UTA EE 3317 Section 002

Write a script (function m-file if like) to calculate convolution of two arbitrary functions. Features:

1) you type in two analytic function as input and the m-file plots both functions and calculates and plots the convolution
2. The same operations when the tewo functions are given as two lists (arrays).

MATLAB Functions, feval, inline functions,

HOMEWORK SOLUTIONS

Homework #1 Solution

EXAM SOLUTIONS

EXAM I Spring 07 Solution

EXAM I Fall 08 Solution

OLD FINAL Sp07Final(rev6').doc

FALL 07 EXAM II +3317F07EXII(rev7)'.doc

EXAM II Fall 07 Solution

EXAM I TOPICS FOR FALL 08

As discussed in class, the exam will cover material from Ch1 and 2 of your text book plus material presented in class and material in your homework and handout. Pay attention to material on how to find initial conditions at 0- and how you obtain initial conditions at 0+. You should be able to find ZIR, impulse response, ZSR. You need to be able to recall and apply the convolution integral. We spent a lot of time on the 2nd order RLC in class and in homework. Therefore you should be able to handle related problems including transfer function, ZIR, ZSR, and impulse response. You should be able to classify and manipulate signals (time shift and scaling, even and odd functions, integrate, integrate by parts, take derivative, find signal energy and power , convolve, etc.) You should be able to describe and classify systems. You should also be familiar with the material based on the MIT web link below, especially pages 19 and 20.

Topics from Chapter B. Complex numbers, Partial Fraction Expansion (B.5),

http://ocw.mit.edu/NR/rdonlyres/Electrical-Engineering-and-Computer-Science/6-003Fall-2003/9BEA2A94-230F-4F38-ABAE-F552B8E549A9/0/lecture4.pdf

Also, consult the following website to get more insight in convolution and related topics.

***Page and Applet Index Excellent web page with many insightful applets ***

LAST FALL EXAM I:3317_002F06EXI(rev4).doc

LAST SPRING EXAM I: EE3317EXAMISp07

FINAL EXAM TOPICS FROM SPRING 07

As mentioned in class, Final Exam is comprehensive, with emphasis on Laplace Transform, Fourier Transform, Fourier Series, and Convolution. For Laplace study Secs. 6.1, 6.2, 6.3 and 6.4 up to (but not including)6.4-1. Tables 6.1 and 6.2 will be given. For FS and FT, See Exam II topics. Convolution theorem for LTI systems, and correspondence with with FT and Laplace T should be studied. The last HW is a good indication of what to expect. Solution of differential equations with initial conditions (ZIR+ZSR) using Laplace, and connection between h(t) and H(s) is also important. For LTI systems you should be able to find initial conditions, impulse response h(t), transfer function H(s), to find ZIR + ZSR. For FT and FE refer to ExamII topics below.

ExamII TOPICS For FALL 08 (11/25/08)

Laplace Transform

Examples: 4.3, 4.4, 4.5, 4.7, 4.8, 4.9, 4.10, 4.11, 4.12, 4.14, 4.16, 4.18, 4.24, 4.25,

Exercises: E.4.1, E4.2 E4.4, E4.6, E4.13, E4.14

Sections: 4.1-4.5, 4.6-5, 4.7( not 4.7-1)4.8, 4.9,

Solution of Series RLC circuit with initial conditions and external source using Laplace Transform

Fourier Series

Examples: 6.1 through 6.7, 6.9, 6.11,

Exercises: E.6.1, E6.2, E6.5, E4.6, E4.13, E4.14

Sections: 6.1,6.3, 6.4

Websites:

Complex Fourier Series of Box Train same as ST7.pdf