FALL | SPRING | SUMMER |
| 2000 | 1997 | - |
| 1998 | 1996 | - |
TO BE OFFERED (Tentative)
| FALL |
SPRING |
SUMMER |
| 2001 |
- |
- |
| - |
- |
- |
HELP
