ELG 3125A SIGNAL AND SYSTEM ANALYSIS Formula sheets for ELG3125 Continuous-time and discrete-time signals. Mathematical description of systems. Properties of systems. Convolution and impulse response of continuous and discrete time LTI systems. Fourier series of periodic continuous and discrete time signals. Decomposition and approximation of signals by orthogonal functions. The Fourier transform of continuous and discrete time signals. Frequency response of systems. Frequency selective filtering. First and second order systems. Sampling and interpolation of continuous-time signals. LTI systemanalysis with the Laplace and the Z transforms.     TEXT BOOK:     A. V. Oppenheim, A. S. Willsky     Signals & Systems, 2nd Ed.     Prentice-Hall. A00 LEC 01 Tuesday 11:30 - 12:50 STM 224 Jianping Yao A00 LEC 02 Friday 13:00 - 14:20 STM 224 Jianping Yao A01 Lab1 Tuesday 16:00 - 17:20 CBY B02 Aidan Charles A02 Lab2 Wednesday 17:30 - 18:50 STE 2052 Wenbo Wu A03 Lab3 Monday 17:30 - 18:50 STE 0130 Wenbo Wu A04 Tut Wednesday 14:30 - 15:50 HNN 013 Fardad Dadboud A05 Tut Thursday 11:30 - 12:50 MRT 256 Yiran Guan Midterm: Saturday October 25th, from 10AM to 11:30AM, LEEA130 and LEEA131. The materials of the first three chapters will be covered. Marking Scheme Labs 15% (three quizzes, each 5%) Quizzes 10% (11 quizzes, 10 to be used to calculate the average, the lowest one not counted) Midterm 25% (cover the first three chapters) Final 50% (cover the materials after the midterm) Office Hours Jianping Yao, Wednesdays, 10:30-11:30 AM, to be conducted via Zoom (Link to be found from Lecture notes 1 page 2) TA1 (Lab A01), Aidan Charles, achar209@uottawa.ca, SITE 4002, Wednesdays and Thursdays 2:00-5:00 PM TA2 (Lab A02 and Lab A03), Wenbo Wu, wwu039@uottawa.ca, SITE 3035, Mondays 4:00-5:20 PM TA3 (Tut A04), Fardad Dadboud, Fardad.Dadboud@uottawa.ca, SITE 5004 TA4 (Tut A05), Yiran Guan, yguan061@uottawa.ca, ARC 385, Fridays 10:00 - 11:00 AM LECTURE NOTES: (Note: equations may not be displayed correctly using Chrome PDF viewer) Chapter 1 Signal and Systems Chapter 2 Linear Time-Invariant Systems        Convolution demo1, Convolution demo2, Convolution demo3 Chapter 3 Fourier Series Representation of Period Signals Chapter 4 The Continuous-Time Fourier Transform Frequency-resposne       Response of a 2nd-order LTI system       Bode plot Chapter 5 The Discrete-Time Fourier Transform Chapter 6 Sampling Laplace transform    Laplace transform properties LAB MATERIALS: Lab1: Introduction to Matlab    Lab2: Presentation    ASSIGNMENTS AND SOLUTIONS: Assignment 1              Soltution 1 Assignment 2              Soltution 2      Soltution 2 (more) Assignment 3              Soltution 3 Assignment 4              Soltution 4 Assignment 5              Soltution 5 Assignment 6 (1)              Soltution 6 (1) Assignment 6 (2)              Soltution 6 (2) Assignment 7              Soltution 7 Assignment 8              Soltution 8 Assignment 9              Soltution 9 PAST YEAR EXAMS: Midterm Winter 2002 Soltution Final Winter 2002 Soltution Midterm Fall 2002 Soltution Final Fall 2002 Soltution Midterm Fall 2003 Final Fall 2003 Midterm Fall 2004 Final Fall 2004 Midterm Fall 2005 Final Fall 2005 Midterm Fall 2007 Final Fall 2007 DEMO: Fourier Series Online Demo 1 Fourier Series Demo 2 Fourier Series Demo 3 Convolution Demo - Discrete-Time Signal Convolution Demo - Continuous-Time Signal TUTORIALS FOR MATLAB: Tutorial Bonnie Heck online Tutorial Carlson