EE 313, Fall 2006
Linear Systems and Signals
TTH 11:00 - 12:30PM, ENS 116

Date Topic Reading before class
8/31 Introduction / How to Succeed in 313 / MATLAB p. 53 - 64 ;
8/31 Announcements
9/5 Chapter 1: Complex Numbers, Signals, Operations p.1-24; p.68-86
9/7 Impulse response, exponents, linearity, summary p.86- 131
9/12Chapter 2: System response, Impulse response p. 151-171
9/14 Convolution p. 171-192
9/19Interconnected Systems, Zero state response p. 192-226
9/21Chapter 4 Laplace Transforms p. 340-359
9/26Laplace Transform Properties p. 360-371
9/28 Laplace Transforms in System Analysis p. 371-384
10/3Laplace in Electrical Circuits p. 384 -414;
p. 467-468
10/5 EXAM 1 in class. Closed book and notes - one double sided crib sheet allowed
10/10 Chapter 6: Fourier Series (FS) p. 594-614
10/12 Exponential form of Fourier Series p. 614-633
10/17Parsevals Theorem, System Analysis with FS p. 633-640
10/19 Signals as Vectors p. 641-658
10/24Numerical Convolution, Review of FS p. 658-661
10/26 Chapter 7: Fourier Transform (FT) p. 678-698
10/31Fourier Transform Properties p. 698-713
11/02 FT to analyze Systems and Filters p. 717-728
11/7 Energy, Modulation, Comm. Systems, review of FT p. 728-746, 752-754
11/09 Chapter 8: Sampling Theorem - discrete samples
p. 770-798
11/14 Reconstructing sampled signals, A/D, Spectrum sampling p. 778-798
11/16 A/D and D/A , DFT and FFT, Review p. 792-817
11/21 EXAM 2 in class. Closed book and notes - two double sided crib sheets allowed
11/23 THANKSGIVING HOLIDAY
11/28 Discrete Fourier Transform(DFT); Chapter 3: Discrete Time Systems p. 798-817; 245-259
11/30 Discrete Time System examples p. 259-276
12/5Discrete impulse response, convolution p. 276-299
12/07 Chapter 5: Z- Transform for discrete signals, properties p. 494-514
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