handouts reading assignments problem sets laboratory exercises lab information
Class is Monday, Wednesday, Friday 10:00-10:50 in Roberts 321.
Labs meet on Tuesdays, 12:10-2:00, 2:10-4:00 and 4:10-6:00 in Cobleigh 602.
The professor this term is David Dickensheets, davidd@ee.montana.edu, (406) 994-7874, 530 Cobleigh Hall.
David's Office Hours are M W 3:00-5:00
The TA this term is Chris Davenport, christophe.davenport@myportal.montana.edu
Chris's office hours are Monday and Wednesday from 12-1 PM, in 539 Cobleigh Hall
Homework grading will be done by Yujie (Lily) Liang, yujie.liang@myportal.montana.edu
Lily's office hours are Wednesday, 11:00 AM-12:00 PM and 1:00 PM -2:00 PM, in 507 Cobleigh Hall
Have a great summer!
EE207 Spring 2008 Final Exam Solution: pg2 pg3 pg4 pg5 pg6 pg7 pg8 pg9 pg10
To be completed prior to lecture on the indicated dates
| Lecture Date | Reading Assignment | Lecture Topic |
| 1/16 | Review Chapter 8
Review: RC and RL circuit complete response, 1st order differential equations and their solutions, single time constant (first order) circuit examples |
Review of first order RC and RL circuits. Natural and forced response. |
| 1/18 | 9.1-9.3
|
Circuits with two energy storage elements (C's or L's): finding the governing differential equation |
| 1/21 | Martin Luther King Day Holiday - no class | |
| 1/23 | appendices A, B and D
Guest Lecturer: Chris Davenport |
Review: complex numbers in rectangular, polar and exponential form; manipulation of complex numbers; Euler's formulas; simple matrix algebra and Cramer's rule for solving systems of equations |
| 1/25 | 9.1-9.4 | natural response of 2nd order ODE; natural response of RLC parallel circuit - example of overdamped response |
| 1/28 | 9.5-9.6 | natural response of RLC parallel circuit: critically damped and underdamped examples |
| 1/30 | 9.7 | example of natural response of series RLC circuit, intro to forced response |
| 2/1 | 9.7-9.8 | forced response of RLC parallel circuit; complete response |
| 2/4 | 9.9 | complete response and state variables |
| 2/6 | 9.10-9.13
(Lab notebooks due in class) |
roots of the characteristic eqn. in the complex plane, more forced circuits |
| 2/8 | 13.1-13.2 | Sinusoidal steady state review, network function |
| 2/11 | 13.3 |
network function examples, frequency response concepts |
| 2/13 | 13.3 |
more frequency response concepts, intro to Bode plots |
| 2/15 | 13.3 | more Bode plots |
| 2/18 | President's Day Holiday - no class | |
| 2/20 | 13.4 | Bode plots, resonant RLC circuits |
| 2/22 | Midterm #1 | Chapter 9 and Chapter 13 (through 13.3) |
| 2/25 | 13.4, 16.1-16.4 | resonant RLC circuits |
| 2/27 | 13.4, 16.1-16.4 | resonant RLC circuits |
| 2/29 | 13.6 | wrap-up RLC circuits |
| 3/3 | Review Chapter 6 | Op-amps - finite gain amplifiers |
| 3/5 | op-amp handout | Op-amp gain-bandwidth-product, slew rate |
| 3/7 | op-amp handout | Op-amp GBP, slew-rate discussion continues... |
| Spring Break 3/10-3/14 | ||
| 3/17 | op-amp handout | More Op-amps- DC offsets- amplifier design problem assignment |
| 3/19 | op-amp handout, 16.4 | Op-amp wrap-up - design problem discussion, summer, integrator, differentiator, filters |
| 3/21 | University Day Holiday - no class | |
| 3/24 | 14.1-14.4 | Intro to Laplace Transforms, definitions, properties, common transform pairs |
| 3/26 | 14.4-14.5 | Moving from time domain to s-domain and back - partial fraction expansion |
| 3/28 | 14.5-14.7 | initial and final value theorems, putting it all together: solving differential equations using Laplace transforms |
| 3/31 | 14.8 | Rapid solution: impedance and initial conditions, first order circuits |
| 4/2 | 14.8 | second and higher order circuits |
| 4/4 | 14.9-14.10 | Zero initial conditions: forced response transfer function, impulse and step response, intro to convolution |
| 4/7 | 14.10 | convolution for the forced response |
| 4/9 | 14.11 | Stability and wrap-up of Laplace transform |
| 4/11 | 15.1-15.3 | Intro to Fourier Series expansion of periodic signals; definitions, examples |
