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Handbook 1997 : Faculty of Engineering : School of Electrical Engineering and Computer Science

431-310 Networks 3

Credit Points:

7.1

Prerequisite/s:

431-210 Networks 2, 421-204 Mathematics for Engineers 2.1B and 421-205 Mathematics for Engineers 2.2 or equivalent.

Timetable:

Semester 1

Contact:

26 hours of lectures and 13 hours of tutorials and project work

Objectives:

On completion of this subject students should:

  • be able to use Laplace and Z transform methods to determine the response of circuits and systems to continuous or sampled data input signals;

  • be able to calculate system outputs for impulse, step, sine wave and pulse sequence inputs;

  • be able to design analogue and digital filters in order to modify signals and circuit responses.

Content:

Impulse response, impulse response convolution, the convolution sum, the convolution integral. Discretisation of continuous time signals, sampled data signals. The Z transform, Z transform analysis of sampled data systems and systems with both sampled data and analogue components. Signal flow graphs. Y, Z, H, g matrix descriptions for multiport networks. Introduction to filters. Design of analogue and digital filters.

Assessment:

A two-hour examination; practice classes, tests, assignments and project reports, not exceeding 20 pages.

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Handbook 1997 : Faculty of Engineering : School of Electrical Engineering and Computer Science
Status:                   OFFICIAL 1997
Last Modified:            Wednesday March 12 3:36 pm
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Authorised by:            Academic Registrar
Email Enquiries:          Course_Information@registrar.unimelb.edu.au
Copyright © University of Melbourne 1997.