EE630 DIGITAL SIGNAL PROCESSING

FALL 2001 COURSE SCHEDULE

Updated 11-19-01

Laurence G. Hassebrook

691 AH

lgh@engr.uky.edu (put course number in subject)

Time

12noon-12:50pm

12noon-12:50pm

12noon-12:50pm

Month

Monday

Wednesday

Friday

Aug

 

(22) First Day of Classes: Go over syllabus. Discuss generic communication system and how EE630 fits in. Show basic idea of MATLAB modeling of DT and CT systems.

(24) Chapter 2: DT signals, Notation, simple DT functions, signal classification, and signal description.

Aug

(27) Chapter 2: LTI Systems, classifications, convolution.

(29) Chapter 2: LTI sytems, geometric series representation.

(31) Chapter 2: FIR and IIR structures. Difference Equation solutions. Operations and sampling. Correlation.

HW #1: 2.15 odd and even proof, 2.17 power & energy of DT functions, 2.28 median filter, 2.33 LTI

V1: M2.2 and M2.4 (a) (Don't do M2.4b).

Sept

(3) Labor Day, NO CLASS

(5) Chapter 2: random variables

(7) Chapter 2:random processes

Sept

(10) Lecture: DTFT introduction, presented Mitra's ppt 3(1) presentation.

Chapter 3: DTFT

HW #2 2.2 DT structures, 2.79 mean & variance given pdf, 2.82 mean and variance of 2 rvs, 2.83 WSS autocorrelation.

V2: M2.8 and M2.14

(12) Lecture: DFT

(14) No class due to illness

Sept

(17) Chapter 3

Lecture: Circular and Linear Convolution. Introduction to the Z-form.

HW #3: 3.5 DTFT properties, 3.11 DTFT of sequences, 3.15 Inverse DTFT, 3.27 DTFT of finite sequences.

V3: M3.1 modeling DTFT and M3.4 properties of DTFT

(19) Lecture: Z-form

(21) Lecture: Inverse Z-form, residue theory, contour integration, Partial-Fraction Expansion.

Sept

(24) Lecture: Inverse Z-form, long division, PF expansion, summary.

HW #4: 3.38 proof of multiplication and convolution properties, 3.39 proof of properties, 3.48 inverse DFT, 3.64 computation of DFT.

V4: M3.9 circular convolution, M3.12 symmetry of real x[n].

(26) Chapter 4. Lecture Intro to LTI and discussion of LTI

(28) Lecture: FIR Filters

Oct

(1) Lecture: IIR Filters

HW #5 3.85 Z-form ROC, 3.88 Z-form, 3.96 Z-form, 3.99 inverse Z form 3.111 DCT, 3.120 Hadamard Transform.

V5 M3.16 factored form of Z-form, M3.19 find rational polynomial

(3) Lecture: Comb Filters

(5) Fall Break, NO CLASS

Oct

(8) Complimentary Filters, Inverse Filtering and DT statistics, finish Chapter 4.

(10) Review for E1

(12) EXAM 1

 

 

Oct

(15) Chapter 5

(17) Sampling Theory

(19) Lecture: Flat Top Sampling Model.

HW #6: 4.16 FIR design, 4.23 IIR analysis, 4.44 bandpass filter, 4.47 quadrature structure.

V6: M4.2 Simulate P4.16, M4.4 IIR design

Oct

(22) Chapter 5: Analog Filter Design

(24) Analog Filter Designs continued. ADC and DAC approaches.

Project 1, Simple calculations, Due

(26)

Oct

(29) Chapter 6:

(31)

Project 2, Input/Output, Due

(2)

HW #7 5.2 sampling, 5.8 Sampling, 5.17 Butterworth filter, 5.21 Elliptical Filter

V7: M5.1 Butterworth Filter, M5.3 Elliptical Filter

Nov

(5) Chapter 7: FIR design with windows

(7) Alternation Theory

(9)

Project 3, Digital Scope, Due

Nov

(12)Chapter 7

(14)

(16)

HW #8: 6.2 delay-free loops, 6.4 structure characteristics, 6.18 FIR design, 6.22 IIR design

V8: M6.1 FIR, M6.2 IIR

Nov

(19)

(21) Project 4, FIR filter, Due

(23) Thanks Giving, NC

Nov

(26)

(28)

HW #9: 7.13 impulse invariance IIR, 7.14 Bilinear Transform IIR

V9: M7.1 Butterworth impulse invariance, M7.11 Bilinear BPF, M7.18 Windowing, M7.33 Remez

(30)

EXAM 2

Dec

(3) Dead Week

(5)

HW #10:

(7)

Project 5, IIR filter, Due

Dec

(10)

(12) ALL LATE PROJECT REPORTS DUE

(14)