Schedule

Please complete all reading assignments before coming to class.

Week Date Subject Homework
Strum
Kirk
Kamen
Heck
1
 8/17 Class Policies
Introduction
      
8/19 Operations on Continuous-Time Signals
Continuous-Time Signals
   pg. 1-19 pg. 1-11
2
 8/22 Combinations of Continuous-Time Signals
Discrete-Time Signals
   pg. 1-19
 pg. 11-21
8/24
 Discrete-Time Signals
Sampling and Aliasing
pg. 1-19 pg. 11-21
8/26
 MATLAB Tutorial HW 1 Due pg. 20-27
3
 8/29
 MATLAB Tutorial
System Properties		   pg. 20-27
pg. 363-374
pg. 21-37
8/31
 System Properties
pg. 363-374 pg. 21-37
9/2 Impulse Response and Convolution HW 2 Due pg. 43-50 pg. 44-49
4
 9/5 Labor Day (No Class)


9/7 Discrete-Time Convolution
pg. 378-382 pg. 49-55
9/9 Continuous-Time Convolution
pg. 50-62 pg. 75-84
5
 9/12 Continuous-Time Convolution
pg. 50-62 pg. 75-84
9/14 Step Responses of Continuous-Time System
Numerical Convolution (Example)
 Matlab 1 Due
 pg. 50-62 pg. 75-84
9/16 Laplace Transforms
pg. 99-105 pg. 279-285
6
 9/19 Properties of Laplace Transform HW 3 Due
 pg. 113-118 pg. 296-313
9/21 Properties of Laplace Transform
Inverse Laplace Transforms
pg. 113-118 pg. 296-313
9/23
 Test 1 (Solutions for Friday Version)


7
 9/26
 Test 1 (Solutions for Monday Version)


9/28
 Inverse Laplace Transforms

pg. 113-118
 pg. 296-313
9/30
 Inverse Laplace Transforms
Applications of Laplace Transforms
 HW 4 Due
 pg. 113-118
pg. 118-123 		pg. 296-313
pg. 316-335
8
 10/3 Transfer Functions
pg. 105-113
 pg. 338-342
10/5
 Transfer Functions
Block Diagrams
pg. 105-113

 pg. 338-342
10/7 Block Diagrams
Continuous-Time System Responses 		HW 5 Due
pg. 173-190 		pg. 338-342
pg. 419-443
9
 10/10 Stability
pg. 173-190 pg. 411-419
10/12
 First-Order Systems
 HW 6 Due pg. 173-190
 pg. 443-463
10/14 Second-Order System
pg. 173-190 pg. 443-463
10
 10/17 Frequency Response HW 7 Due
  
 pg. 443-463
10/19 Test 2 (Solutions)


10/21 Bode Plots  
pg. 443-463
11
 10/24
 Bode Plots

pg. 443-463
10/26
 Bode Plots

 
 pg. 463-478
10/28
 Continuous-Time Filtering


pg. 463-478
12
 10/31
 Continuous-Time Filtering
z Transforms		 HW 8 Due
pg. 419-447 		pg. 463-478
pg. 352-367
11/2 z Transforms
Inverse z Transforms		 Matlab 2 Due
 pg. 419-447 pg. 367-377
11/4 Inverse z Transforms
Applications of z Transforms
pg. 419-447 pg. 364-367
13
 11/7 Inverse z Transforms
Applications of z Transforms
pg. 419-447
 pg. 364-36
11/9 Stability of Discrete-Time Systems
Frequency Response of Discrete-Time Systems
 HW 9 Due pg. 419-447 pg. 377-401
11/11
 Frequency Response of Discrete-Time Systems
pg. 491-516 pg. 377-401
 
 11/14
 FIR Filters
HW 10 Due
 pg. 491-516
pg. 377-401
11/16
 Test 3 (Solutions)
pg. 491-516
pg. 377-401
11/18
 IIR Filters   pg. 299-328 pg. 584-618
14
11/21
 Thanksgiving Break (No Class)


11/23
 Thanksgiving Break (No Class)


11/25
 Thanksgiving Break (No Class)


15
 11/28
 State-Space Modeling
pg. 299-328 pg. 584-618
11/30
 State-Space Modeling
pg. 299-328 pg. 584-618
12/2
 State-Space Modeling Matlab 3 Due
 pg. 299-328 pg. 584-618
16 12/5
 State-Space Modeling
pg. 299-328 pg. 584-618
  12/9
 Final Exam 2:00 p.m. - 4:00 p.m. HW 11 Due