Kevin M. Buck
Research Engineer / Ph.D. Candidate / Instructor
University of Idaho
Office: BEL 321
Email: kevin.buck@vandals.uidaho.edu
Cell Phone: 509-336-9624
between 10am and 8pm Monday-Friday
Class Textbook: Digital
Filtering: An Introduction by Edward P. Cunningham (1992)
Additional Reference: Digital
Filters and Signal Processing by Leland B. Jackson (Im using the 2nd
edition)
Schaums Outlines Signals and Systems by Hwei P. Hsu
Interesting Links:
The Joys of Convolution http://www.jhu.edu/~signals/convolve/index.html
ECE 476 Spring
2008
Syllabus
Revised Jan. 22, 2008 (in pdf here)
(2/1/2008 pdf
version is coming. My converter is glitching,
Ill have access to a new one on Monday)
*Correction to be made: Outreach homework is due 2
weeks after on-campus students.
HW1
January 11, 2008 *correction
on problem1 issued Jan 16, 2007.
Make u(-1)=0, u(0)=1, u(1)=1, u(2)=1, u(3)=1, u(4)=0,
u(5)=0
.
(Otherwise you have unbounded
terms).
CONVOLUTION
EXAMPLE Jan 16, 2008
HW2 Read
Chapter 2, Section 3.5 and 3.6. Nothing to hand in for this
HW assignment. Jan. 22, 2008
Happy MLK Day!
HW3 Due: On
campus TBD; Off-Campus Feb 15, 2008 (TBD)
(Due to my inability to
travel to the Moscow Campus and Moscow Campus Closures, we will determine a new
due date on Monday Feb. 4)
Z-Transform
Table on www.wikipedia.org
Chapter 4: An introduction
using Microsoft Powerpoint. Click here
Bilinear
Filter and Impulse Invariant Lecture.
Click here
HW4 Feb. 8, 2008
Lecture Notes are now located
HERE!!!
Exam Example in PDF is
located HERE!!!
Matlab Example Located HERE!!!
HW5 Assigned in class March
24, 2008. Due in class
on April 11th, 2008.
Outreach Students Due on day Exam 2
is started. Corrections provided in Red.
Choose 3 out of the following
5 to implement in computer tool. Other 2 copy example by hand. For
outreach students, just go through the examples you choose not to attempt and
if there is any questions please write them out in whatever method you want and
turn the questions in with the homework.
We will try to answer them during the HW5 review.
1.
Example 5.2. Plot
Magnitude and Phase
2.
Example 5.4 with
f(t)=sin(x1)+sin(x2)+sin(x3) where x1<fc/10, x2=fc, x3>10fc
a.
Plot Transient
response before and after filter
3.
Repeat Plots in
Figure 5.18
4.
Figure 5.21
5.
Ex 5.8
All 3 of the following
6.
Example 6.1, plot
Magnitude and Phase
7.
By hand do
Example 6.2
8.
Section 6.7 Copy Figures and determine F5 from the graphs.
a.
Figure 6.12,
Figure 6.13
b.
Figure 6.15