| 4/14 | Midterm #2 | Op-amps and Laplace Transform |
| 4/16 | 15.4 - 15.5 | Fourier Series symmetry properties, more examples, exponential form |
| 4/18 | 15.6 - 15.8 | more Fourier series examples, Fourier series presented as a spectrum;Fourier series and circuit transfer function |
| 4/21 | 15.9 | Fourier Transform for continuous-time aperiodic signals; definition and properties |
| 4/23 | 15.9-15.10 | FT pairs, manipulation based on FT properties |
| 4/25 | 15.11-15.12 | Spectra of signals; convolution and impulse response; FT examples |
| 4/28 | 15.13 | More FT examples and properties; FT compared to Laplace transform. |
| 4/30 | 15.14 | Fourier transform wrap-up |
| 5/2 | ||
| 5/05 | Final Exam 4:00 pm Monday May 5, 2007 | |
| set # | Due Date | Problems | Solutions | |
| 1 | 1/18 | prerequisite assessment (pdf pages pg1 pg2 pg3 ) | pg1 pg2 pg3 pg4 pg5 | |
| 2 | 1/18
don't hand in - check your solution against mine |
text problems 8.3-1, 8.3-6, 8.7-13; exercise 8.7-1 | 8.3-1, 8.3-6, 8.7-13 ex8.7-1 | |
| 3 | 1/25 | problems 9.2-1, 9.2-2 | 9.2-1, 9.2-2 | |
| 4 | 1/30 | problems 9.3-3, 9.4-2 | 9.3-3, 9.4-2 | |
| 5 | 2/1 | problems 9.5-1, 9.5-5 | 9.5-1, 9.5-5 | |
| 6 | 2/4 | problems 9.6-3, 9.8-1 | 9.6-3, 9.6-3pg2, 9.8-1,9.8-1pg2 | |
| 7 | 2/6 | problems 9.8-3, 9.8-13 | 9.8-3, 9.8-3pg2, 9.8-13, 9.8-13pg2, 9.8-13pg3 | |
| 8 | 2/8 | homework 8 | pg1 pg2 pg3 pg4 | |
| 9 | 2/13 | problems 13.2-1, 13.2-3, 13.2-4 | 13.2-1, 13.2-3, 13.2-4 | |
| 10 | 2/15 | problems 13.2-7, 13.2-9 | 13.2-7, 13.2-9 | |
| 11 | 2/20 | problems 13.3-3 (magnitude plot only), 13.3-18, Bode Problem Handout, | 13.3-3, 13.3-18, bode problem | |
| 12 | 2/25 | 13.3-19 with phase plot | 13.3-19 | |
| 13 | 2/27 | problems 13.4-1, 13.4-5 | 13.4-1, 13.4-5 | |
| 14 | 3/5 | RLC Filter Design | ||
| 15 | 3/7 | op-amp hw #1 | p1 p2 p3 p4 p5 | |
| 16 | 3/19 | op-amp hw #2 | prob1 prob2a prob2b prob3 | |
| 17 | 3/28 | op-amp design (build in lab 3/25) | ||
| 18 | 3/26 | problems 14.2-2, 14.2-4, 14.3-1, 14.3-3 | 14.2-2, 14.2-4, 14.3-1, 14.3-3 | |
| 19 | 3/31 | (read section 14.11 for information about how
to use Matlab to check your partial fraction expansions - please still
show your work for doing these by hand)
problems 14.4-1, 14.4-3, 14.5-1, 14.5-3 |
14.4-1, 14.4-3, 14.5-1, 14.5-3 | |
| 20 | 4/2 | problems 14.7-3, 14.7-5, 14.7-6 | 14.7-3, 14.7-5, 14.7-6 | |
| 21 | 4/4 | problems 14.7-8, 14.7-9,14.8-2, 14.8-3 | 14.7-8, 14.7-9,14.8-2, 14.8-3 | |
| 22 | 4/9 | problems 14.8-7, 14.9-1, 14.9-4 | 14.8-7, 14.9-1, 14.9-4 | |
| 23 | 4/16 | problems 15.2-1, 15.2-3 | 15.2-1, 15.2-3 | |
| 24 | 4/18 | problems 15.3-1, 15.3-2, 15.3-3 | 15.3-1, 15.3-2, 15.3-3 | |
| 25 | 4/21 | problems 15.5-1, 15.5-3 | 15.5-1, 15.5-3 | |
| 26 | 4/23 | F.S.from DFT | pg1 pg2 pg3 numerical | |
| 27 | 4/25 | circuit response using F.S. | 15.8-2pg1 15.8-2pg2 | |
| 28 | 4/28 | problems 15.9-3, 15.9-7, cosine pulse | 15.9-3, 15.9-7, cosine pulse | |
| 4/30, 5/2 | no homework due Fourier Transform Practice | pg1 pg2 |
(* asterisk indicates design problem)
| Lab 1 | 1/29 | RLC complete response: PSpice (Cobleigh 625) | lab1&2 (updated 1/29/07) |
| Lab 2 | 2/5 | RLC complete response: Experimental | lab1&2 (updated 1/29/07) |
| Lab 3 | 2/12, 2/19 | First-order passive filter design | lab 3 |
| Lab 4 | 2/26 | RLC Resonant Circuits - PSPICE | lab 4 |
| Lab 5 | 3/4 | RLC Resonant Circuits - Experimental | lab 5 |
| Lab 6 | 3/18 | Op-amp GPB, Slew Rate and DC offsets | lab 6 |
| 3/25 | Op-amp amplifier design problem (Write up as Design Problem, no lab report) | ||
| Lab 7 | 4/1 | Practical Op-amp circuits
(student-directed lab activity) |
lab 7 differentiator, summer, Sallen-Key, Wien-Bridge |
| Lab 8 | 4/8 | Laplace Analysis in Matlab | lab 8 |
| Lab 9 | 4/15 | Fourier Series 1 | lab 9 |
| Lab 10 | 4/22 | Fourier Series 2 | lab 10 |
| 4/29 | No lab during dead week. Hand in final lab report and notebooks in class Wednesday. |
(* asterisk indicates lab activity in which students are building circuits of their own design)
opamps: LM741(National) LM741(Fairchild) OP27
This page is maintained by David
Dickensheets.
