EE 383-Analytical Methods for Multivariable and Discrete Time Systems

Summer 2007

EE 382 Review questions
Chapter 1: Discrete-time Signals
Chapter 2: Time-domain Analysis of Discrete-time Systems
Chapter 3: Sampling and the DFT
Chapter 4: Fourier analysis of discrete-time signals
Chapter 5: Z-transforms
Chapter 6: Frequency response and digital filters

Assignment	Due Date	Solutions
Homework 1	Tuesday, June 5	Solutions
		MATLAB 8.2-3,4
Homework 2	Tuesday, June 12	Solutions
		MATLAB 9.4-6
		MATLAB 9.4-12
		MATLAB 9.4-14a
		MATLAB 9.4-14b
Homework 3	Tuesday, June 19	Solutions
Homework 4	Tuesday, June 26	Solutions
		MATLAB Problem 3
Homework 5	Tuesday, July 10	Solutions
Homework 6	Tuesday, July 17	Solutions
Homework 7	Thursday, July 26	Solutions
Problem set 1	Extra problems-not to be graded	Solutions
Problem set 2	Extra problems-not to be graded	Solutions
Problem set 3	Extra problems-not to be graded	Solutions
Problem set 4	Extra problems-not to be graded	Solutions

triangle.m	Triangle function
ramp.m	Ramp function
sincl.m	Sinc function defined as sin(x)/x
rect.m	Rectangle function
dtstp_fn.m	Discrete-time step function
dtimpls_fn.m	Discrete-time impulse function
Ex1_2.m	Discrete-time sinusoids
Ex2_1.m	Computation of impulse function
Ex2_2.m	Discrete-time convolution
Ex2_3.m	Convolution of exponentials
Ex2_4.m	Calculation of total solution
Ex3_1.m	Sampling and ideal reconstruction
Ex3_1a.m	Sampling and reconstruction with a zero-order hold
Ex3_2.m	Sampling and aliasing
Ex3_3.m	DFT of an exponential signal
Ex3_4.m	DFT of a rectangle signal
Ex4_2a.m	DTFS of periodic square wave
Ex4_5.m	DFT/DTFT comparison