Numerical methods for engineers
J C Lattanzio
3 points * 26 lectures, 12 practice classes/computer laboratory sessions * First/Second semester * Clayton * Prerequisites: MAT1920
Objectives The student is expected to acquire a knowledge and understanding of the use of numerical techniques for solving mathematical problems. Practical problems will be solved on computers. The student should be able to identify the strengths and weaknesses of different techniques, as well as an awareness of what other approaches are available when the techniques fail.
Synopsis This course will deal with numerical methods for solving common problems in science and engineering. The implementation of these methods will require competent use of computers, as well as an understanding of the mathematics underlying the various techniques. Basic techniques will be introduced for the solution of systems of linear and non-linear equations, eigenproblems, curve-fitting via least squares, interpolation, numerical integration and ordinary differential equations.
Assessment Examinations (1.5 hours): 71% * Assignments: 21% * Tests: 8%
Prescribed texts
Lattanzio J C Numerical methods for engineers 2nd edn, Dept Mathematics, Monash U, 1995
Mathews J H Numerical methods for mathematics, science and engineering 2nd edn, Prentice-Hall, 1992
| Published by Monash University, Clayton, Victoria
3168 Copyright © Monash University 1996 - All Rights Reserved - Caution Authorised by the Academic Registrar December 1996 |