Rhea Section for ECE301 Signals and Systems, Trey E. Shenk

MTWRF 11am-12pm in PHYS 203

Course Information

• Instructor: Trey E. Shenk
  • Email: shenkt@purdue.edu
  • Office hours: Tuesday/Friday 12:30-2:30pm EE208 Table 2

• Teaching Assistant: Soonho Kwon
  • Email: skwon@purdue.edu
  • Office hours: Monday/Thursday 12-2pm EE208 Table 2

• Important Dates:
  • Test 1: Friday July 1st 11-11:50am in ME 1061
  • Test 2: Tuesday July 26th 11-11:50am in Physics 114
  • Final: Friday August 5th 8-10am in Physics 223

Lecture Notes

Lecture notes will be posted here.

Textbook

A. V. Oppenheim and A. S. Willsky, Signals and Systems, 2nd edition, Prentice-Hall, 1997

Syllabus

• Syllabus

Homework

Homework solution errata for Oppenheim.

• Homework 1, HW1_soln - due Thursday June 16th
• Homework 2, HW2_soln - due Tuesday June 21st
• Homework 3, HW3_soln - due Friday June 24th
• Homework 4, HW4_soln, HW4_2.22(b)modifed_soln - due Tuesday June 28th
• Homework 5, HW5_soln - due Monday July 11th
• Homework 6, HW6_soln - due Friday July 16th
• Homework 7, HW7_soln - due Tuesday July 19th
• Homework 8, HW8_soln - due Friday 22nd

Quizzes

• Quiz 1 Solution
• Quiz 2 Solution
• Quiz 3 Solution

Exam solution

Exam 1

• Solution. Statistics: possible=100, mean = 76, stdev=17, plot of histogram by problem and by total.

Exam Prep

Exam 2

• Chapter 3
  • Be able to calculate the Fourier series coefficients of a period CT signal (DT Fourier series will NOT be on the exam). (3.28a(subparts abc), 3.22, 3.31, 3.28d, 3.47)
  • Given the FS coefficients of the input and the frequency response of a system, find the FS coefficients of the output signal. (3.13, 3.14, Quiz 3)
  • Sample problem, solution.

• Chapter 4
  • Compute the CTFT (or its inverse) of a signal/system (4.1, 4.3, 4.4, 4.8, 4.10, 4.21, 4.23)
  • Solve for the output of a system in the frequency domain (4.19, 4.32, 4.30a)

• Tables for Fourier series, CTFT properties, and CTFT pairs.

Discussions

• Advice from students who already took this class
• Write comment here/link to discussion page here.
• Write comment here/link to discussion page here.

Relevant Resources

• Practice Problems (from previous years) Lots of great problems!
• Tables of Formulas ==
  • Complex Number Identities and Formulas
  • Power Series
  • basic signals and functions
  • Signal Metrics Definitions and Formulas
  • Laplace Transform Pairs and Properties
  • Continuous-time Fourier Transform Pairs and Properties (function of ω in radians)
  • Discrete-time Fourier Transform Pairs and Properties

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