The objectives of this course are to cover the modelling and analysis of continuous and discrete signals using linear techniques. Topics covered include: a review of Laplace transforms; methods for the basic modelling of physical systems; discrete and continuous convolution; impulse and step response; transfer functions and filtering; the continuous Fourier transform and its relationship to the Laplace transform; frequency response and Bode plots; sampling; the Z-transform. Prerequisite: ENSC 180, ENSC 220 (or MSE 250) and (MATH 260 or MATH 310), all with a minimum grade of C-. Students with credit for MSE 280 or SEE 341 may not take ENSC 380 for further credit.
The objectives of this course are to cover the modelling and analysis of continuous and discrete signals using linear techniques. Topics covered include: a review of Laplace transforms; methods for the basic modelling of physical systems; discrete and continuous convolution; impulse and step response; transfer functions and filtering; the continuous Fourier transform and its relationship to the Laplace transform; frequency response and Bode plots; sampling; the Z-transform. Prerequisite: ENSC 180, ENSC 220 (or MSE 250) and (MATH 260 or MATH 310), all with a minimum grade of C-. Students with credit for MSE 280 or SEE 341 may not take ENSC 380 for further credit.
