Class Notes

Class Notes (not all notes will be posted)

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• Chapter 1: Introduction
  • Chapter I_ Signal and System Modeling
  • Matlab for example_1_6.m: Is the sum of two sinusoids periodic?

• Chapter 2: System Modeling & Analysis in the Time Domain

  • Textbook Examples for Graphical Convolution

  • Graphical Convolution (Power Point Presentation)

  • The Joy of Convolution (Link to another Website)

  • Summary System Modeling Concepts

   

• Chapter 3: The Fourier Series

  • Coefficients for complex exponential  F.S. of Several Signals (Table 3.1) (jpg)

  • Summary of F.S. Properties (Table 3-2: Print and Post in your room!)

  • Additional Example and Practice Problem about Exponential F.S.

  • Spectral for Periodic Pulse Train Signal (Figure 3-11 from the text)

  • Example (3-12) from the text: Steady State Response of a Fixed, LTI distortionless system

• Chapter 4: Fourier Transform & Applications

  • Fourier Transform Theorem Table 4_1 (jpg)

  • Fourier Transform Pairs Table 4_2 (jpg) *You should memorize (1,2,4,8-13,18)

  • Example Ch4ex20.m,  Fourier Transform of Spectrum of Periodic Signals: Output Figure(jpg)
     

• Chapter 5:

  • Laplace Transform Theorems Table 5_2 (jpg)

  • Chapter 5 The Laplace Transform (jnt)

  • Single_sided Laplace Transforms Table 5_3 (jpg)

  • Partial Fraction Expansion (Power Point Presentation)
     

Chapter 6:  *These are some of the notes (NOT ALL)

• Introduction

• Laplace Transform Equivalent Circuit Element

• Analysis of Electrical Networks with Initial Conditions

• Transfer Function Components of System Response

Chapter 8:

• Analog to Digital Conversion (Sampling)  (Lecture37.pdf)

• Signal Reconstruction and Quantization Noise (Lecture38.pdf)

• Z-transform (Lecture39.pdf)

• Z-Transform and Applications to Discrete-Time Systems (Lecture40.pdf)

• Short Table of Z-Transforms (jpg)

HW #

Due Week

2

3

5

6

6

8

8

9

10

10

14

Due Day

Mon

Wed

Mon

Mon

Mon

Sat

Sat

Sat

Sat

Sat

Sat

Solution

Exam I

Exam II